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ГОРОД ЗМЕИНОГОРСК администрация-города-змеиногорска.рф &quot;сайт администрации города Змеиногорска&quot; http://xn-----6kcabbscddnxgabh9awkkmoaib9afmjuk4k8m.xn--p1ai/2017-04-21-03-07-57/5-2011-07-14-11-29-47.feed 2024-05-02T03:33:47Z administratsia goroda zmeinogorska zmeinogorskogo rayona altayskogo kraya ҷԷᠤ ֦ Ҩ֬Ơ Повышение оплаты труда цб 2022-10-21T07:48:26Z 2022-10-21T07:48:26Z http://xn-----6kcabbscddnxgabh9awkkmoaib9afmjuk4k8m.xn--p1ai/2017-04-21-03-07-57/5-2011-07-14-11-29-47/5007-2022-10-21-07-49-19.html AdminZmeinogorsk AdmZmeinogorsk@yandex.ru <p><strong><span>РОССИЙСКАЯ ФЕДЕРАЦИЯ</span></strong></p> <p><strong><span> </span></strong></p> <p><strong><span>АДМИНИСТРАЦИЯ ГОРОДА ЗМЕИНОГОРСКА </span></strong></p> <p><strong><span>ЗМЕИНОГОРСКОГО РАЙОНА </span></strong></p> <p><strong><span>АЛТАЙСКОГО КРАЯ </span></strong></p> <p> </p> <p><span>П О С Т А Н О В Л Е Н И Е</span></p> <p><strong><span> </span></strong></p> <h4><span>17.10.2022 г. Змеиногорск №1046<a id="aGoBack"></a></span></h4> <p><strong><span> </span></strong></p> <p><span>О внесении изменений в постановление Администрации города Змеиногорска Змеиногорского района Алтайского края от 25.05.2022 №564 «Об оплате труда работников централизованной бухгалтерии Администрации города Змеиногорска Змеиногорского района Алтайского края»</span></p> <p><span> </span></p> <p><span>Во исполнение постановление Правительства Алтайского края от 30.09.2022 № 354 «О повышении окладов (должностных окладов) работников исполнительной власти Алтайского края, замещающие должности, не отнесенные к должностям государственной гражданской службы», и на основании постановления Администрации Змеиногорского района Алтайского края от 11.10.2022 № 412 «О внесении изменений в постановление Администрации Змеиногорского района от 23.06.2021г. №285 «Об оплате труда работников централизованных бухгалтерий органов местного самоуправления Змеиногорского района», </span></p> <p><span>ПОСТАНОВЛЯЮ:</span></p> <p><span>1. Внести в постановление Администрации города Змеиногорска Змеиногорского района Алтайского края от 25.05.2022 №564 «Об оплате труда работников централизованной бухгалтерии Администрации города Змеиногорска Змеиногорского района Алтайского края» следующие изменения и дополнения: </span></p> <p><span>1) Повысить с 1 октября 2022 года в 1,04 раза размеры должностных окладов работников централизованной бухгалтерии Администрации города Змеиногорска Змеиногорского района Алтайского края. </span></p> <p><span>2) Приложение №1 изложить в редакции согласно приложению №1.</span></p> <p><span>2. Установить, что при повышении размеров должностных окладов в 1,04 раза, указанные размеры подлежат округлению до целого рубля в сторону увеличения. </span></p> <p><span>3. Пункт 3 изложить в следующей редакции:</span></p> <p><span>«Установить единовременное оказание материальной помощи:</span></p> <p><span>- в связи с юбилейными датами- 50-ти, 55-ти, 60-ти, 65-тилетием производится в размере 5000 рублей;</span></p> <p><span>- при рождении ребенка в размере 5000 рублей (матери, отцу, в случае оба родителя работают в Администрации и ее структурном подразделении, материальная помощь выплачивается обоим родителям);<br /> - в особых случаях (стихийном бедствии, смерть члена семьи (мать, отец, жена, муж, дети), несчастный случай)) производится в размере 8000 рублей;</span></p> <p><span>- оказание материальной помощи в случае смерти члена коллектива, наступившей в результате болезни или несчастного случая, производится в размере 10 000,0 рублей.</span></p> <p><span>Выплаты, указанные в настоящем пункте, осуществляются по распоряжению главы Администрации города, при наличии обстоятельств, указанных в настоящем пункте, подтвержденных соответствующими документами».</span></p> <p><span>4. Данное постановление распространяет свое действие на правоотношения, возникшие с 1 октября 2022 года.</span></p> <p><span>5. Контроль за исполнение настоящего постановления оставляю за собой.</span></p> <p><span> </span></p> <p><span> </span></p> <p><span>Глава Администрации</span></p> <p><span>города Змеиногорска Е.А.Кузнецов</span></p> <p><span> </span></p> <p> </p> <p> </p> <p> </p> <p> </p> <p>Радченко Марина Николаевна</p> <p>8 385 87 21551</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><span>Приложение 1 </span></p> <p><span> к постановлению Администрации</span></p> <p><span> города Змеиногорска </span></p> <p><span> Змеиногорского района Алтайского края </span></p> <p><span> от № </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><strong><span>Должностные оклады</span></strong></p> <p><strong><span>работников централизованной бухгалтерии</span></strong></p> <p><strong><span>Администрации города Змеиногорска Змеиногорского района Алтайского края</span></strong></p> <p><strong><span> </span></strong></p> <p><strong><span> </span></strong></p> <table border="0" rules="all"> <tbody> <tr> <td> <p><span>№ п/п</span></p> </td> <td> <p><span>Наименование должностей</span></p> <p><span>работников централизованной бухгалтерии</span></p> <p><span> </span></p> </td> <td> <p><span>Размеры должностных окладов</span></p> <p><span>(руб.)</span></p> </td> </tr> <tr> <td> <p><span>1</span></p> <p><span> </span></p> </td> <td> <p><span>Главный бухгалтер</span></p> </td> <td> <p><span>6 901</span></p> </td> </tr> <tr> <td> <p><span>2</span></p> </td> <td> <p><span>Бухгалтер первой категории</span></p> <p><span> </span></p> </td> <td> <p><span>4 928</span></p> </td> </tr> </tbody> </table> <p><span> </span></p> <p> </p> <p> </p> <p><strong><span>РОССИЙСКАЯ ФЕДЕРАЦИЯ</span></strong></p> <p><strong><span> </span></strong></p> <p><strong><span>АДМИНИСТРАЦИЯ ГОРОДА ЗМЕИНОГОРСКА </span></strong></p> <p><strong><span>ЗМЕИНОГОРСКОГО РАЙОНА </span></strong></p> <p><strong><span>АЛТАЙСКОГО КРАЯ </span></strong></p> <p> </p> <p><span>П О С Т А Н О В Л Е Н И Е</span></p> <p><strong><span> </span></strong></p> <h4><span>17.10.2022 г. Змеиногорск №1046<a id="aGoBack"></a></span></h4> <p><strong><span> </span></strong></p> <p><span>О внесении изменений в постановление Администрации города Змеиногорска Змеиногорского района Алтайского края от 25.05.2022 №564 «Об оплате труда работников централизованной бухгалтерии Администрации города Змеиногорска Змеиногорского района Алтайского края»</span></p> <p><span> </span></p> <p><span>Во исполнение постановление Правительства Алтайского края от 30.09.2022 № 354 «О повышении окладов (должностных окладов) работников исполнительной власти Алтайского края, замещающие должности, не отнесенные к должностям государственной гражданской службы», и на основании постановления Администрации Змеиногорского района Алтайского края от 11.10.2022 № 412 «О внесении изменений в постановление Администрации Змеиногорского района от 23.06.2021г. №285 «Об оплате труда работников централизованных бухгалтерий органов местного самоуправления Змеиногорского района», </span></p> <p><span>ПОСТАНОВЛЯЮ:</span></p> <p><span>1. Внести в постановление Администрации города Змеиногорска Змеиногорского района Алтайского края от 25.05.2022 №564 «Об оплате труда работников централизованной бухгалтерии Администрации города Змеиногорска Змеиногорского района Алтайского края» следующие изменения и дополнения: </span></p> <p><span>1) Повысить с 1 октября 2022 года в 1,04 раза размеры должностных окладов работников централизованной бухгалтерии Администрации города Змеиногорска Змеиногорского района Алтайского края. </span></p> <p><span>2) Приложение №1 изложить в редакции согласно приложению №1.</span></p> <p><span>2. Установить, что при повышении размеров должностных окладов в 1,04 раза, указанные размеры подлежат округлению до целого рубля в сторону увеличения. </span></p> <p><span>3. Пункт 3 изложить в следующей редакции:</span></p> <p><span>«Установить единовременное оказание материальной помощи:</span></p> <p><span>- в связи с юбилейными датами- 50-ти, 55-ти, 60-ти, 65-тилетием производится в размере 5000 рублей;</span></p> <p><span>- при рождении ребенка в размере 5000 рублей (матери, отцу, в случае оба родителя работают в Администрации и ее структурном подразделении, материальная помощь выплачивается обоим родителям);<br /> - в особых случаях (стихийном бедствии, смерть члена семьи (мать, отец, жена, муж, дети), несчастный случай)) производится в размере 8000 рублей;</span></p> <p><span>- оказание материальной помощи в случае смерти члена коллектива, наступившей в результате болезни или несчастного случая, производится в размере 10 000,0 рублей.</span></p> <p><span>Выплаты, указанные в настоящем пункте, осуществляются по распоряжению главы Администрации города, при наличии обстоятельств, указанных в настоящем пункте, подтвержденных соответствующими документами».</span></p> <p><span>4. Данное постановление распространяет свое действие на правоотношения, возникшие с 1 октября 2022 года.</span></p> <p><span>5. Контроль за исполнение настоящего постановления оставляю за собой.</span></p> <p><span> </span></p> <p><span> </span></p> <p><span>Глава Администрации</span></p> <p><span>города Змеиногорска Е.А.Кузнецов</span></p> <p><span> </span></p> <p> </p> <p> </p> <p> </p> <p> </p> <p>Радченко Марина Николаевна</p> <p>8 385 87 21551</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><span>Приложение 1 </span></p> <p><span> к постановлению Администрации</span></p> <p><span> города Змеиногорска </span></p> <p><span> Змеиногорского района Алтайского края </span></p> <p><span> от № </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><strong><span>Должностные оклады</span></strong></p> <p><strong><span>работников централизованной бухгалтерии</span></strong></p> <p><strong><span>Администрации города Змеиногорска Змеиногорского района Алтайского края</span></strong></p> <p><strong><span> </span></strong></p> <p><strong><span> </span></strong></p> <table border="0" rules="all"> <tbody> <tr> <td> <p><span>№ п/п</span></p> </td> <td> <p><span>Наименование должностей</span></p> <p><span>работников централизованной бухгалтерии</span></p> <p><span> </span></p> </td> <td> <p><span>Размеры должностных окладов</span></p> <p><span>(руб.)</span></p> </td> </tr> <tr> <td> <p><span>1</span></p> <p><span> </span></p> </td> <td> <p><span>Главный бухгалтер</span></p> </td> <td> <p><span>6 901</span></p> </td> </tr> <tr> <td> <p><span>2</span></p> </td> <td> <p><span>Бухгалтер первой категории</span></p> <p><span> </span></p> </td> <td> <p><span>4 928</span></p> </td> </tr> </tbody> </table> <p><span> </span></p> <p> </p> <p> </p> повышение оплаты труда аппарата 2022-10-21T07:45:20Z 2022-10-21T07:45:20Z http://xn-----6kcabbscddnxgabh9awkkmoaib9afmjuk4k8m.xn--p1ai/2017-04-21-03-07-57/5-2011-07-14-11-29-47/5006-2022-10-21-07-46-46.html AdminZmeinogorsk AdmZmeinogorsk@yandex.ru <p><strong><span>РОССИЙСКАЯ ФЕДЕРАЦИЯ</span></strong></p> <p><strong><span> </span></strong></p> <p><strong><span>АДМИНИСТРАЦИЯ ГОРОДА ЗМЕИНОГОРСКА </span></strong></p> <p><strong><span>ЗМЕИНОГОРСКОГО РАЙОНА </span></strong></p> <p><strong><span>АЛТАЙСКОГО КРАЯ </span></strong></p> <p> </p> <p><span>П О С Т А Н О В Л Е Н И Е</span></p> <p><strong><span> </span></strong></p> <h4><span>17.10.2022 г. Змеиногорск №1045<a id="aGoBack"></a></span></h4> <p><strong><span> </span></strong></p> <p><span>О повышении предельных размеров должностных окладов муниципальных служащих </span></p> <p><span> </span></p> <p><span>В исполнении постановления Правительства Алтайского края от 30.09.2022 № 358 «О повышении предельных размеров денежных вознаграждений депутатов, выборных должностных лиц местного самоуправления, осуществляющих свои полномочия на постоянной основе, и предельных размеров должностных окладов муниципальных служащих»,</span></p> <p><span>ПОСТАНОВЛЯЮ:</span></p> <p><span>1. Повысить с 1 октября 2022 года в 1,04 раза предельные размеры должностных окладов муниципальных служащих органов местного самоуправления муниципального образования город Змеиногорск Змеиногорского района Алтайского края.</span></p> <p><span>2. Установить размеры должностных окладов главы Администрации города Змеиногорска, муниципальных служащих органов местного самоуправления муниципального образования город Змеиногорск Змеиногорского района Алтайского края согласно приложения №1.</span></p> <p><span>3. Установить, что при повышении размеров должностных окладов в 1,04 раза, указанные размеры подлежат округлению до целого рубля в сторону увеличения.</span></p> <p><span>4. Данное постановление распространяет свое действие на правоотношения, возникшие с 1 октября 2022 года.</span></p> <p><span>3. Контроль за исполнение настоящего постановления оставляю за собой.</span></p> <p><span> </span></p> <p><span> </span></p> <p><span>Глава Администрации</span></p> <p><span>города Змеиногорска Е.А.Кузнецов</span></p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p>Радченко Марина Николаевна</p> <p>8 385 87 21551</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><span>Приложение 1 </span></p> <p><span> к постановлению Администрации</span></p> <p><span> города Змеиногорска </span></p> <p><span> Змеиногорского района Алтайского края </span></p> <p><span> от № </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><strong><span>РАЗМЕР</span></strong></p> <p><strong><span>должностных окладов муниципальных служащих, чьи должности учреждены для обеспечения исполнения полномочий Администрации города Змеиногорска </span></strong></p> <p><strong><span>Змеиногорского района Алтайского края</span></strong></p> <p><strong><span> </span></strong></p> <table border="0" rules="all"> <tbody> <tr> <td> <p><span>N</span></p> </td> <td> <p><span>Наименование должностей муниципальной службы</span></p> </td> <td> <p><span>Размер должностного оклада</span></p> </td> </tr> <tr> <td> <p><span>1</span></p> </td> <td> <p><span>2</span></p> </td> <td> <p><span>3</span></p> </td> </tr> <tr> <td> <p><span>1.</span></p> </td> <td> <p><strong><span>Высшая должность муниципальной службы</span></strong></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>1.1.</span></p> </td> <td> <p><span>Глава Администрации города Змеиногорска Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>11749,0</span></p> </td> </tr> <tr> <td> <p><span>2.</span></p> </td> <td> <p><strong><span>Ведущая должность муниципальной службы</span></strong></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>2.1.</span></p> </td> <td> <p><span>Заместитель начальника отдела</span></p> </td> <td> <p><span>6216,0</span></p> </td> </tr> <tr> <td> <p><span>3.</span></p> </td> <td> <p><strong><span>Старшая должность муниципальной службы</span></strong></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>3.1.</span></p> </td> <td> <p><span>Главный специалист Администрации города Змеиногорска Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>5357,0</span></p> </td> </tr> <tr> <td> <p><span>3.2.</span></p> </td> <td> <p><span>Ведущий специалист Администрации города Змеиногорска Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>4036,0</span></p> </td> </tr> </tbody> </table> <p> </p> <p><span> </span></p> <p> </p> <p> </p> <p><strong><span>РОССИЙСКАЯ ФЕДЕРАЦИЯ</span></strong></p> <p><strong><span> </span></strong></p> <p><strong><span>АДМИНИСТРАЦИЯ ГОРОДА ЗМЕИНОГОРСКА </span></strong></p> <p><strong><span>ЗМЕИНОГОРСКОГО РАЙОНА </span></strong></p> <p><strong><span>АЛТАЙСКОГО КРАЯ </span></strong></p> <p> </p> <p><span>П О С Т А Н О В Л Е Н И Е</span></p> <p><strong><span> </span></strong></p> <h4><span>17.10.2022 г. Змеиногорск №1045<a id="aGoBack"></a></span></h4> <p><strong><span> </span></strong></p> <p><span>О повышении предельных размеров должностных окладов муниципальных служащих </span></p> <p><span> </span></p> <p><span>В исполнении постановления Правительства Алтайского края от 30.09.2022 № 358 «О повышении предельных размеров денежных вознаграждений депутатов, выборных должностных лиц местного самоуправления, осуществляющих свои полномочия на постоянной основе, и предельных размеров должностных окладов муниципальных служащих»,</span></p> <p><span>ПОСТАНОВЛЯЮ:</span></p> <p><span>1. Повысить с 1 октября 2022 года в 1,04 раза предельные размеры должностных окладов муниципальных служащих органов местного самоуправления муниципального образования город Змеиногорск Змеиногорского района Алтайского края.</span></p> <p><span>2. Установить размеры должностных окладов главы Администрации города Змеиногорска, муниципальных служащих органов местного самоуправления муниципального образования город Змеиногорск Змеиногорского района Алтайского края согласно приложения №1.</span></p> <p><span>3. Установить, что при повышении размеров должностных окладов в 1,04 раза, указанные размеры подлежат округлению до целого рубля в сторону увеличения.</span></p> <p><span>4. Данное постановление распространяет свое действие на правоотношения, возникшие с 1 октября 2022 года.</span></p> <p><span>3. Контроль за исполнение настоящего постановления оставляю за собой.</span></p> <p><span> </span></p> <p><span> </span></p> <p><span>Глава Администрации</span></p> <p><span>города Змеиногорска Е.А.Кузнецов</span></p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p>Радченко Марина Николаевна</p> <p>8 385 87 21551</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><span>Приложение 1 </span></p> <p><span> к постановлению Администрации</span></p> <p><span> города Змеиногорска </span></p> <p><span> Змеиногорского района Алтайского края </span></p> <p><span> от № </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><strong><span>РАЗМЕР</span></strong></p> <p><strong><span>должностных окладов муниципальных служащих, чьи должности учреждены для обеспечения исполнения полномочий Администрации города Змеиногорска </span></strong></p> <p><strong><span>Змеиногорского района Алтайского края</span></strong></p> <p><strong><span> </span></strong></p> <table border="0" rules="all"> <tbody> <tr> <td> <p><span>N</span></p> </td> <td> <p><span>Наименование должностей муниципальной службы</span></p> </td> <td> <p><span>Размер должностного оклада</span></p> </td> </tr> <tr> <td> <p><span>1</span></p> </td> <td> <p><span>2</span></p> </td> <td> <p><span>3</span></p> </td> </tr> <tr> <td> <p><span>1.</span></p> </td> <td> <p><strong><span>Высшая должность муниципальной службы</span></strong></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>1.1.</span></p> </td> <td> <p><span>Глава Администрации города Змеиногорска Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>11749,0</span></p> </td> </tr> <tr> <td> <p><span>2.</span></p> </td> <td> <p><strong><span>Ведущая должность муниципальной службы</span></strong></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>2.1.</span></p> </td> <td> <p><span>Заместитель начальника отдела</span></p> </td> <td> <p><span>6216,0</span></p> </td> </tr> <tr> <td> <p><span>3.</span></p> </td> <td> <p><strong><span>Старшая должность муниципальной службы</span></strong></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>3.1.</span></p> </td> <td> <p><span>Главный специалист Администрации города Змеиногорска Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>5357,0</span></p> </td> </tr> <tr> <td> <p><span>3.2.</span></p> </td> <td> <p><span>Ведущий специалист Администрации города Змеиногорска Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>4036,0</span></p> </td> </tr> </tbody> </table> <p> </p> <p><span> </span></p> <p> </p> <p> </p> Постановление №871 от 25.12.2021 2021-12-25T02:21:02Z 2021-12-25T02:21:02Z http://xn-----6kcabbscddnxgabh9awkkmoaib9afmjuk4k8m.xn--p1ai/2017-04-21-03-07-57/5-2011-07-14-11-29-47/4619--871--25122021-.html AdminZmeinogorsk AdmZmeinogorsk@yandex.ru <p> </p> <p> </p> Постановление от 14.06.2021 № 414 " О внесении изменений в постановлении Администрации г. Змеиногорска от 23.05.2017 №149/1 "О признании многоквартирного дома аварийным и подлежащим сносу "" 2021-06-14T07:52:39Z 2021-06-14T07:52:39Z http://xn-----6kcabbscddnxgabh9awkkmoaib9afmjuk4k8m.xn--p1ai/2017-04-21-03-07-57/5-2011-07-14-11-29-47/4506---14062021--414-q----------23052017-1491-q--------qq.html AdminZmeinogorsk AdmZmeinogorsk@yandex.ru <p> </p> <p> </p> Проект решения об отчете об исполнении бюджета2020 2021-05-31T01:22:38Z 2021-05-31T01:22:38Z http://xn-----6kcabbscddnxgabh9awkkmoaib9afmjuk4k8m.xn--p1ai/2017-04-21-03-07-57/5-2011-07-14-11-29-47/4303-------2020-.html AdminZmeinogorsk AdmZmeinogorsk@yandex.ru <h1><strong>ПРОЕКТ </strong></h1> <h1><strong>Российская Федерация</strong></h1> <p> </p> <p align="center"><strong>Змеиногорский городской Совет депутатов</strong></p> <p align="center"><strong>Змеиногорского района </strong></p> <p align="center"><strong>Алтайского края</strong></p> <p align="center"> </p> <p align="center"><strong>РЕШЕНИЕ</strong></p> <p align="center"><strong> </strong></p> <p><strong>____________2021г.                                     Змеиногорск                                               №_____</strong></p> <p> </p> <p>Об исполнении бюджета городского поселения</p> <p>город Змеиногорск Змеиногорского района</p> <p>Алтайского края за 2020 год</p> <p> </p> <p>В соответствии со статьей 24 Устава муниципального образования город Змеиногорск Змеиногорского района Алтайского края, Змеиногорский городской Совет депутатов</p> <p> </p> <p align="center">РЕШИЛ:</p> <p> </p> <p>1. Утвердить уточненный план бюджета городского поселения город Змеиногорск Змеиногорского района на 2020 год по доходам в сумме 53 474 200,00 рублей, в том числе по собственным доходам в сумме 26 849 000,00 рублей, по расходам  в сумме 54 294 492,82  рубля.</p> <p>2. Утвердить отчет об исполнении бюджета городского поселения за 2020 год по доходам в сумме  49 609 405,86 рубля, в том числе по собственным доходам в сумме 23 340 509,77 рублей, по расходам в сумме 49 425 004,44 рубля, с превышением доходов над расходами (профицит бюджета городского поселения) в сумме 184 401,42 рублей со следующими показателями:</p> <p>1) по доходам бюджета городского поселения за 2020 год согласно приложениям № 1 к настоящему решению;</p> <p>2) по распределению расходов бюджета поселения за 2020 год по ведомственной структуре расходов бюджета городского поселения город Змеиногорск согласно приложению № 2 к настоящему решению;</p> <p>3) по распределению расходов бюджета поселения за 2020 год по разделам и подразделам классификации расходов бюджета городского поселения город Змеиногорск согласно приложению № 3 к настоящему решению;</p> <p>4) по источникам финансирования дефицита бюджета городского поселения за 2020 год согласно приложению № 4 к настоящему решению.</p> <p>3. Настоящее решение вступает в силу со дня его официального опубликования.</p> <p> </p> <p> </p> <p>Глава города Змеиногорска                                                                                             Э.А. Савинов</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <table style="width: 658px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="329" valign="bottom"> <p> </p> </td> <td width="329" valign="bottom"> <p>Приложение № 1</p> </td> </tr> <tr> <td width="329" valign="bottom"> <p><strong> </strong></p> </td> <td width="329" valign="bottom"> <p>к решению Змеиногорского городского Совета депутатов  от  ________2021 №______</p> </td> </tr> <tr> <td colspan="2" width="658" valign="bottom"> <p> </p> </td> </tr> <tr> <td colspan="2" width="658" valign="bottom"> <p align="center"><strong>Доходы бюджета городского поселения город Змеиногорск Змеиногорского района Алтайского края по кодам видов доходов, подвидам доходов за 2020 год</strong></p> </td> </tr> </tbody> </table> <p align="right">Руб.</p> <table style="width: 690px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="302"> <p align="center">Наименование показателя</p> </td> <td colspan="2" width="153"> <p align="center">Код дохода по бюджетной классификации</p> </td> <td width="104"> <p align="center">Утвержденные бюджетные назначения</p> </td> <td width="104"> <p align="center">Исполнено</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302"> <p align="center">1</p> </td> <td colspan="2" width="153"> <p align="center">3</p> </td> <td width="104"> <p align="center">4</p> </td> <td width="104"> <p align="center">5</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы бюджета – всего</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">X</p> </td> <td width="104" valign="bottom"> <p align="right">53 474 200,00</p> </td> <td width="104" valign="bottom"> <p align="right">49 609 405,86</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>в том числе:</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center"> </p> </td> <td width="104" valign="bottom"></td> <td width="104" valign="bottom"></td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>НАЛОГОВЫЕ И НЕНАЛОГОВЫЕ ДОХОДЫ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10000000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">26 849 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">23 340 509,77</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>НАЛОГИ НА ПРИБЫЛЬ, ДОХОДЫ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10100000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">10 229 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 271 267,86</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на доходы физических лиц</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10102000010000110</p> </td> <td width="104" valign="bottom"> <p align="right">10 229 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 271 267,86</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на доходы физических лиц с доходов, источником которых является налоговый агент, за исключением доходов, в отношении которых исчисление и уплата налога осуществляются в соответствии со статьями 227, 227.1 и 228 Налогового кодекса Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10102010010000110</p> </td> <td width="104" valign="bottom"> <p align="right">10 189 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 229 703,90</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на доходы физических лиц с доходов, полученных от осуществления деятельности физическими лицами, зарегистрированными в качестве индивидуальных предпринимателей, нотариусов, занимающихся частной практикой, адвокатов, учредивших адвокатские кабинеты, и других лиц, занимающихся частной практикой в соответствии со статьей 227 Налогового кодекса Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10102020010000110</p> </td> <td width="104" valign="bottom"> <p align="right">30 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">30 694,48</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на доходы физических лиц с доходов, полученных физическими лицами в соответствии со статьей 228 Налогового кодекса Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10102030010000110</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 869,48</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>НАЛОГИ НА СОВОКУПНЫЙ ДОХОД</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10500000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">600 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">316 855,50</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Единый сельскохозяйственный налог</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10503000010000110</p> </td> <td width="104" valign="bottom"> <p align="right">600 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">316 855,50</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Единый сельскохозяйственный налог</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10503010010000110</p> </td> <td width="104" valign="bottom"> <p align="right">600 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">316 855,50</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>НАЛОГИ НА ИМУЩЕСТВО</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10600000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">10 552 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">8 234 089,73</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на имущество физических лиц</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10601000000000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 448 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 826 848,33</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на имущество физических лиц, взимаемый по ставкам, применяемым к объектам налогообложения, расположенным в границах городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10601030130000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 448 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 826 848,33</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Земельный налог</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10606000000000110</p> </td> <td width="104" valign="bottom"> <p align="right">7 104 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">5 407 241,40</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Земельный налог с организаций</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10606030000000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 809 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 939 774,41</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Земельный налог с организаций, обладающих земельным участком, расположенным в границах городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10606033130000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 809 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 939 774,41</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Земельный налог с физических лиц</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10606040000000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 295 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 467 466,99</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Земельный налог с физических лиц, обладающих земельным участком, расположенным в границах городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10606043130000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 295 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 467 466,99</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>ДОХОДЫ ОТ ИСПОЛЬЗОВАНИЯ ИМУЩЕСТВА, НАХОДЯЩЕГОСЯ В ГОСУДАРСТВЕННОЙ И МУНИЦИПАЛЬНОЙ СОБСТВЕННОСТИ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11100000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">4 818 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">3 635 956,60</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы, получаемые в виде арендной либо иной платы за передачу в возмездное пользование государственного и муниципального имущества (за исключением имущества бюджетных и автономных учреждений, а также имущества государственных и муниципальных унитарных предприятий, в том числе казенных)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105000000000120</p> </td> <td width="104" valign="bottom"> <p align="right">4 818 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">3 635 956,60</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы, получаемые в виде арендной платы за земельные участки, государственная собственность на которые не разграничена, а также средства от продажи права на заключение договоров аренды указанных земельных участков</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105010000000120</p> </td> <td width="104" valign="bottom"> <p align="right">3 808 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 464 868,03</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы, получаемые в виде арендной платы за земельные участки, государственная собственность на которые не разграничена и которые расположены в границах городских поселений, а также средства от продажи права на заключение договоров аренды указанных земельных участков</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105013130000120</p> </td> <td width="104" valign="bottom"> <p align="right">3 808 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 464 868,03</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы, получаемые в виде арендной платы за земли после разграничения государственной собственности на землю, а также средства от продажи права на заключение договоров аренды указанных земельных участков (за исключением земельных участков бюджетных и автономных учреждений)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105020000000120</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">12 092,22</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы, получаемые в виде арендной платы, а также средства от продажи права на заключение договоров аренды за земли, находящиеся в собственности городских поселений (за исключением земельных участков муниципальных бюджетных и автономных учреждений)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105025130000120</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">12 092,22</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от сдачи в аренду имущества, находящегося в оперативном управлении органов государственной власти, органов местного самоуправления, государственных внебюджетных фондов и созданных ими учреждений (за исключением имущества бюджетных и автономных учреждений)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105030000000120</p> </td> <td width="104" valign="bottom"> <p align="right">1 000 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">1 158 996,35</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от сдачи в аренду имущества, находящегося в оперативном управлении органов управления городских поселений и созданных ими учреждений (за исключением имущества муниципальных бюджетных и автономных учреждений)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105035130000120</p> </td> <td width="104" valign="bottom"> <p align="right">1 000 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">1 158 996,35</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>ДОХОДЫ ОТ ОКАЗАНИЯ ПЛАТНЫХ УСЛУГ И КОМПЕНСАЦИИ ЗАТРАТ ГОСУДАРСТВА</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11300000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">450 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">645 293,12</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от компенсации затрат государства</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11302000000000130</p> </td> <td width="104" valign="bottom"> <p align="right">450 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">645 293,12</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие доходы от компенсации затрат государства</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11302990000000130</p> </td> <td width="104" valign="bottom"> <p align="right">450 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">645 293,12</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие доходы от компенсации затрат бюджетов городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11302995130000130</p> </td> <td width="104" valign="bottom"> <p align="right">450 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">645 293,12</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>ДОХОДЫ ОТ ПРОДАЖИ МАТЕРИАЛЬНЫХ И НЕМАТЕРИАЛЬНЫХ АКТИВОВ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11400000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">190 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">222 031,96</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от реализации имущества, находящегося в государственной и муниципальной собственности (за исключением движимого имущества бюджетных и автономных учреждений, а также имущества государственных и муниципальных унитарных предприятий, в том числе казенных)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11402000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">150 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">175 408,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от реализации имущества, находящегося в собственности городских поселений (за исключением движимого имущества муниципальных бюджетных и автономных учреждений, а также имущества муниципальных унитарных предприятий, в том числе казенных), в части реализации основных средств по указанному имуществу</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11402050130000410</p> </td> <td width="104" valign="bottom"> <p align="right">150 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">175 408,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от реализации иного имущества, находящегося в собственности городских поселений (за исключением имущества муниципальных бюджетных и автономных учреждений, а также имущества муниципальных унитарных предприятий, в том числе казенных), в части реализации основных средств по указанному имуществу</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11402053130000410</p> </td> <td width="104" valign="bottom"> <p align="right">150 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">175 408,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от продажи земельных участков, находящихся в государственной и муниципальной собственности</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 1140600000000430</p> </td> <td width="104" valign="bottom"> <p align="right">40 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">46 623,96</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от продажи земельных участков, государственная собственность на которые не разграничена</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 1140601000000430</p> </td> <td width="104" valign="bottom"> <p align="right">40 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">46 623,96</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от продажи земельных участков, государственная собственность на которые не разграничена и которые расположены в границах городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11406013130000430</p> </td> <td width="104" valign="bottom"> <p align="right">40 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">46 623,96</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>ПРОЧИЕ НЕНАЛОГОВЫЕ ДОХОДЫ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11700000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">15 015,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие неналоговые доходы</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11705000000000180</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">15 015,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие неналоговые доходы бюджетов городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11705050130000180</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">15 015,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>БЕЗВОЗМЕЗДНЫЕ ПОСТУПЛЕНИЯ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20000000000000000</p> </td> <td width="104" valign="bottom"> <p align="center">26 625 200,00</p> </td> <td width="104" valign="bottom"> <p align="right">26 268 896,09</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>БЕЗВОЗМЕЗДНЫЕ ПОСТУПЛЕНИЯ ОТ ДРУГИХ БЮДЖЕТОВ БЮДЖЕТНОЙ СИСТЕМЫ РОССИЙСКОЙ ФЕДЕРАЦИИ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20200000000000000</p> </td> <td width="104" valign="bottom"> <p align="center">26 625 200,00</p> </td> <td width="104" valign="bottom"> <p align="right">26 268 896,09</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Дотации бюджетам бюджетной системы Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20210000000000150</p> </td> <td width="104" valign="bottom"> <p align="right">3 917 800,00</p> </td> <td width="104" valign="bottom"> <p align="right">3 917 800,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Дотации бюджетам на поддержку мер по обеспечению сбалансированности бюджетов</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20215002000000150</p> </td> <td width="104" valign="bottom"> <p align="right">3 205 500,00</p> </td> <td width="104" valign="bottom"> <p align="right">3 205 500,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Дотации бюджетам городских поселений на поддержку мер по обеспечению сбалансированности бюджетов</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20215002130000150</p> </td> <td width="104" valign="bottom"> <p align="right">3 205 500,00</p> </td> <td width="104" valign="bottom"> <p align="right">3 205 500,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Дотации на выравнивание бюджетной обеспеченности из бюджетов муниципальных районов, городских округов с внутригородским делением</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20216001000000150</p> </td> <td width="104" valign="bottom"> <p align="right">712 300,00</p> </td> <td width="104" valign="bottom"> <p align="right">712 300,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Дотации бюджетам городских поселений на выравнивание бюджетной обеспеченности из бюджетов  муниципальных районов</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20216001130000150</p> </td> <td width="104" valign="bottom"> <p align="right">712 300,00</p> </td> <td width="104" valign="bottom"> <p align="right">712 300,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субсидии бюджетам бюджетной системы Российской Федерации (межбюджетные субсидии)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20220000000000150</p> </td> <td width="104" valign="bottom"> <p align="right">10 500 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 499 999,11</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субсидии бюджетам на реализацию программ формирования современной городской среды</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20225555000000150</p> </td> <td width="104" valign="bottom"> <p align="right">10 500 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 499 999,11</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субсидии бюджетам городских поселений на реализацию программ формирования современной городской среды</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20225555130000150</p> </td> <td width="104" valign="bottom"> <p align="right">10 500 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 499 999,11</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субвенции бюджетам бюджетной системы Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20230000000000150</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субвенции местным бюджетам на выполнение передаваемых полномочий субъектов Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20230024000000150</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субвенции бюджетам городских поселений на выполнение передаваемых полномочий субъектов Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20230024130000150</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Иные межбюджетные трансферты</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20240000000000150</p> </td> <td width="104" valign="bottom"> <p align="right">12 205 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">11 848 696,98</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие межбюджетные трансферты, передаваемые бюджетам</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20249999000000150</p> </td> <td width="104" valign="bottom"> <p align="right">12 205 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">11 848 696,98</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие межбюджетные трансферты, передаваемые бюджетам городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20249999130000150</p> </td> <td width="104" valign="bottom"> <p align="right">12 205 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">11 848 696,98</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td colspan="2" width="370"> <p> </p> </td> <td colspan="4" width="320" valign="top"> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p>Приложение № 2</p> <p>к решению Змеиногорского городского Совета депутатов от __________2021 №_________</p> <p> </p> </td> </tr> <tr height="0"> <td width="302"></td> <td width="68"></td> <td width="85"></td> <td width="104"></td> <td width="104"></td> <td width="27"></td> </tr> </tbody> </table> <p align="center"><strong>Ведомственная структура расходов бюджета городского поселения город Змеиногорск Змеиногорского района Алтайского края за 2020 год</strong></p> <p align="right">Руб.</p> <table style="width: 663px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="304"> <p align="center">Наименование показателя</p> </td> <td width="161"> <p align="center">Код расхода по бюджетной классификации</p> </td> <td width="104"> <p align="center">Утвержденные бюджетные назначения</p> </td> <td width="95"> <p align="center">Исполнено</p> </td> </tr> <tr> <td width="304"> <p align="center">1</p> </td> <td width="161"> <p align="center">3</p> </td> <td width="104"> <p align="center">4</p> </td> <td width="95"> <p align="center">5</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы бюджета - всего</p> </td> <td width="161" valign="bottom"> <p align="center">X</p> </td> <td width="104" valign="bottom"> <p align="right">54 294 492,82</p> </td> <td width="95" valign="bottom"> <p align="right">49 425 004,44</p> </td> </tr> <tr> <td width="304" valign="top"> <p>в том числе:</p> </td> <td width="161" valign="bottom"> <p align="center"> </p> </td> <td width="104" valign="bottom"></td> <td width="95" valign="bottom"></td> </tr> <tr> <td width="304" valign="top"> <p>ОБЩЕГОСУДАРСТВЕННЫЕ ВОПРОСЫ</p> </td> <td width="161" valign="bottom"> <p align="center">000 0100 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">11 944 424,55</p> </td> <td width="95" valign="bottom"> <p align="right">10 892 584,90</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Функционирование Правительства Российской Федерации, высших исполнительных органов государственной власти субъектов Российской Федерации, местных администраций</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">8 286 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">7 552 803,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Руководство и управление в сфере установленных функций органов государственной власти субъектов Российской Федерации и органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0100000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">7 946 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">7 212 803,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">7 946 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">7 212 803,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Центральный аппарат органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 000</p> </td> <td width="104" valign="bottom"> <p align="right">7 559 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">7 099 823,12</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 100</p> </td> <td width="104" valign="bottom"> <p align="right">5 721 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">5 697 587,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 120</p> </td> <td width="104" valign="bottom"> <p align="right">5 721 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">5 697 587,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 121</p> </td> <td width="104" valign="bottom"> <p align="right">4 567 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">4 549 023,48</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные выплаты персоналу государственных (муниципальных) органов, за исключением фонда оплаты труда</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 122</p> </td> <td width="104" valign="bottom"> <p align="right">4 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 800,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 129</p> </td> <td width="104" valign="bottom"> <p align="right">1 150 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 146 764,05</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 200</p> </td> <td width="104" valign="bottom"> <p align="right">1 689 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 278 093,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 240</p> </td> <td width="104" valign="bottom"> <p align="right">1 689 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 278 093,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 244</p> </td> <td width="104" valign="bottom"> <p align="right">1 689 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 278 093,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные бюджетные ассигнования</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 800</p> </td> <td width="104" valign="bottom"> <p align="right">149 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">124 141,66</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Уплата налогов, сборов и иных платежей</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 850</p> </td> <td width="104" valign="bottom"> <p align="right">149 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">124 141,66</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Уплата прочих налогов, сборов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 852</p> </td> <td width="104" valign="bottom"> <p align="right">148 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">123 721,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Уплата иных платежей</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 853</p> </td> <td width="104" valign="bottom"> <p align="right">500,00</p> </td> <td width="95" valign="bottom"> <p align="right">420,66</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Глава местной администрации</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010130 000</p> </td> <td width="104" valign="bottom"> <p align="right">387 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">112 980,87</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010130 100</p> </td> <td width="104" valign="bottom"> <p align="right">387 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">112 980,87</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010130 120</p> </td> <td width="104" valign="bottom"> <p align="right">387 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">112 980,87</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010130 121</p> </td> <td width="104" valign="bottom"> <p align="right">160 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">86 774,86</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010130 129</p> </td> <td width="104" valign="bottom"> <p align="right">226 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">26 206,01</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование субсидий муниципальным образованиям на обеспечение расходов за уголь (отопление), потребляемые учреждениями бюджетной сферы</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 92900S1190 000</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 92900S1190 200</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 92900S1190 240</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 92900S1190 244</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 9900000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">280 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">280 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на совершенствование системы оплаты труда</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 9920000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">280 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">280 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование части расходов местных бюджетов по оплате труда работников муниципальных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 99200S0430 000</p> </td> <td width="104" valign="bottom"> <p align="right">280 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">280 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 99200S0430 100</p> </td> <td width="104" valign="bottom"> <p align="right">280 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">280 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 99200S0430 120</p> </td> <td width="104" valign="bottom"> <p align="right">280 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">280 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 99200S0430 121</p> </td> <td width="104" valign="bottom"> <p align="right">182 170,22</p> </td> <td width="95" valign="bottom"> <p align="right">182 170,22</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 99200S0430 129</p> </td> <td width="104" valign="bottom"> <p align="right">97 829,78</p> </td> <td width="95" valign="bottom"> <p align="right">97 829,78</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Резервные фонды</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 9900000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Резервные фонды</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 9910000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Резервные фонды местных администраций</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 9910014100 000</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные бюджетные ассигнования</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 9910014100 800</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Резервные средства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 9910014100 870</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Другие общегосударственные вопросы</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">3 625 900,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 339 780,91</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Руководство и управление в сфере установленных функций органов государственной власти субъектов Российской Федерации и органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0100000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Руководство и управление в сфере установленных функций</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0140000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Функционирование административной комиссии</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0140070060 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0140070060 200</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0140070060 240</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0140070060 244</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности (оказание услуг) подведомственных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">628 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">627 865,47</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности (оказание услуг) иных подведомственных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">628 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">627 865,47</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Учебно-методические кабинеты,централизованные бухгалтерии, группы хозяйственного обслуживания, логопедические пункты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250010820 000</p> </td> <td width="104" valign="bottom"> <p align="right">628 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">627 865,47</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250010820 100</p> </td> <td width="104" valign="bottom"> <p align="right">628 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">627 865,47</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250010820 120</p> </td> <td width="104" valign="bottom"> <p align="right">628 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">627 865,47</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250010820 121</p> </td> <td width="104" valign="bottom"> <p align="right">489 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">488 933,34</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250010820 129</p> </td> <td width="104" valign="bottom"> <p align="right">139 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">138 932,13</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование субсидий муниципальным образованиям на обеспечение расходов за уголь (отопление), потребляемые учреждениями бюджетной сферы</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 92900S1190 000</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 92900S1190 200</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 92900S1190 240</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 92900S1190 244</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9900000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 915 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 629 515,44</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выполнение других обязательств государства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 915 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 629 515,44</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочие выплаты по обязательствам государства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990014710 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 632 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 346 015,44</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990014710 200</p> </td> <td width="104" valign="bottom"> <p align="right">882 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">705 897,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990014710 240</p> </td> <td width="104" valign="bottom"> <p align="right">882 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">705 897,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990014710 244</p> </td> <td width="104" valign="bottom"> <p align="right">882 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">705 897,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные бюджетные ассигнования</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990014710 800</p> </td> <td width="104" valign="bottom"> <p align="right">1 750 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 640 117,51</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Исполнение судебных актов</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990014710 830</p> </td> <td width="104" valign="bottom"> <p align="right">1 749 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 639 717,51</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Исполнение судебных актов Российской Федерации и мировых соглашений по возмещению причиненного вреда</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990014710 831</p> </td> <td width="104" valign="bottom"> <p align="right">1 749 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 639 717,51</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Уплата налогов, сборов и иных платежей</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990014710 850</p> </td> <td width="104" valign="bottom"> <p align="right">500,00</p> </td> <td width="95" valign="bottom"> <p align="right">400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Уплата иных платежей</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990014710 853</p> </td> <td width="104" valign="bottom"> <p align="right">500,00</p> </td> <td width="95" valign="bottom"> <p align="right">400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на мероприятия по устранению последствий и предупреждению дальнейшего распространения короновирусной инфекции</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990900000 000</p> </td> <td width="104" valign="bottom"> <p align="right">283 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">283 500,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочие выплаты по обязательствам государства. Расходы на противодействие новой короновирусной инфекции</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990914710 000</p> </td> <td width="104" valign="bottom"> <p align="right">283 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">283 500,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990914710 200</p> </td> <td width="104" valign="bottom"> <p align="right">283 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">283 500,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990914710 240</p> </td> <td width="104" valign="bottom"> <p align="right">283 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">283 500,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990914710 244</p> </td> <td width="104" valign="bottom"> <p align="right">283 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">283 500,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>НАЦИОНАЛЬНАЯ ЭКОНОМИКА</p> </td> <td width="161" valign="bottom"> <p align="center">000 0400 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">10 143 200,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 991 354,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Транспорт</p> </td> <td width="161" valign="bottom"> <p align="right">000 0408 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области национальной экономики</p> </td> <td width="161" valign="bottom"> <p align="right">000 0408 9100000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия в сфере транспорта и дорожного хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0408 9120000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Отдельные мероприятия в других видах транспорта</p> </td> <td width="161" valign="bottom"> <p align="center">000 0408 9120017230 000</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные бюджетные ассигнования</p> </td> <td width="161" valign="bottom"> <p align="center">000 0408 9120017230 800</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии юридическим лицам (кроме некоммерческих организаций), индивидуальным предпринимателям, физическим лицам - производителям товаров, работ, услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0408 9120017230 810</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии на возмещение недополученных доходов и (или) возмещение фактически понесенных затрат в связи с производством (реализацией) товаров, выполнением работ, оказанием услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0408 9120017230 811</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Дорожное хозяйство (дорожные фонды)</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">8 743 200,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 389 116,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области национальной экономики</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9100000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">8 743 200,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 389 116,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия в сфере транспорта и дорожного хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">8 743 200,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 389 116,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Дорожная деятельность в отношении дорог местного значения, являющихся муниципальной собственностью</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 000</p> </td> <td width="104" valign="bottom"> <p align="right">6 702 990,00</p> </td> <td width="95" valign="bottom"> <p align="right">6 348 906,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 200</p> </td> <td width="104" valign="bottom"> <p align="right">4 259 390,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 905 306,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 240</p> </td> <td width="104" valign="bottom"> <p align="right">4 259 390,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 905 306,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 244</p> </td> <td width="104" valign="bottom"> <p align="right">4 259 390,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 905 306,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные бюджетные ассигнования</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 800</p> </td> <td width="104" valign="bottom"> <p align="right">2 443 600,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 443 600,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Исполнение судебных актов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 830</p> </td> <td width="104" valign="bottom"> <p align="right">2 443 600,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 443 600,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Исполнение судебных актов Российской Федерации и мировых соглашений по возмещению причиненного вреда</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 831</p> </td> <td width="104" valign="bottom"> <p align="right">2 443 600,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 443 600,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Проектирование, строительство, реконструкция, капитальный ремонт и ремонт автомобильных дорог общего пользования местного значения</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 91200S1030 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 210,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 040 210,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 91200S1030 200</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 210,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 040 210,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 91200S1030 240</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 210,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 040 210,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 91200S1030 244</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 210,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 040 210,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Другие вопросы в области национальной экономики</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области национальной экономики</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9100000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия по стимулированию инвестиционной активности</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9110000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия по землеустройству и землепользованию</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9110017090 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9110017090 200</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9110017090 240</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9110017090 244</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>ЖИЛИЩНО-КОММУНАЛЬНОЕ ХОЗЯЙСТВО</p> </td> <td width="161" valign="bottom"> <p align="center">000 0500 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">17 819 868,27</p> </td> <td width="95" valign="bottom"> <p align="right">16 163 226,92</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Жилищное хозяйство</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия в области жилищного хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9290018020 000</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9290018020 200</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9290018020 240</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9290018020 244</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Коммунальное хозяйство</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">4 182 101,22</p> </td> <td width="95" valign="bottom"> <p align="right">2 790 557,31</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">4 182 101,22</p> </td> <td width="95" valign="bottom"> <p align="right">2 790 557,31</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">4 182 101,22</p> </td> <td width="95" valign="bottom"> <p align="right">2 790 557,31</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия в области коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 285 194,00</p> </td> <td width="95" valign="bottom"> <p align="right">895 019,70</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 200</p> </td> <td width="104" valign="bottom"> <p align="right">935 194,00</p> </td> <td width="95" valign="bottom"> <p align="right">895 019,70</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 240</p> </td> <td width="104" valign="bottom"> <p align="right">935 194,00</p> </td> <td width="95" valign="bottom"> <p align="right">895 019,70</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 244</p> </td> <td width="104" valign="bottom"> <p align="right">935 194,00</p> </td> <td width="95" valign="bottom"> <p align="right">895 019,70</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 500</p> </td> <td width="104" valign="bottom"> <p align="right">1 350 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 540</p> </td> <td width="104" valign="bottom"> <p align="right">1 350 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на реализацию мероприятий, направленных на обеспечение стабильного водоснабжения населения Алтайского края</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 92900S3020 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 896 907,22</p> </td> <td width="95" valign="bottom"> <p align="right">1 895 537,61</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 92900S3020 200</p> </td> <td width="104" valign="bottom"> <p align="right">1 896 907,22</p> </td> <td width="95" valign="bottom"> <p align="right">1 895 537,61</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 92900S3020 240</p> </td> <td width="104" valign="bottom"> <p align="right">1 896 907,22</p> </td> <td width="95" valign="bottom"> <p align="right">1 895 537,61</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ, услуг в целях капитального ремонта государственного (муниципального) имущества</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 92900S3020 243</p> </td> <td width="104" valign="bottom"> <p align="right">1 896 907,22</p> </td> <td width="95" valign="bottom"> <p align="right">1 895 537,61</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Благоустройство</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">13 454 767,05</p> </td> <td width="95" valign="bottom"> <p align="right">13 189 945,51</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Муниципальная программа "Формирование современной городской среды на территории Муниципального образования город Змеиногорск Змеиногорского района Алтайского края на 2018-2022 годы"</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 4200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Федеральный проект «Формирование комфортной городской среды» в рамках национального проекта «Жилье и городская среда»</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 420F200000 000</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Поддержка формирования современной городской среды</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 420F255550 000</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 420F255550 200</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 420F255550 240</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 420F255550 244</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 630 024,78</p> </td> <td width="95" valign="bottom"> <p align="right">2 365 204,16</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 630 024,78</p> </td> <td width="95" valign="bottom"> <p align="right">2 365 204,16</p> </td> </tr> <tr> <td width="304" valign="top"> <p>уличное освещение</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018050 000</p> </td> <td width="104" valign="bottom"> <p align="right">579 767,05</p> </td> <td width="95" valign="bottom"> <p align="right">388 812,49</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018050 200</p> </td> <td width="104" valign="bottom"> <p align="right">579 767,05</p> </td> <td width="95" valign="bottom"> <p align="right">388 812,49</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018050 240</p> </td> <td width="104" valign="bottom"> <p align="right">579 767,05</p> </td> <td width="95" valign="bottom"> <p align="right">388 812,49</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018050 244</p> </td> <td width="104" valign="bottom"> <p align="right">579 767,05</p> </td> <td width="95" valign="bottom"> <p align="right">388 812,49</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Организация и содержание мест захоронения</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018070 000</p> </td> <td width="104" valign="bottom"> <p align="right">210 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">170 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018070 200</p> </td> <td width="104" valign="bottom"> <p align="right">210 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">170 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018070 240</p> </td> <td width="104" valign="bottom"> <p align="right">210 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">170 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018070 244</p> </td> <td width="104" valign="bottom"> <p align="right">210 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">170 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия по благоустройству поселений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018080 000</p> </td> <td width="104" valign="bottom"> <p align="right">940 257,73</p> </td> <td width="95" valign="bottom"> <p align="right">940 175,67</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018080 200</p> </td> <td width="104" valign="bottom"> <p align="right">940 257,73</p> </td> <td width="95" valign="bottom"> <p align="right">940 175,67</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018080 240</p> </td> <td width="104" valign="bottom"> <p align="right">940 257,73</p> </td> <td width="95" valign="bottom"> <p align="right">940 175,67</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018080 244</p> </td> <td width="104" valign="bottom"> <p align="right">940 257,73</p> </td> <td width="95" valign="bottom"> <p align="right">940 175,67</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Участие в организации деятельности по сбору, транспортированию, обработке, утилизации, обезвреживанию, захоронению твердых коммунальных отходов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018090 000</p> </td> <td width="104" valign="bottom"> <p align="right">900 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">866 216,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018090 200</p> </td> <td width="104" valign="bottom"> <p align="right">900 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">866 216,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018090 240</p> </td> <td width="104" valign="bottom"> <p align="right">900 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">866 216,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018090 244</p> </td> <td width="104" valign="bottom"> <p align="right">900 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">866 216,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>КУЛЬТУРА, КИНЕМАТОГРАФИЯ</p> </td> <td width="161" valign="bottom"> <p align="center">000 0800 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">14 117 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">13 107 837,94</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Культура</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">9 664 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 964 974,29</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности (оказание услуг) подведомственных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">9 230 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 530 974,29</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Учреждения культуры</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 000</p> </td> <td width="104" valign="bottom"> <p align="right">5 061 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">4 611 007,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 200</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 590 007,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 240</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 590 007,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 244</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 590 007,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 500</p> </td> <td width="104" valign="bottom"> <p align="right">3 021 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 021 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 540</p> </td> <td width="104" valign="bottom"> <p align="right">3 021 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 021 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Музеи и постоянные выставки</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010560 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 891 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 890 774,77</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Предоставление субсидий бюджетным, автономным учреждениям и иным некоммерческим организациям</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010560 600</p> </td> <td width="104" valign="bottom"> <p align="right">1 891 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 890 774,77</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии бюджетным учреждениям</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010560 610</p> </td> <td width="104" valign="bottom"> <p align="right">1 891 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 890 774,77</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии бюджетным учреждениям на финансовое обеспечение государственного (муниципального) задания на оказание государственных (муниципальных) услуг (выполнение работ)</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010560 611</p> </td> <td width="104" valign="bottom"> <p align="right">1 891 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 890 774,77</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Библиотеки</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 278 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 029 191,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 200</p> </td> <td width="104" valign="bottom"> <p align="right">429 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">330 191,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 240</p> </td> <td width="104" valign="bottom"> <p align="right">429 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">330 191,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 244</p> </td> <td width="104" valign="bottom"> <p align="right">429 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">330 191,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 500</p> </td> <td width="104" valign="bottom"> <p align="right">1 849 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 699 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 540</p> </td> <td width="104" valign="bottom"> <p align="right">1 849 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 699 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование субсидий муниципальным образованиям на обеспечение расходов за уголь (отопление), потребляемые учреждениями бюджетной сферы</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 92900S1190 000</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 92900S1190 200</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 92900S1190 240</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 92900S1190 244</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 9900000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на совершенствование системы оплаты труда</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 9920000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование части расходов местных бюджетов по оплате труда работников муниципальных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 99200S0430 000</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Предоставление субсидий бюджетным, автономным учреждениям и иным некоммерческим организациям</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 99200S0430 600</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии бюджетным учреждениям</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 99200S0430 610</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии бюджетным учреждениям на финансовое обеспечение государственного (муниципального) задания на оказание государственных (муниципальных) услуг (выполнение работ)</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 99200S0430 611</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Другие вопросы в области культуры, кинематографии</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">4 452 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">4 142 863,55</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности (оказание услуг) подведомственных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">3 968 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 658 563,65</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности (оказание услуг) иных подведомственных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">3 968 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 658 563,65</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Учебно-методические кабинеты, централизованные бухгалтерии, группы хозяйственного обслуживания, логопедические пункты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250010820 000</p> </td> <td width="104" valign="bottom"> <p align="right">3 968 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 658 563,65</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250010820 100</p> </td> <td width="104" valign="bottom"> <p align="right">3 968 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 658 563,65</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250010820 120</p> </td> <td width="104" valign="bottom"> <p align="right">3 968 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 658 563,65</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250010820 121</p> </td> <td width="104" valign="bottom"> <p align="right">2 828 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 824 206,43</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250010820 129</p> </td> <td width="104" valign="bottom"> <p align="right">1 140 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">834 357,22</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 9900000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">484 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">484 300,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на совершенствование системы оплаты труда</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 9920000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">484 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">484 300,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование части расходов местных бюджетов по оплате труда работников муниципальных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 99200S0430 000</p> </td> <td width="104" valign="bottom"> <p align="right">484 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">484 300,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 99200S0430 100</p> </td> <td width="104" valign="bottom"> <p align="right">484 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">484 300,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 99200S0430 120</p> </td> <td width="104" valign="bottom"> <p align="right">484 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">484 300,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 99200S0430 121</p> </td> <td width="104" valign="bottom"> <p align="right">359 308,40</p> </td> <td width="95" valign="bottom"> <p align="right">359 308,40</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 99200S0430 129</p> </td> <td width="104" valign="bottom"> <p align="right">124 991,60</p> </td> <td width="95" valign="bottom"> <p align="right">124 991,60</p> </td> </tr> <tr> <td width="304" valign="top"> <p>СОЦИАЛЬНАЯ ПОЛИТИКА</p> </td> <td width="161" valign="bottom"> <p align="center">000 1000 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Пенсионное обеспечение</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в отраслях социальной сферы</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в сфере социальной политики</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9040000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Доплаты к пенсиям</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9040016270 000</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Социальное обеспечение и иные выплаты населению</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9040016270 300</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Публичные нормативные социальные выплаты гражданам</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9040016270 310</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Пособия, компенсации, меры социальной поддержки по публичным нормативным обязательствам</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9040016270 313</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> </tbody> </table> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <table style="width: 704px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="385" valign="top"> <p> </p> </td> <td width="319" valign="top"> <p>Приложение  № 3</p> <p>к решению Змеиногорского городского Совета депутатов от  ___________2021 №______</p> <p> </p> </td> </tr> </tbody> </table> <p align="center"><strong> </strong></p> <p align="center"><strong>Распределение  бюджетных ассигнований </strong></p> <p align="center"><strong>по разделам,  подразделам классификации  расходов бюджета городского поселения город Змеиногорск Змеиногорского района Алтайского края за 2020 год</strong></p> <p align="right">Руб.</p> <table style="width: 675px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="313" valign="top"> <p> </p> </td> <td width="76" valign="top"> <p align="center">РЗ</p> </td> <td width="66" valign="top"> <p align="center">ПР</p> </td> <td width="104" valign="bottom"> <p align="right">Уточненный план</p> </td> <td width="116" valign="bottom"> <p align="right">Кассовое исполнение</p> </td> <td width="0" height="39"></td> </tr> <tr> <td width="313" valign="bottom"> <p align="center"><strong>Общегосударственные вопросы</strong></p> </td> <td width="76" valign="bottom"> <p align="center"><strong>01</strong></p> </td> <td width="66" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="104" valign="bottom"> <p align="right"><strong>11 944 424,55</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>10 892 584,90</strong></p> </td> <td width="0" height="25"></td> </tr> <tr> <td width="313" valign="top"> <p>Функционирование Правительства РФ высших исполнительных органов государственной власти , местных администраций</p> </td> <td width="76" valign="bottom"> <p align="center">01</p> </td> <td width="66" valign="bottom"> <p align="center">04</p> </td> <td width="104" valign="bottom"> <p align="right">8 286 000,00</p> </td> <td width="116" valign="bottom"> <p align="right">7 552 803,99</p> </td> <td width="0" height="45"></td> </tr> <tr> <td width="313" valign="top"> <p>Другие общегосударственные вопросы</p> </td> <td width="76" valign="bottom"> <p align="center">01</p> </td> <td width="66" valign="bottom"> <p align="center">13</p> </td> <td width="104" valign="bottom"> <p align="right">3 625 900,00</p> </td> <td width="116" valign="bottom"> <p align="right">3 339 780,91</p> </td> <td width="0" height="21"></td> </tr> <tr> <td width="313" valign="top"> <p><strong>Национальная экономика</strong></p> </td> <td width="76" valign="bottom"> <p align="center"><strong>04</strong></p> </td> <td width="66" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="104" valign="bottom"> <p align="right"><strong>10 143 200,00</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>8 991 354,68</strong></p> </td> <td width="0" height="21"></td> </tr> <tr> <td width="313" valign="top"> <p>Транспорт</p> </td> <td width="76" valign="bottom"> <p align="center">04</p> </td> <td width="66" valign="bottom"> <p align="center">08</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="116" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="0" height="20"></td> </tr> <tr> <td width="313" valign="top"> <p>Дорожное хозяйство (Дорожные фонды)</p> </td> <td width="76" valign="bottom"> <p align="center">04</p> </td> <td width="66" valign="bottom"> <p align="center">09</p> </td> <td width="104" valign="bottom"> <p align="right">8 743 200,00</p> </td> <td width="116" valign="bottom"> <p align="right">8 389 116,68</p> </td> <td width="0" height="25"></td> </tr> <tr> <td width="313" valign="top"> <p>Иные вопросы в области национальной экономики</p> </td> <td width="76" valign="bottom"> <p align="center">04</p> </td> <td width="66" valign="bottom"> <p align="center">12</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="116" valign="bottom"> <p align="right">542 238,00</p> </td> <td width="0" height="24"></td> </tr> <tr> <td width="313" valign="top"> <p><strong>Жилищно-коммунальное хозяйство</strong></p> </td> <td width="76" valign="bottom"> <p align="center"><strong>05</strong></p> </td> <td width="66" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="104" valign="bottom"> <p align="right"><strong>17 819 868,27</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>16 163 226,92</strong></p> </td> <td width="0" height="20"></td> </tr> <tr> <td width="313" valign="top"> <p>Жилищное хозяйство</p> </td> <td width="76" valign="bottom"> <p align="center">05</p> </td> <td width="66" valign="bottom"> <p align="center">01</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="116" valign="bottom"> <p align="right">182 724,10</p> </td> <td width="0" height="20"></td> </tr> <tr> <td rowspan="2" width="313" valign="top"> <p> </p> <p>Коммунальное хозяйство</p> </td> <td rowspan="2" width="76" valign="bottom"> <p align="center">05</p> </td> <td rowspan="2" width="66" valign="bottom"> <p align="center">02</p> </td> <td rowspan="2" width="104" valign="bottom"> <p align="right">4 182 101,22</p> </td> <td rowspan="2" width="116" valign="bottom"> <p align="right">2 790 557,31</p> </td> <td width="0" height="20"></td> </tr> <tr> <td width="0" height="18"></td> </tr> <tr> <td width="313" valign="top"> <p>Благоустройство</p> </td> <td width="76" valign="bottom"> <p align="center">05</p> </td> <td width="66" valign="bottom"> <p align="center">03</p> </td> <td width="104" valign="bottom"> <p align="right">13 454 767,05</p> </td> <td width="116" valign="bottom"> <p align="right">13 189 945,51</p> </td> <td width="0" height="20"></td> </tr> <tr> <td width="313" valign="top"> <p><strong>Культура  кинематография</strong></p> </td> <td width="76" valign="bottom"> <p align="center"><strong>08</strong></p> </td> <td width="66" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="104" valign="bottom"> <p align="right"><strong>14 117 000,00</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>13 107 837,94</strong></p> </td> <td width="0" height="19"></td> </tr> <tr> <td width="313" valign="top"> <p>Культура</p> </td> <td width="76" valign="bottom"> <p align="center">08</p> </td> <td width="66" valign="bottom"> <p align="center">01</p> </td> <td width="104" valign="bottom"> <p align="right">9 664 700,00</p> </td> <td width="116" valign="bottom"> <p align="right">8 964 974,29</p> </td> <td width="0" height="20"></td> </tr> <tr> <td width="313" valign="top"> <p>Другие вопросы в области культуры и кинематографии</p> </td> <td width="76" valign="bottom"> <p align="center">08</p> </td> <td width="66" valign="bottom"> <p align="center">04</p> </td> <td width="104" valign="bottom"> <p align="center">4 452 300,00</p> </td> <td width="116" valign="bottom"> <p align="right">4 142 863,65</p> </td> <td width="0" height="24"></td> </tr> <tr> <td width="313" valign="top"> <p><strong>Социальная политика</strong></p> </td> <td width="76" valign="bottom"> <p align="center">10</p> </td> <td width="66" valign="bottom"> <p align="center"> </p> </td> <td width="104" valign="bottom"> <p align="right"><strong>270 000,00</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>270 000,00</strong></p> </td> <td width="0" height="18"></td> </tr> <tr> <td width="313" valign="top"> <p>Пенсионное обеспечение</p> </td> <td width="76" valign="bottom"> <p align="center">10</p> </td> <td width="66" valign="bottom"> <p align="center">01</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="116" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="0" height="17"></td> </tr> <tr> <td width="313" valign="top"> <p><strong>Всего расходов</strong></p> </td> <td width="76" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="66" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="104" valign="bottom"> <p align="right"><strong>54 294 492,82</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>49 425 004,44</strong></p> </td> <td width="0" height="19"></td> </tr> </tbody> </table> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <table style="width: 704px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="385" valign="top"> <p> </p> <p> </p> <p> </p> </td> <td width="319" valign="top"> <p>Приложение  №4</p> <p>к решению Змеиногорского городского Совета депутатов от ___________2021  №_________</p> <p> </p> </td> </tr> </tbody> </table> <p align="center"><strong> </strong></p> <p> </p> <p align="center"><strong>Источники финансирования дефицита бюджета городского поселения город Змеиногорск Змеиногорского района Алтайского края по кодам классификации источников финансирования дефицита за 2020 год</strong></p> <p align="right">Руб.</p> <table style="width: 672px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="379"> <p align="center">Наименование показателя</p> </td> <td width="170"> <p align="center">Код источника финансирования дефицита бюджета по бюджетной классификации</p> </td> <td width="123"> <p align="center">Утвержденные бюджетные назначения</p> </td> </tr> <tr> <td width="379"> <p align="center">1</p> </td> <td width="170"> <p align="center">3</p> </td> <td width="123"> <p align="center">4</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Источники финансирования дефицита бюджета</p> </td> <td width="170" valign="bottom"> <p align="center">X</p> </td> <td width="123" valign="bottom"> <p align="right">-184 401,42</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Изменение остатков средств</p> </td> <td width="170" valign="bottom"> <p align="center">000 01000000000000000</p> </td> <td width="123" valign="bottom"> <p align="right">-184 401,42</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Изменение остатков средств на счетах по учету средств бюджетов</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050000000000000</p> </td> <td width="123" valign="bottom"> <p align="right">-184 401,42</p> </td> </tr> <tr> <td width="379" valign="top"> <p>увеличение остатков средств, всего</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050000000000500</p> </td> <td width="123" valign="bottom"> <p align="right">-49 609 405,86</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Увеличение прочих остатков средств бюджетов</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050200000000500</p> </td> <td width="123" valign="bottom"> <p align="right">-49 609 405,86</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Увеличение прочих остатков денежных средств бюджетов</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050201000000510</p> </td> <td width="123" valign="bottom"> <p align="right">-49 609 405,86</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Увеличение прочих остатков денежных средств бюджетов городских поселений</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050201130000510</p> </td> <td width="123" valign="bottom"> <p align="right">-49 609 405,86</p> </td> </tr> <tr> <td width="379" valign="top"> <p>уменьшение остатков средств, всего</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050000000000600</p> </td> <td width="123" valign="bottom"> <p align="right">49 425 004,44</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Уменьшение прочих остатков средств бюджетов</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050200000000600</p> </td> <td width="123" valign="bottom"> <p align="right">49 425 004,44</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Уменьшение прочих остатков денежных средств бюджетов</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050201000000610</p> </td> <td width="123" valign="bottom"> <p align="right">49 425 004,44</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Уменьшение прочих остатков денежных средств бюджетов городских поселений</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050201130000610</p> </td> <td width="123" valign="bottom"> <p align="right">49 425 004,44</p> </td> </tr> </tbody> </table> <p> </p> <p> </p> <p> </p> <p>Глава города Змеиногорска                                                                                            Э.А. Савинов</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <h1><strong>ПРОЕКТ </strong></h1> <h1><strong>Российская Федерация</strong></h1> <p> </p> <p align="center"><strong>Змеиногорский городской Совет депутатов</strong></p> <p align="center"><strong>Змеиногорского района </strong></p> <p align="center"><strong>Алтайского края</strong></p> <p align="center"> </p> <p align="center"><strong>РЕШЕНИЕ</strong></p> <p align="center"><strong> </strong></p> <p><strong>____________2021г.                                     Змеиногорск                                               №_____</strong></p> <p> </p> <p>Об исполнении бюджета городского поселения</p> <p>город Змеиногорск Змеиногорского района</p> <p>Алтайского края за 2020 год</p> <p> </p> <p>В соответствии со статьей 24 Устава муниципального образования город Змеиногорск Змеиногорского района Алтайского края, Змеиногорский городской Совет депутатов</p> <p> </p> <p align="center">РЕШИЛ:</p> <p> </p> <p>1. Утвердить уточненный план бюджета городского поселения город Змеиногорск Змеиногорского района на 2020 год по доходам в сумме 53 474 200,00 рублей, в том числе по собственным доходам в сумме 26 849 000,00 рублей, по расходам  в сумме 54 294 492,82  рубля.</p> <p>2. Утвердить отчет об исполнении бюджета городского поселения за 2020 год по доходам в сумме  49 609 405,86 рубля, в том числе по собственным доходам в сумме 23 340 509,77 рублей, по расходам в сумме 49 425 004,44 рубля, с превышением доходов над расходами (профицит бюджета городского поселения) в сумме 184 401,42 рублей со следующими показателями:</p> <p>1) по доходам бюджета городского поселения за 2020 год согласно приложениям № 1 к настоящему решению;</p> <p>2) по распределению расходов бюджета поселения за 2020 год по ведомственной структуре расходов бюджета городского поселения город Змеиногорск согласно приложению № 2 к настоящему решению;</p> <p>3) по распределению расходов бюджета поселения за 2020 год по разделам и подразделам классификации расходов бюджета городского поселения город Змеиногорск согласно приложению № 3 к настоящему решению;</p> <p>4) по источникам финансирования дефицита бюджета городского поселения за 2020 год согласно приложению № 4 к настоящему решению.</p> <p>3. Настоящее решение вступает в силу со дня его официального опубликования.</p> <p> </p> <p> </p> <p>Глава города Змеиногорска                                                                                             Э.А. Савинов</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <table style="width: 658px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="329" valign="bottom"> <p> </p> </td> <td width="329" valign="bottom"> <p>Приложение № 1</p> </td> </tr> <tr> <td width="329" valign="bottom"> <p><strong> </strong></p> </td> <td width="329" valign="bottom"> <p>к решению Змеиногорского городского Совета депутатов  от  ________2021 №______</p> </td> </tr> <tr> <td colspan="2" width="658" valign="bottom"> <p> </p> </td> </tr> <tr> <td colspan="2" width="658" valign="bottom"> <p align="center"><strong>Доходы бюджета городского поселения город Змеиногорск Змеиногорского района Алтайского края по кодам видов доходов, подвидам доходов за 2020 год</strong></p> </td> </tr> </tbody> </table> <p align="right">Руб.</p> <table style="width: 690px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="302"> <p align="center">Наименование показателя</p> </td> <td colspan="2" width="153"> <p align="center">Код дохода по бюджетной классификации</p> </td> <td width="104"> <p align="center">Утвержденные бюджетные назначения</p> </td> <td width="104"> <p align="center">Исполнено</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302"> <p align="center">1</p> </td> <td colspan="2" width="153"> <p align="center">3</p> </td> <td width="104"> <p align="center">4</p> </td> <td width="104"> <p align="center">5</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы бюджета – всего</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">X</p> </td> <td width="104" valign="bottom"> <p align="right">53 474 200,00</p> </td> <td width="104" valign="bottom"> <p align="right">49 609 405,86</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>в том числе:</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center"> </p> </td> <td width="104" valign="bottom"></td> <td width="104" valign="bottom"></td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>НАЛОГОВЫЕ И НЕНАЛОГОВЫЕ ДОХОДЫ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10000000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">26 849 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">23 340 509,77</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>НАЛОГИ НА ПРИБЫЛЬ, ДОХОДЫ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10100000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">10 229 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 271 267,86</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на доходы физических лиц</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10102000010000110</p> </td> <td width="104" valign="bottom"> <p align="right">10 229 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 271 267,86</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на доходы физических лиц с доходов, источником которых является налоговый агент, за исключением доходов, в отношении которых исчисление и уплата налога осуществляются в соответствии со статьями 227, 227.1 и 228 Налогового кодекса Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10102010010000110</p> </td> <td width="104" valign="bottom"> <p align="right">10 189 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 229 703,90</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на доходы физических лиц с доходов, полученных от осуществления деятельности физическими лицами, зарегистрированными в качестве индивидуальных предпринимателей, нотариусов, занимающихся частной практикой, адвокатов, учредивших адвокатские кабинеты, и других лиц, занимающихся частной практикой в соответствии со статьей 227 Налогового кодекса Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10102020010000110</p> </td> <td width="104" valign="bottom"> <p align="right">30 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">30 694,48</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на доходы физических лиц с доходов, полученных физическими лицами в соответствии со статьей 228 Налогового кодекса Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10102030010000110</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 869,48</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>НАЛОГИ НА СОВОКУПНЫЙ ДОХОД</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10500000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">600 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">316 855,50</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Единый сельскохозяйственный налог</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10503000010000110</p> </td> <td width="104" valign="bottom"> <p align="right">600 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">316 855,50</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Единый сельскохозяйственный налог</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10503010010000110</p> </td> <td width="104" valign="bottom"> <p align="right">600 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">316 855,50</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>НАЛОГИ НА ИМУЩЕСТВО</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10600000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">10 552 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">8 234 089,73</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на имущество физических лиц</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10601000000000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 448 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 826 848,33</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Налог на имущество физических лиц, взимаемый по ставкам, применяемым к объектам налогообложения, расположенным в границах городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10601030130000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 448 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 826 848,33</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Земельный налог</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10606000000000110</p> </td> <td width="104" valign="bottom"> <p align="right">7 104 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">5 407 241,40</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Земельный налог с организаций</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10606030000000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 809 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 939 774,41</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Земельный налог с организаций, обладающих земельным участком, расположенным в границах городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10606033130000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 809 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 939 774,41</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Земельный налог с физических лиц</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10606040000000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 295 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 467 466,99</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Земельный налог с физических лиц, обладающих земельным участком, расположенным в границах городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 10606043130000110</p> </td> <td width="104" valign="bottom"> <p align="right">3 295 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 467 466,99</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>ДОХОДЫ ОТ ИСПОЛЬЗОВАНИЯ ИМУЩЕСТВА, НАХОДЯЩЕГОСЯ В ГОСУДАРСТВЕННОЙ И МУНИЦИПАЛЬНОЙ СОБСТВЕННОСТИ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11100000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">4 818 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">3 635 956,60</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы, получаемые в виде арендной либо иной платы за передачу в возмездное пользование государственного и муниципального имущества (за исключением имущества бюджетных и автономных учреждений, а также имущества государственных и муниципальных унитарных предприятий, в том числе казенных)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105000000000120</p> </td> <td width="104" valign="bottom"> <p align="right">4 818 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">3 635 956,60</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы, получаемые в виде арендной платы за земельные участки, государственная собственность на которые не разграничена, а также средства от продажи права на заключение договоров аренды указанных земельных участков</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105010000000120</p> </td> <td width="104" valign="bottom"> <p align="right">3 808 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 464 868,03</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы, получаемые в виде арендной платы за земельные участки, государственная собственность на которые не разграничена и которые расположены в границах городских поселений, а также средства от продажи права на заключение договоров аренды указанных земельных участков</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105013130000120</p> </td> <td width="104" valign="bottom"> <p align="right">3 808 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 464 868,03</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы, получаемые в виде арендной платы за земли после разграничения государственной собственности на землю, а также средства от продажи права на заключение договоров аренды указанных земельных участков (за исключением земельных участков бюджетных и автономных учреждений)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105020000000120</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">12 092,22</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы, получаемые в виде арендной платы, а также средства от продажи права на заключение договоров аренды за земли, находящиеся в собственности городских поселений (за исключением земельных участков муниципальных бюджетных и автономных учреждений)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105025130000120</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">12 092,22</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от сдачи в аренду имущества, находящегося в оперативном управлении органов государственной власти, органов местного самоуправления, государственных внебюджетных фондов и созданных ими учреждений (за исключением имущества бюджетных и автономных учреждений)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105030000000120</p> </td> <td width="104" valign="bottom"> <p align="right">1 000 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">1 158 996,35</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от сдачи в аренду имущества, находящегося в оперативном управлении органов управления городских поселений и созданных ими учреждений (за исключением имущества муниципальных бюджетных и автономных учреждений)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11105035130000120</p> </td> <td width="104" valign="bottom"> <p align="right">1 000 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">1 158 996,35</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>ДОХОДЫ ОТ ОКАЗАНИЯ ПЛАТНЫХ УСЛУГ И КОМПЕНСАЦИИ ЗАТРАТ ГОСУДАРСТВА</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11300000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">450 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">645 293,12</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от компенсации затрат государства</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11302000000000130</p> </td> <td width="104" valign="bottom"> <p align="right">450 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">645 293,12</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие доходы от компенсации затрат государства</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11302990000000130</p> </td> <td width="104" valign="bottom"> <p align="right">450 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">645 293,12</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие доходы от компенсации затрат бюджетов городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11302995130000130</p> </td> <td width="104" valign="bottom"> <p align="right">450 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">645 293,12</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>ДОХОДЫ ОТ ПРОДАЖИ МАТЕРИАЛЬНЫХ И НЕМАТЕРИАЛЬНЫХ АКТИВОВ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11400000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">190 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">222 031,96</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от реализации имущества, находящегося в государственной и муниципальной собственности (за исключением движимого имущества бюджетных и автономных учреждений, а также имущества государственных и муниципальных унитарных предприятий, в том числе казенных)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11402000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">150 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">175 408,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от реализации имущества, находящегося в собственности городских поселений (за исключением движимого имущества муниципальных бюджетных и автономных учреждений, а также имущества муниципальных унитарных предприятий, в том числе казенных), в части реализации основных средств по указанному имуществу</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11402050130000410</p> </td> <td width="104" valign="bottom"> <p align="right">150 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">175 408,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от реализации иного имущества, находящегося в собственности городских поселений (за исключением имущества муниципальных бюджетных и автономных учреждений, а также имущества муниципальных унитарных предприятий, в том числе казенных), в части реализации основных средств по указанному имуществу</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11402053130000410</p> </td> <td width="104" valign="bottom"> <p align="right">150 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">175 408,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от продажи земельных участков, находящихся в государственной и муниципальной собственности</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 1140600000000430</p> </td> <td width="104" valign="bottom"> <p align="right">40 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">46 623,96</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от продажи земельных участков, государственная собственность на которые не разграничена</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 1140601000000430</p> </td> <td width="104" valign="bottom"> <p align="right">40 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">46 623,96</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Доходы от продажи земельных участков, государственная собственность на которые не разграничена и которые расположены в границах городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11406013130000430</p> </td> <td width="104" valign="bottom"> <p align="right">40 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">46 623,96</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>ПРОЧИЕ НЕНАЛОГОВЫЕ ДОХОДЫ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11700000000000000</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">15 015,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие неналоговые доходы</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11705000000000180</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">15 015,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие неналоговые доходы бюджетов городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 11705050130000180</p> </td> <td width="104" valign="bottom"> <p align="right">10 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">15 015,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>БЕЗВОЗМЕЗДНЫЕ ПОСТУПЛЕНИЯ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20000000000000000</p> </td> <td width="104" valign="bottom"> <p align="center">26 625 200,00</p> </td> <td width="104" valign="bottom"> <p align="right">26 268 896,09</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>БЕЗВОЗМЕЗДНЫЕ ПОСТУПЛЕНИЯ ОТ ДРУГИХ БЮДЖЕТОВ БЮДЖЕТНОЙ СИСТЕМЫ РОССИЙСКОЙ ФЕДЕРАЦИИ</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20200000000000000</p> </td> <td width="104" valign="bottom"> <p align="center">26 625 200,00</p> </td> <td width="104" valign="bottom"> <p align="right">26 268 896,09</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Дотации бюджетам бюджетной системы Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20210000000000150</p> </td> <td width="104" valign="bottom"> <p align="right">3 917 800,00</p> </td> <td width="104" valign="bottom"> <p align="right">3 917 800,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Дотации бюджетам на поддержку мер по обеспечению сбалансированности бюджетов</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20215002000000150</p> </td> <td width="104" valign="bottom"> <p align="right">3 205 500,00</p> </td> <td width="104" valign="bottom"> <p align="right">3 205 500,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Дотации бюджетам городских поселений на поддержку мер по обеспечению сбалансированности бюджетов</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20215002130000150</p> </td> <td width="104" valign="bottom"> <p align="right">3 205 500,00</p> </td> <td width="104" valign="bottom"> <p align="right">3 205 500,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Дотации на выравнивание бюджетной обеспеченности из бюджетов муниципальных районов, городских округов с внутригородским делением</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20216001000000150</p> </td> <td width="104" valign="bottom"> <p align="right">712 300,00</p> </td> <td width="104" valign="bottom"> <p align="right">712 300,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Дотации бюджетам городских поселений на выравнивание бюджетной обеспеченности из бюджетов  муниципальных районов</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20216001130000150</p> </td> <td width="104" valign="bottom"> <p align="right">712 300,00</p> </td> <td width="104" valign="bottom"> <p align="right">712 300,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субсидии бюджетам бюджетной системы Российской Федерации (межбюджетные субсидии)</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20220000000000150</p> </td> <td width="104" valign="bottom"> <p align="right">10 500 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 499 999,11</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субсидии бюджетам на реализацию программ формирования современной городской среды</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20225555000000150</p> </td> <td width="104" valign="bottom"> <p align="right">10 500 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 499 999,11</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субсидии бюджетам городских поселений на реализацию программ формирования современной городской среды</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20225555130000150</p> </td> <td width="104" valign="bottom"> <p align="right">10 500 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">10 499 999,11</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субвенции бюджетам бюджетной системы Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20230000000000150</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субвенции местным бюджетам на выполнение передаваемых полномочий субъектов Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20230024000000150</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Субвенции бюджетам городских поселений на выполнение передаваемых полномочий субъектов Российской Федерации</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20230024130000150</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Иные межбюджетные трансферты</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20240000000000150</p> </td> <td width="104" valign="bottom"> <p align="right">12 205 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">11 848 696,98</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие межбюджетные трансферты, передаваемые бюджетам</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20249999000000150</p> </td> <td width="104" valign="bottom"> <p align="right">12 205 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">11 848 696,98</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td width="302" valign="top"> <p>Прочие межбюджетные трансферты, передаваемые бюджетам городских поселений</p> </td> <td colspan="2" width="153" valign="bottom"> <p align="center">000 20249999130000150</p> </td> <td width="104" valign="bottom"> <p align="right">12 205 000,00</p> </td> <td width="104" valign="bottom"> <p align="right">11 848 696,98</p> </td> <td width="27"> <p> </p> </td> </tr> <tr> <td colspan="2" width="370"> <p> </p> </td> <td colspan="4" width="320" valign="top"> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p>Приложение № 2</p> <p>к решению Змеиногорского городского Совета депутатов от __________2021 №_________</p> <p> </p> </td> </tr> <tr height="0"> <td width="302"></td> <td width="68"></td> <td width="85"></td> <td width="104"></td> <td width="104"></td> <td width="27"></td> </tr> </tbody> </table> <p align="center"><strong>Ведомственная структура расходов бюджета городского поселения город Змеиногорск Змеиногорского района Алтайского края за 2020 год</strong></p> <p align="right">Руб.</p> <table style="width: 663px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="304"> <p align="center">Наименование показателя</p> </td> <td width="161"> <p align="center">Код расхода по бюджетной классификации</p> </td> <td width="104"> <p align="center">Утвержденные бюджетные назначения</p> </td> <td width="95"> <p align="center">Исполнено</p> </td> </tr> <tr> <td width="304"> <p align="center">1</p> </td> <td width="161"> <p align="center">3</p> </td> <td width="104"> <p align="center">4</p> </td> <td width="95"> <p align="center">5</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы бюджета - всего</p> </td> <td width="161" valign="bottom"> <p align="center">X</p> </td> <td width="104" valign="bottom"> <p align="right">54 294 492,82</p> </td> <td width="95" valign="bottom"> <p align="right">49 425 004,44</p> </td> </tr> <tr> <td width="304" valign="top"> <p>в том числе:</p> </td> <td width="161" valign="bottom"> <p align="center"> </p> </td> <td width="104" valign="bottom"></td> <td width="95" valign="bottom"></td> </tr> <tr> <td width="304" valign="top"> <p>ОБЩЕГОСУДАРСТВЕННЫЕ ВОПРОСЫ</p> </td> <td width="161" valign="bottom"> <p align="center">000 0100 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">11 944 424,55</p> </td> <td width="95" valign="bottom"> <p align="right">10 892 584,90</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Функционирование Правительства Российской Федерации, высших исполнительных органов государственной власти субъектов Российской Федерации, местных администраций</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">8 286 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">7 552 803,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Руководство и управление в сфере установленных функций органов государственной власти субъектов Российской Федерации и органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0100000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">7 946 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">7 212 803,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">7 946 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">7 212 803,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Центральный аппарат органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 000</p> </td> <td width="104" valign="bottom"> <p align="right">7 559 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">7 099 823,12</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 100</p> </td> <td width="104" valign="bottom"> <p align="right">5 721 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">5 697 587,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 120</p> </td> <td width="104" valign="bottom"> <p align="right">5 721 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">5 697 587,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 121</p> </td> <td width="104" valign="bottom"> <p align="right">4 567 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">4 549 023,48</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные выплаты персоналу государственных (муниципальных) органов, за исключением фонда оплаты труда</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 122</p> </td> <td width="104" valign="bottom"> <p align="right">4 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 800,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 129</p> </td> <td width="104" valign="bottom"> <p align="right">1 150 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 146 764,05</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 200</p> </td> <td width="104" valign="bottom"> <p align="right">1 689 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 278 093,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 240</p> </td> <td width="104" valign="bottom"> <p align="right">1 689 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 278 093,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 244</p> </td> <td width="104" valign="bottom"> <p align="right">1 689 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 278 093,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные бюджетные ассигнования</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 800</p> </td> <td width="104" valign="bottom"> <p align="right">149 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">124 141,66</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Уплата налогов, сборов и иных платежей</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 850</p> </td> <td width="104" valign="bottom"> <p align="right">149 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">124 141,66</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Уплата прочих налогов, сборов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 852</p> </td> <td width="104" valign="bottom"> <p align="right">148 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">123 721,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Уплата иных платежей</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010110 853</p> </td> <td width="104" valign="bottom"> <p align="right">500,00</p> </td> <td width="95" valign="bottom"> <p align="right">420,66</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Глава местной администрации</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010130 000</p> </td> <td width="104" valign="bottom"> <p align="right">387 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">112 980,87</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010130 100</p> </td> <td width="104" valign="bottom"> <p align="right">387 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">112 980,87</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010130 120</p> </td> <td width="104" valign="bottom"> <p align="right">387 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">112 980,87</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010130 121</p> </td> <td width="104" valign="bottom"> <p align="right">160 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">86 774,86</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 0120010130 129</p> </td> <td width="104" valign="bottom"> <p align="right">226 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">26 206,01</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование субсидий муниципальным образованиям на обеспечение расходов за уголь (отопление), потребляемые учреждениями бюджетной сферы</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 92900S1190 000</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 92900S1190 200</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 92900S1190 240</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 92900S1190 244</p> </td> <td width="104" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 9900000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">280 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">280 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на совершенствование системы оплаты труда</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 9920000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">280 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">280 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование части расходов местных бюджетов по оплате труда работников муниципальных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 99200S0430 000</p> </td> <td width="104" valign="bottom"> <p align="right">280 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">280 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 99200S0430 100</p> </td> <td width="104" valign="bottom"> <p align="right">280 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">280 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 99200S0430 120</p> </td> <td width="104" valign="bottom"> <p align="right">280 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">280 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 99200S0430 121</p> </td> <td width="104" valign="bottom"> <p align="right">182 170,22</p> </td> <td width="95" valign="bottom"> <p align="right">182 170,22</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0104 99200S0430 129</p> </td> <td width="104" valign="bottom"> <p align="right">97 829,78</p> </td> <td width="95" valign="bottom"> <p align="right">97 829,78</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Резервные фонды</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 9900000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Резервные фонды</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 9910000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Резервные фонды местных администраций</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 9910014100 000</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные бюджетные ассигнования</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 9910014100 800</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Резервные средства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0111 9910014100 870</p> </td> <td width="104" valign="bottom"> <p align="right">32 524,55</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Другие общегосударственные вопросы</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">3 625 900,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 339 780,91</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Руководство и управление в сфере установленных функций органов государственной власти субъектов Российской Федерации и органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0100000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Руководство и управление в сфере установленных функций</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0140000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Функционирование административной комиссии</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0140070060 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0140070060 200</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0140070060 240</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0140070060 244</p> </td> <td width="104" valign="bottom"> <p align="right">2 400,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности (оказание услуг) подведомственных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">628 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">627 865,47</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности (оказание услуг) иных подведомственных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">628 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">627 865,47</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Учебно-методические кабинеты,централизованные бухгалтерии, группы хозяйственного обслуживания, логопедические пункты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250010820 000</p> </td> <td width="104" valign="bottom"> <p align="right">628 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">627 865,47</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250010820 100</p> </td> <td width="104" valign="bottom"> <p align="right">628 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">627 865,47</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250010820 120</p> </td> <td width="104" valign="bottom"> <p align="right">628 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">627 865,47</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250010820 121</p> </td> <td width="104" valign="bottom"> <p align="right">489 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">488 933,34</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 0250010820 129</p> </td> <td width="104" valign="bottom"> <p align="right">139 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">138 932,13</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование субсидий муниципальным образованиям на обеспечение расходов за уголь (отопление), потребляемые учреждениями бюджетной сферы</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 92900S1190 000</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 92900S1190 200</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 92900S1190 240</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 92900S1190 244</p> </td> <td width="104" valign="bottom"> <p align="right">80 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">80 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9900000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 915 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 629 515,44</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выполнение других обязательств государства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 915 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 629 515,44</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочие выплаты по обязательствам государства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990014710 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 632 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 346 015,44</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990014710 200</p> </td> <td width="104" valign="bottom"> <p align="right">882 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">705 897,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990014710 240</p> </td> <td width="104" valign="bottom"> <p align="right">882 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">705 897,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990014710 244</p> </td> <td width="104" valign="bottom"> <p align="right">882 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">705 897,93</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные бюджетные ассигнования</p> </td> <td width="161" valign="bottom"> <p align="center">000 0113 9990014710 800</p> </td> <td width="104" valign="bottom"> <p align="right">1 750 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 640 117,51</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Исполнение судебных актов</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990014710 830</p> </td> <td width="104" valign="bottom"> <p align="right">1 749 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 639 717,51</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Исполнение судебных актов Российской Федерации и мировых соглашений по возмещению причиненного вреда</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990014710 831</p> </td> <td width="104" valign="bottom"> <p align="right">1 749 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 639 717,51</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Уплата налогов, сборов и иных платежей</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990014710 850</p> </td> <td width="104" valign="bottom"> <p align="right">500,00</p> </td> <td width="95" valign="bottom"> <p align="right">400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Уплата иных платежей</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990014710 853</p> </td> <td width="104" valign="bottom"> <p align="right">500,00</p> </td> <td width="95" valign="bottom"> <p align="right">400,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на мероприятия по устранению последствий и предупреждению дальнейшего распространения короновирусной инфекции</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990900000 000</p> </td> <td width="104" valign="bottom"> <p align="right">283 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">283 500,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочие выплаты по обязательствам государства. Расходы на противодействие новой короновирусной инфекции</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990914710 000</p> </td> <td width="104" valign="bottom"> <p align="right">283 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">283 500,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990914710 200</p> </td> <td width="104" valign="bottom"> <p align="right">283 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">283 500,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990914710 240</p> </td> <td width="104" valign="bottom"> <p align="right">283 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">283 500,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="right">000 0113 9990914710 244</p> </td> <td width="104" valign="bottom"> <p align="right">283 500,00</p> </td> <td width="95" valign="bottom"> <p align="right">283 500,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>НАЦИОНАЛЬНАЯ ЭКОНОМИКА</p> </td> <td width="161" valign="bottom"> <p align="center">000 0400 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">10 143 200,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 991 354,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Транспорт</p> </td> <td width="161" valign="bottom"> <p align="right">000 0408 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области национальной экономики</p> </td> <td width="161" valign="bottom"> <p align="right">000 0408 9100000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия в сфере транспорта и дорожного хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0408 9120000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Отдельные мероприятия в других видах транспорта</p> </td> <td width="161" valign="bottom"> <p align="center">000 0408 9120017230 000</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные бюджетные ассигнования</p> </td> <td width="161" valign="bottom"> <p align="center">000 0408 9120017230 800</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии юридическим лицам (кроме некоммерческих организаций), индивидуальным предпринимателям, физическим лицам - производителям товаров, работ, услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0408 9120017230 810</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии на возмещение недополученных доходов и (или) возмещение фактически понесенных затрат в связи с производством (реализацией) товаров, выполнением работ, оказанием услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0408 9120017230 811</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">60 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Дорожное хозяйство (дорожные фонды)</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">8 743 200,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 389 116,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области национальной экономики</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9100000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">8 743 200,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 389 116,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия в сфере транспорта и дорожного хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">8 743 200,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 389 116,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Дорожная деятельность в отношении дорог местного значения, являющихся муниципальной собственностью</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 000</p> </td> <td width="104" valign="bottom"> <p align="right">6 702 990,00</p> </td> <td width="95" valign="bottom"> <p align="right">6 348 906,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 200</p> </td> <td width="104" valign="bottom"> <p align="right">4 259 390,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 905 306,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 240</p> </td> <td width="104" valign="bottom"> <p align="right">4 259 390,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 905 306,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 244</p> </td> <td width="104" valign="bottom"> <p align="right">4 259 390,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 905 306,68</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные бюджетные ассигнования</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 800</p> </td> <td width="104" valign="bottom"> <p align="right">2 443 600,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 443 600,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Исполнение судебных актов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 830</p> </td> <td width="104" valign="bottom"> <p align="right">2 443 600,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 443 600,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Исполнение судебных актов Российской Федерации и мировых соглашений по возмещению причиненного вреда</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 9120067270 831</p> </td> <td width="104" valign="bottom"> <p align="right">2 443 600,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 443 600,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Проектирование, строительство, реконструкция, капитальный ремонт и ремонт автомобильных дорог общего пользования местного значения</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 91200S1030 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 210,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 040 210,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 91200S1030 200</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 210,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 040 210,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 91200S1030 240</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 210,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 040 210,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0409 91200S1030 244</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 210,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 040 210,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Другие вопросы в области национальной экономики</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области национальной экономики</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9100000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия по стимулированию инвестиционной активности</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9110000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия по землеустройству и землепользованию</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9110017090 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9110017090 200</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9110017090 240</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0412 9110017090 244</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">542 238,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>ЖИЛИЩНО-КОММУНАЛЬНОЕ ХОЗЯЙСТВО</p> </td> <td width="161" valign="bottom"> <p align="center">000 0500 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">17 819 868,27</p> </td> <td width="95" valign="bottom"> <p align="right">16 163 226,92</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Жилищное хозяйство</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия в области жилищного хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9290018020 000</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9290018020 200</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9290018020 240</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0501 9290018020 244</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">182 724,10</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Коммунальное хозяйство</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">4 182 101,22</p> </td> <td width="95" valign="bottom"> <p align="right">2 790 557,31</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">4 182 101,22</p> </td> <td width="95" valign="bottom"> <p align="right">2 790 557,31</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">4 182 101,22</p> </td> <td width="95" valign="bottom"> <p align="right">2 790 557,31</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия в области коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 285 194,00</p> </td> <td width="95" valign="bottom"> <p align="right">895 019,70</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 200</p> </td> <td width="104" valign="bottom"> <p align="right">935 194,00</p> </td> <td width="95" valign="bottom"> <p align="right">895 019,70</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 240</p> </td> <td width="104" valign="bottom"> <p align="right">935 194,00</p> </td> <td width="95" valign="bottom"> <p align="right">895 019,70</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 244</p> </td> <td width="104" valign="bottom"> <p align="right">935 194,00</p> </td> <td width="95" valign="bottom"> <p align="right">895 019,70</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 500</p> </td> <td width="104" valign="bottom"> <p align="right">1 350 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 9290018030 540</p> </td> <td width="104" valign="bottom"> <p align="right">1 350 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">0,0</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на реализацию мероприятий, направленных на обеспечение стабильного водоснабжения населения Алтайского края</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 92900S3020 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 896 907,22</p> </td> <td width="95" valign="bottom"> <p align="right">1 895 537,61</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 92900S3020 200</p> </td> <td width="104" valign="bottom"> <p align="right">1 896 907,22</p> </td> <td width="95" valign="bottom"> <p align="right">1 895 537,61</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 92900S3020 240</p> </td> <td width="104" valign="bottom"> <p align="right">1 896 907,22</p> </td> <td width="95" valign="bottom"> <p align="right">1 895 537,61</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ, услуг в целях капитального ремонта государственного (муниципального) имущества</p> </td> <td width="161" valign="bottom"> <p align="center">000 0502 92900S3020 243</p> </td> <td width="104" valign="bottom"> <p align="right">1 896 907,22</p> </td> <td width="95" valign="bottom"> <p align="right">1 895 537,61</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Благоустройство</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">13 454 767,05</p> </td> <td width="95" valign="bottom"> <p align="right">13 189 945,51</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Муниципальная программа "Формирование современной городской среды на территории Муниципального образования город Змеиногорск Змеиногорского района Алтайского края на 2018-2022 годы"</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 4200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Федеральный проект «Формирование комфортной городской среды» в рамках национального проекта «Жилье и городская среда»</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 420F200000 000</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Поддержка формирования современной городской среды</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 420F255550 000</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 420F255550 200</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 420F255550 240</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 420F255550 244</p> </td> <td width="104" valign="bottom"> <p align="right">10 824 742,27</p> </td> <td width="95" valign="bottom"> <p align="right">10 824 741,35</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 630 024,78</p> </td> <td width="95" valign="bottom"> <p align="right">2 365 204,16</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 630 024,78</p> </td> <td width="95" valign="bottom"> <p align="right">2 365 204,16</p> </td> </tr> <tr> <td width="304" valign="top"> <p>уличное освещение</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018050 000</p> </td> <td width="104" valign="bottom"> <p align="right">579 767,05</p> </td> <td width="95" valign="bottom"> <p align="right">388 812,49</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018050 200</p> </td> <td width="104" valign="bottom"> <p align="right">579 767,05</p> </td> <td width="95" valign="bottom"> <p align="right">388 812,49</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018050 240</p> </td> <td width="104" valign="bottom"> <p align="right">579 767,05</p> </td> <td width="95" valign="bottom"> <p align="right">388 812,49</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018050 244</p> </td> <td width="104" valign="bottom"> <p align="right">579 767,05</p> </td> <td width="95" valign="bottom"> <p align="right">388 812,49</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Организация и содержание мест захоронения</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018070 000</p> </td> <td width="104" valign="bottom"> <p align="right">210 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">170 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018070 200</p> </td> <td width="104" valign="bottom"> <p align="right">210 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">170 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018070 240</p> </td> <td width="104" valign="bottom"> <p align="right">210 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">170 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018070 244</p> </td> <td width="104" valign="bottom"> <p align="right">210 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">170 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Мероприятия по благоустройству поселений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018080 000</p> </td> <td width="104" valign="bottom"> <p align="right">940 257,73</p> </td> <td width="95" valign="bottom"> <p align="right">940 175,67</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018080 200</p> </td> <td width="104" valign="bottom"> <p align="right">940 257,73</p> </td> <td width="95" valign="bottom"> <p align="right">940 175,67</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018080 240</p> </td> <td width="104" valign="bottom"> <p align="right">940 257,73</p> </td> <td width="95" valign="bottom"> <p align="right">940 175,67</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018080 244</p> </td> <td width="104" valign="bottom"> <p align="right">940 257,73</p> </td> <td width="95" valign="bottom"> <p align="right">940 175,67</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Участие в организации деятельности по сбору, транспортированию, обработке, утилизации, обезвреживанию, захоронению твердых коммунальных отходов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018090 000</p> </td> <td width="104" valign="bottom"> <p align="right">900 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">866 216,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018090 200</p> </td> <td width="104" valign="bottom"> <p align="right">900 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">866 216,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018090 240</p> </td> <td width="104" valign="bottom"> <p align="right">900 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">866 216,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0503 9290018090 244</p> </td> <td width="104" valign="bottom"> <p align="right">900 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">866 216,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>КУЛЬТУРА, КИНЕМАТОГРАФИЯ</p> </td> <td width="161" valign="bottom"> <p align="center">000 0800 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">14 117 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">13 107 837,94</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Культура</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">9 664 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 964 974,29</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности (оказание услуг) подведомственных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">9 230 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">8 530 974,29</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Учреждения культуры</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 000</p> </td> <td width="104" valign="bottom"> <p align="right">5 061 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">4 611 007,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 200</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 590 007,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 240</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 590 007,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 244</p> </td> <td width="104" valign="bottom"> <p align="right">2 040 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 590 007,53</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 500</p> </td> <td width="104" valign="bottom"> <p align="right">3 021 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 021 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010530 540</p> </td> <td width="104" valign="bottom"> <p align="right">3 021 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 021 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Музеи и постоянные выставки</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010560 000</p> </td> <td width="104" valign="bottom"> <p align="right">1 891 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 890 774,77</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Предоставление субсидий бюджетным, автономным учреждениям и иным некоммерческим организациям</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010560 600</p> </td> <td width="104" valign="bottom"> <p align="right">1 891 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 890 774,77</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии бюджетным учреждениям</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010560 610</p> </td> <td width="104" valign="bottom"> <p align="right">1 891 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 890 774,77</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии бюджетным учреждениям на финансовое обеспечение государственного (муниципального) задания на оказание государственных (муниципальных) услуг (выполнение работ)</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010560 611</p> </td> <td width="104" valign="bottom"> <p align="right">1 891 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 890 774,77</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Библиотеки</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 000</p> </td> <td width="104" valign="bottom"> <p align="right">2 278 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 029 191,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 200</p> </td> <td width="104" valign="bottom"> <p align="right">429 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">330 191,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 240</p> </td> <td width="104" valign="bottom"> <p align="right">429 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">330 191,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 244</p> </td> <td width="104" valign="bottom"> <p align="right">429 700,00</p> </td> <td width="95" valign="bottom"> <p align="right">330 191,99</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 500</p> </td> <td width="104" valign="bottom"> <p align="right">1 849 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 699 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные межбюджетные трансферты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 0220010570 540</p> </td> <td width="104" valign="bottom"> <p align="right">1 849 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">1 699 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 9200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в области жилищно-коммунального хозяйства</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 9290000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование субсидий муниципальным образованиям на обеспечение расходов за уголь (отопление), потребляемые учреждениями бюджетной сферы</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 92900S1190 000</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Закупка товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 92900S1190 200</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные закупки товаров, работ и услуг для обеспечения государственных (муниципальных) нужд</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 92900S1190 240</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Прочая закупка товаров, работ и услуг</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 92900S1190 244</p> </td> <td width="104" valign="bottom"> <p align="right">360 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">360 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 9900000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на совершенствование системы оплаты труда</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 9920000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование части расходов местных бюджетов по оплате труда работников муниципальных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 99200S0430 000</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Предоставление субсидий бюджетным, автономным учреждениям и иным некоммерческим организациям</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 99200S0430 600</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии бюджетным учреждениям</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 99200S0430 610</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Субсидии бюджетным учреждениям на финансовое обеспечение государственного (муниципального) задания на оказание государственных (муниципальных) услуг (выполнение работ)</p> </td> <td width="161" valign="bottom"> <p align="center">000 0801 99200S0430 611</p> </td> <td width="104" valign="bottom"> <p align="right">74 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">74 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Другие вопросы в области культуры, кинематографии</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">4 452 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">4 142 863,55</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности (оказание услуг) подведомственных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0200000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">3 968 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 658 563,65</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на обеспечение деятельности (оказание услуг) иных подведомственных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">3 968 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 658 563,65</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Учебно-методические кабинеты, централизованные бухгалтерии, группы хозяйственного обслуживания, логопедические пункты</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250010820 000</p> </td> <td width="104" valign="bottom"> <p align="right">3 968 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 658 563,65</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250010820 100</p> </td> <td width="104" valign="bottom"> <p align="right">3 968 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 658 563,65</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250010820 120</p> </td> <td width="104" valign="bottom"> <p align="right">3 968 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">3 658 563,65</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250010820 121</p> </td> <td width="104" valign="bottom"> <p align="right">2 828 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">2 824 206,43</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 0250010820 129</p> </td> <td width="104" valign="bottom"> <p align="right">1 140 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">834 357,22</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные расходы органов местного самоуправления</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 9900000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">484 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">484 300,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на совершенствование системы оплаты труда</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 9920000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">484 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">484 300,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Софинансирование части расходов местных бюджетов по оплате труда работников муниципальных учреждений</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 99200S0430 000</p> </td> <td width="104" valign="bottom"> <p align="right">484 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">484 300,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу в целях обеспечения выполнения функций государственными (муниципальными) органами, казенными учреждениями, органами управления государственными внебюджетными фондами</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 99200S0430 100</p> </td> <td width="104" valign="bottom"> <p align="right">484 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">484 300,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Расходы на выплаты персоналу государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 99200S0430 120</p> </td> <td width="104" valign="bottom"> <p align="right">484 300,00</p> </td> <td width="95" valign="bottom"> <p align="right">484 300,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Фонд оплаты труда государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 99200S0430 121</p> </td> <td width="104" valign="bottom"> <p align="right">359 308,40</p> </td> <td width="95" valign="bottom"> <p align="right">359 308,40</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Взносы по обязательному социальному страхованию на выплаты денежного содержания и иные выплаты работникам государственных (муниципальных) органов</p> </td> <td width="161" valign="bottom"> <p align="center">000 0804 99200S0430 129</p> </td> <td width="104" valign="bottom"> <p align="right">124 991,60</p> </td> <td width="95" valign="bottom"> <p align="right">124 991,60</p> </td> </tr> <tr> <td width="304" valign="top"> <p>СОЦИАЛЬНАЯ ПОЛИТИКА</p> </td> <td width="161" valign="bottom"> <p align="center">000 1000 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Пенсионное обеспечение</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 0000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в отраслях социальной сферы</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9000000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Иные вопросы в сфере социальной политики</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9040000000 000</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Доплаты к пенсиям</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9040016270 000</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Социальное обеспечение и иные выплаты населению</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9040016270 300</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Публичные нормативные социальные выплаты гражданам</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9040016270 310</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> <tr> <td width="304" valign="top"> <p>Пособия, компенсации, меры социальной поддержки по публичным нормативным обязательствам</p> </td> <td width="161" valign="bottom"> <p align="center">000 1001 9040016270 313</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="95" valign="bottom"> <p align="right">270 000,00</p> </td> </tr> </tbody> </table> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <table style="width: 704px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="385" valign="top"> <p> </p> </td> <td width="319" valign="top"> <p>Приложение  № 3</p> <p>к решению Змеиногорского городского Совета депутатов от  ___________2021 №______</p> <p> </p> </td> </tr> </tbody> </table> <p align="center"><strong> </strong></p> <p align="center"><strong>Распределение  бюджетных ассигнований </strong></p> <p align="center"><strong>по разделам,  подразделам классификации  расходов бюджета городского поселения город Змеиногорск Змеиногорского района Алтайского края за 2020 год</strong></p> <p align="right">Руб.</p> <table style="width: 675px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="313" valign="top"> <p> </p> </td> <td width="76" valign="top"> <p align="center">РЗ</p> </td> <td width="66" valign="top"> <p align="center">ПР</p> </td> <td width="104" valign="bottom"> <p align="right">Уточненный план</p> </td> <td width="116" valign="bottom"> <p align="right">Кассовое исполнение</p> </td> <td width="0" height="39"></td> </tr> <tr> <td width="313" valign="bottom"> <p align="center"><strong>Общегосударственные вопросы</strong></p> </td> <td width="76" valign="bottom"> <p align="center"><strong>01</strong></p> </td> <td width="66" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="104" valign="bottom"> <p align="right"><strong>11 944 424,55</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>10 892 584,90</strong></p> </td> <td width="0" height="25"></td> </tr> <tr> <td width="313" valign="top"> <p>Функционирование Правительства РФ высших исполнительных органов государственной власти , местных администраций</p> </td> <td width="76" valign="bottom"> <p align="center">01</p> </td> <td width="66" valign="bottom"> <p align="center">04</p> </td> <td width="104" valign="bottom"> <p align="right">8 286 000,00</p> </td> <td width="116" valign="bottom"> <p align="right">7 552 803,99</p> </td> <td width="0" height="45"></td> </tr> <tr> <td width="313" valign="top"> <p>Другие общегосударственные вопросы</p> </td> <td width="76" valign="bottom"> <p align="center">01</p> </td> <td width="66" valign="bottom"> <p align="center">13</p> </td> <td width="104" valign="bottom"> <p align="right">3 625 900,00</p> </td> <td width="116" valign="bottom"> <p align="right">3 339 780,91</p> </td> <td width="0" height="21"></td> </tr> <tr> <td width="313" valign="top"> <p><strong>Национальная экономика</strong></p> </td> <td width="76" valign="bottom"> <p align="center"><strong>04</strong></p> </td> <td width="66" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="104" valign="bottom"> <p align="right"><strong>10 143 200,00</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>8 991 354,68</strong></p> </td> <td width="0" height="21"></td> </tr> <tr> <td width="313" valign="top"> <p>Транспорт</p> </td> <td width="76" valign="bottom"> <p align="center">04</p> </td> <td width="66" valign="bottom"> <p align="center">08</p> </td> <td width="104" valign="bottom"> <p align="right">200 000,00</p> </td> <td width="116" valign="bottom"> <p align="right">60 000,00</p> </td> <td width="0" height="20"></td> </tr> <tr> <td width="313" valign="top"> <p>Дорожное хозяйство (Дорожные фонды)</p> </td> <td width="76" valign="bottom"> <p align="center">04</p> </td> <td width="66" valign="bottom"> <p align="center">09</p> </td> <td width="104" valign="bottom"> <p align="right">8 743 200,00</p> </td> <td width="116" valign="bottom"> <p align="right">8 389 116,68</p> </td> <td width="0" height="25"></td> </tr> <tr> <td width="313" valign="top"> <p>Иные вопросы в области национальной экономики</p> </td> <td width="76" valign="bottom"> <p align="center">04</p> </td> <td width="66" valign="bottom"> <p align="center">12</p> </td> <td width="104" valign="bottom"> <p align="right">1 200 000,00</p> </td> <td width="116" valign="bottom"> <p align="right">542 238,00</p> </td> <td width="0" height="24"></td> </tr> <tr> <td width="313" valign="top"> <p><strong>Жилищно-коммунальное хозяйство</strong></p> </td> <td width="76" valign="bottom"> <p align="center"><strong>05</strong></p> </td> <td width="66" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="104" valign="bottom"> <p align="right"><strong>17 819 868,27</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>16 163 226,92</strong></p> </td> <td width="0" height="20"></td> </tr> <tr> <td width="313" valign="top"> <p>Жилищное хозяйство</p> </td> <td width="76" valign="bottom"> <p align="center">05</p> </td> <td width="66" valign="bottom"> <p align="center">01</p> </td> <td width="104" valign="bottom"> <p align="right">183 000,00</p> </td> <td width="116" valign="bottom"> <p align="right">182 724,10</p> </td> <td width="0" height="20"></td> </tr> <tr> <td rowspan="2" width="313" valign="top"> <p> </p> <p>Коммунальное хозяйство</p> </td> <td rowspan="2" width="76" valign="bottom"> <p align="center">05</p> </td> <td rowspan="2" width="66" valign="bottom"> <p align="center">02</p> </td> <td rowspan="2" width="104" valign="bottom"> <p align="right">4 182 101,22</p> </td> <td rowspan="2" width="116" valign="bottom"> <p align="right">2 790 557,31</p> </td> <td width="0" height="20"></td> </tr> <tr> <td width="0" height="18"></td> </tr> <tr> <td width="313" valign="top"> <p>Благоустройство</p> </td> <td width="76" valign="bottom"> <p align="center">05</p> </td> <td width="66" valign="bottom"> <p align="center">03</p> </td> <td width="104" valign="bottom"> <p align="right">13 454 767,05</p> </td> <td width="116" valign="bottom"> <p align="right">13 189 945,51</p> </td> <td width="0" height="20"></td> </tr> <tr> <td width="313" valign="top"> <p><strong>Культура  кинематография</strong></p> </td> <td width="76" valign="bottom"> <p align="center"><strong>08</strong></p> </td> <td width="66" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="104" valign="bottom"> <p align="right"><strong>14 117 000,00</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>13 107 837,94</strong></p> </td> <td width="0" height="19"></td> </tr> <tr> <td width="313" valign="top"> <p>Культура</p> </td> <td width="76" valign="bottom"> <p align="center">08</p> </td> <td width="66" valign="bottom"> <p align="center">01</p> </td> <td width="104" valign="bottom"> <p align="right">9 664 700,00</p> </td> <td width="116" valign="bottom"> <p align="right">8 964 974,29</p> </td> <td width="0" height="20"></td> </tr> <tr> <td width="313" valign="top"> <p>Другие вопросы в области культуры и кинематографии</p> </td> <td width="76" valign="bottom"> <p align="center">08</p> </td> <td width="66" valign="bottom"> <p align="center">04</p> </td> <td width="104" valign="bottom"> <p align="center">4 452 300,00</p> </td> <td width="116" valign="bottom"> <p align="right">4 142 863,65</p> </td> <td width="0" height="24"></td> </tr> <tr> <td width="313" valign="top"> <p><strong>Социальная политика</strong></p> </td> <td width="76" valign="bottom"> <p align="center">10</p> </td> <td width="66" valign="bottom"> <p align="center"> </p> </td> <td width="104" valign="bottom"> <p align="right"><strong>270 000,00</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>270 000,00</strong></p> </td> <td width="0" height="18"></td> </tr> <tr> <td width="313" valign="top"> <p>Пенсионное обеспечение</p> </td> <td width="76" valign="bottom"> <p align="center">10</p> </td> <td width="66" valign="bottom"> <p align="center">01</p> </td> <td width="104" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="116" valign="bottom"> <p align="right">270 000,00</p> </td> <td width="0" height="17"></td> </tr> <tr> <td width="313" valign="top"> <p><strong>Всего расходов</strong></p> </td> <td width="76" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="66" valign="bottom"> <p align="center"><strong> </strong></p> </td> <td width="104" valign="bottom"> <p align="right"><strong>54 294 492,82</strong></p> </td> <td width="116" valign="bottom"> <p align="right"><strong>49 425 004,44</strong></p> </td> <td width="0" height="19"></td> </tr> </tbody> </table> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong> </strong></p> <table style="width: 704px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="385" valign="top"> <p> </p> <p> </p> <p> </p> </td> <td width="319" valign="top"> <p>Приложение  №4</p> <p>к решению Змеиногорского городского Совета депутатов от ___________2021  №_________</p> <p> </p> </td> </tr> </tbody> </table> <p align="center"><strong> </strong></p> <p> </p> <p align="center"><strong>Источники финансирования дефицита бюджета городского поселения город Змеиногорск Змеиногорского района Алтайского края по кодам классификации источников финансирования дефицита за 2020 год</strong></p> <p align="right">Руб.</p> <table style="width: 672px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="379"> <p align="center">Наименование показателя</p> </td> <td width="170"> <p align="center">Код источника финансирования дефицита бюджета по бюджетной классификации</p> </td> <td width="123"> <p align="center">Утвержденные бюджетные назначения</p> </td> </tr> <tr> <td width="379"> <p align="center">1</p> </td> <td width="170"> <p align="center">3</p> </td> <td width="123"> <p align="center">4</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Источники финансирования дефицита бюджета</p> </td> <td width="170" valign="bottom"> <p align="center">X</p> </td> <td width="123" valign="bottom"> <p align="right">-184 401,42</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Изменение остатков средств</p> </td> <td width="170" valign="bottom"> <p align="center">000 01000000000000000</p> </td> <td width="123" valign="bottom"> <p align="right">-184 401,42</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Изменение остатков средств на счетах по учету средств бюджетов</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050000000000000</p> </td> <td width="123" valign="bottom"> <p align="right">-184 401,42</p> </td> </tr> <tr> <td width="379" valign="top"> <p>увеличение остатков средств, всего</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050000000000500</p> </td> <td width="123" valign="bottom"> <p align="right">-49 609 405,86</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Увеличение прочих остатков средств бюджетов</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050200000000500</p> </td> <td width="123" valign="bottom"> <p align="right">-49 609 405,86</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Увеличение прочих остатков денежных средств бюджетов</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050201000000510</p> </td> <td width="123" valign="bottom"> <p align="right">-49 609 405,86</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Увеличение прочих остатков денежных средств бюджетов городских поселений</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050201130000510</p> </td> <td width="123" valign="bottom"> <p align="right">-49 609 405,86</p> </td> </tr> <tr> <td width="379" valign="top"> <p>уменьшение остатков средств, всего</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050000000000600</p> </td> <td width="123" valign="bottom"> <p align="right">49 425 004,44</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Уменьшение прочих остатков средств бюджетов</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050200000000600</p> </td> <td width="123" valign="bottom"> <p align="right">49 425 004,44</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Уменьшение прочих остатков денежных средств бюджетов</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050201000000610</p> </td> <td width="123" valign="bottom"> <p align="right">49 425 004,44</p> </td> </tr> <tr> <td width="379" valign="top"> <p>Уменьшение прочих остатков денежных средств бюджетов городских поселений</p> </td> <td width="170" valign="bottom"> <p align="center">000 01050201130000610</p> </td> <td width="123" valign="bottom"> <p align="right">49 425 004,44</p> </td> </tr> </tbody> </table> <p> </p> <p> </p> <p> </p> <p>Глава города Змеиногорска                                                                                            Э.А. Савинов</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> Постановлении от 26.05.2021 №278 "О внесении изменений в постановлении Администрации г. Змеиногорска от 23.05.2017 №149/1 " О признании многоквартирного дома аварийным и подлежащем сносу "" 2021-05-26T07:49:42Z 2021-05-26T07:49:42Z http://xn-----6kcabbscddnxgabh9awkkmoaib9afmjuk4k8m.xn--p1ai/2017-04-21-03-07-57/5-2011-07-14-11-29-47/4505---26052021-278-q---------23052017-1491-q---------qq.html AdminZmeinogorsk AdmZmeinogorsk@yandex.ru <p> </p> <p> </p> Постановление от 26.05.2021 №277 "О признании утратившим силу постановления Администрации г. Змеиногорска от 25.11.2020 №579" 2021-05-26T07:47:32Z 2021-05-26T07:47:32Z http://xn-----6kcabbscddnxgabh9awkkmoaib9afmjuk4k8m.xn--p1ai/2017-04-21-03-07-57/5-2011-07-14-11-29-47/4504---26052021-277-q---------25112020-579q.html AdminZmeinogorsk AdmZmeinogorsk@yandex.ru <p> </p> <p> </p> Пост 253 по пассажироперевозкам 2021-05-25T02:59:50Z 2021-05-25T02:59:50Z http://xn-----6kcabbscddnxgabh9awkkmoaib9afmjuk4k8m.xn--p1ai/2017-04-21-03-07-57/5-2011-07-14-11-29-47/4297--253--.html AdminZmeinogorsk AdmZmeinogorsk@yandex.ru <p><img 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" 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" border="0" /></p> Постановление от 20.05.2021 № 253 Об утверждении положения об организации регулярных перевозок пассажиров и багажа по муниципальным маршрутам на территории города Змеиногорска Змеиногорского района Алтайского края 2021-05-21T02:37:07Z 2021-05-21T02:37:07Z http://xn-----6kcabbscddnxgabh9awkkmoaib9afmjuk4k8m.xn--p1ai/2017-04-21-03-07-57/5-2011-07-14-11-29-47/4608---20052021--253----------------------.html AdminZmeinogorsk AdmZmeinogorsk@yandex.ru <p> </p> <p> </p> О внесении изменений и дополнений в постановление «Об утверждении муниципальной программы «Формирование современной городской среды на территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края на 2018-2024 годы» от 29.0 2021-04-05T09:21:04Z 2021-04-05T09:21:04Z http://xn-----6kcabbscddnxgabh9awkkmoaib9afmjuk4k8m.xn--p1ai/2017-04-21-03-07-57/5-2011-07-14-11-29-47/4206--------l----l---------------2018-2024-r--290.html AdminZmeinogorsk AdmZmeinogorsk@yandex.ru <p><strong><span>РОССИЙСКАЯ ФЕДЕРАЦИЯ</span></strong></p> <p><strong><span> </span></strong></p> <p><strong><span>АДМИНИСТРАЦИЯ ГОРОДА ЗМЕИНОГОРСКА</span></strong></p> <p><strong><span>ЗМЕИНОГОРСКОГО РАЙОНА</span></strong></p> <p><strong><span>АЛТАЙСКОГО КРАЯ</span></strong></p> <p><strong><span> </span></strong></p> <p><strong><span>П О С Т А Н О В Л Е Н И Е</span></strong></p> <p><strong><span> </span></strong></p> <h4>15.03.2021 <span>г. Змеиногорск № 96<a id="aGoBack"></a></span></h4> <p><span> </span></p> <p><span>О внесении изменений и дополнений в постановление «Об утверждении муниципальной программы «Формирование современной городской среды на территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края на 2018-2024 годы» от 29.03.2019 №90</span></p> <p><span> </span></p> <p><span> В соответствии со статьей 179 Бюджетного кодекса Российской Федерации, постановлением Правительства Российской Федерации от 10февраля 2017 года №169 «Об утверждении правил предоставления и распределения субсидий из федерального бюджета бюджетам субъектов Российской Федерации на поддержку государственных программ субъектов Российской Федерации и муниципальных программ формирования современной городской среды», постановлением Алтайского края «О внесении изменений в Постановление Правительства Алтайского края от 31.08.2017 №326», на основании Устава муниципального образования города Змеиногорска Змеиногорского района Алтайского края, решениемЗмеиногорскогогородского Совета депутатов от 17.12.2020 г. №44 «О бюджете городского поселения город Змеиногорск Змеиногорского района Алтайского края на 2021 год» в целях совершенствования механизма программно-целевого планирования ПОСТАНОВЛЯЮ: </span></p> <p><span>1. Внести изменения в постановление Администрации города Змеиногорска Змеиногорского района Алтайского края от 29.03.2019 №90 «Об утверждении муниципальной программы «Формирования современной городской среды на территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края на 2018-2024 годы» следующие изменения:</span></p> <p><span>1.1 В паспорте программы позицию «Объемы бюджетных Ассигнований Программы изложить в следующей редакции:</span></p> <p>«О<span>бщий объем финансирования Программы за счет всех источников финансирования составит 61 717,4тыс. рублей, из них:</span></p> <p><span>2018 год - 3 629,5 тыс рублей;</span></p> <p><span>2019 год – 7 263,2 тыс.рублей;</span></p> <p><span>2020 год – 10 824,7 тыс.рублей:</span></p> <p><span>2021 год – 10 000,0 тыс.рублей;</span></p> <p><span>2022 год – 10 000,0 тыс.рублей;</span></p> <p><span>2023 год – 10 000,0 тыс.рублей;</span></p> <p><span>2024 год – 10 000,0 тыс.рублей.</span></p> <p><span>За счет средств федерального бюджета – 60 049,8тыс. руб.втом числе по годам</span></p> <p><span>2018 год – 3223,8тыс.рублей;</span></p> <p><span>2019 год – 6831,0 тыс. рублей;</span></p> <p><span>2020 год – 10395,0 тыс. рублей;</span></p> <p><span>2021 год – 9900,0 тыс. рублей;</span></p> <p><span>2022 год – 9900,0 тыс. рублей.</span></p> <p><span>2023 год – 9900,0 тыс. рублей</span></p> <p><span>2024 год – 9900,0 тыс. рублей</span></p> <p><span>за счет средств краевого бюджета – 816,7тыс. руб.втом числе по годам</span></p> <p><span>2018 год – 242,7тыс.рублей;</span></p> <p><span>2019 год –69,0 тыс. рублей;</span></p> <p><span>2020 год – 105,0 тыс. рублей;</span></p> <p><span>2021 год – 100,0 тыс. рублей;</span></p> <p><span>2022 год – 100,0 тыс. рублей.</span></p> <p><span>2023 год – 100,0 тыс. рублей</span></p> <p><span>2024 год – 100,0 тыс. рублей</span></p> <p><span>за счет средств местных бюджетов –850,9тыс. рублей, в том числе по годам:</span></p> <p><span>2018 год – 163,0тыс.рублей;</span></p> <p><span>2019 год – 363,2 тыс. рублей;</span></p> <p><span>2020 год – 324,7 тыс. рублей;</span></p> <p><span>2021 год – 0,0 тыс. рублей;</span></p> <p><span>2022 год –0,0тыс. рублей.</span></p> <p><span>2023 год – 0,0 тыс. рублей</span></p> <p><span>2024 год – 0,0 тыс. рублей</span></p> <p><span>Объемы финансирования подлежат ежегодному уточнению в соответствии с законами о федеральном и краевом бюджетах на очередной финансовый год и на плановый период и решениями Змеиногорского городского совета депутатов о местном бюджете.</span></p> <p><span>Абзац 1 раздела 4. «Обоснование ресурсного обеспечения программы» изложить в следующей редакции:</span></p> <p><span>«</span>О<span>бщий объем финансирования Программы за счет всех источников финансирования составит 61 717,4тыс. рублей, из них:</span></p> <p><span>2018 год - 3 629,5 тыс рублей;</span></p> <p><span>2019 год – 7 263,2 тыс.рублей;</span></p> <p><span>2020 год – 10 824,7 тыс.рублей:</span></p> <p><span>2021 год – 10 000,0 тыс.рублей;</span></p> <p><span>2022 год – 10 000,0 тыс.рублей;</span></p> <p><span>2023 год – 10 000,0 тыс.рублей;</span></p> <p><span>2024 год – 10 000,0 тыс.рублей.</span></p> <p><span>За счет средств федерального бюджета – 60 049,8 тыс. руб.втом числе по годам</span></p> <p><span>2018 год – 3223,8тыс.рублей;</span></p> <p><span>2019 год – 6831,0 тыс. рублей;</span></p> <p><span>2020 год – 10395,0 тыс. рублей;</span></p> <p><span>2021 год – 9900,0 тыс. рублей;</span></p> <p><span>2022 год – 9900,0 тыс. рублей.</span></p> <p><span>2023 год – 9900,0 тыс. рублей</span></p> <p><span>2024 год – 9900,0 тыс. рублей</span></p> <p><span>за счет средств краевого бюджета – 816,7 тыс. руб.втом числе по годам</span></p> <p><span>2018 год – 242,7тыс.рублей;</span></p> <p><span>2019 год –69,0 тыс. рублей;</span></p> <p><span>2020 год – 105,0 тыс. рублей;</span></p> <p><span>2021 год – 100,0 тыс. рублей;</span></p> <p><span>2022 год – 100,0 тыс. рублей.</span></p> <p><span>2023 год – 100,0 тыс. рублей</span></p> <p><span>2024 год – 100,0 тыс. рублей</span></p> <p><span>за счет средств местных бюджетов –850,9тыс. рублей, в том числе по годам:</span></p> <p><span>2018 год – 163,0тыс.рублей;</span></p> <p><span>2019 год – 363,2 тыс. рублей;</span></p> <p><span>2020 год – 324,7 тыс. рублей;</span></p> <p><span>2021 год – 0,0 тыс. рублей;</span></p> <p><span>2022 год –0,0тыс. рублей.</span></p> <p><span>2023 год – 0,0 тыс. рублей</span></p> <p><span>2024 год – 0,0 тыс. рублей</span></p> <p><span>Объемы финансирования подлежат ежегодному уточнению в соответствии с законами о федеральном и краевом бюджетах на очередной финансовый год и на плановый период и решениями Змеиногорского городского совета депутатов о местном бюджете.</span></p> <p><span>1.2 приложение №6 План основных мероприятий по реализации муниципальной программы «Формирование современной городской среды муниципального образования город Змеиногорск Змеиногорского района Алтайского края на 2018-2024годы» изложить в новой редакции согласно приложению № 1.</span></p> <p><span> </span></p> <p><span> 2. Обнародовать настоящее постановление на официальном сайте Администрации города Змеиногорска Змеиногорского района.</span></p> <p><span> </span></p> <p><span> </span></p> <p><span>Глава Администрации города Змеиногорска Е.А. Кузнецов</span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p> </p> <p> </p> <p> </p> <p> </p> <p>Исп. Раченкова А.В.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><span>Приложение №1</span></p> <p><span>к постановлению Администрации города</span></p> <p><span>ЗмеиногорскаЗмеиногорскогорайона </span></p> <p><span>Алтайского краяот _______№_____</span></p> <p><span> </span></p> <p><span>Приложение № 6 к</span></p> <p><span> муниципальной программе</span></p> <p><span> «Формирование современной </span></p> <p><span> городской среды </span></p> <p><strong> </strong><span>муниципального образования</span></p> <p><span>город Змеиногорск Змеиногорского</span></p> <p><span>района Алтайского края</span></p> <p><span> на 2018-2024 годы»</span></p> <h3><span>ПЛАН ОСНОВНЫХ МЕРОПРИЯТИЙ</span></h3> <p><strong><span>по реализации муниципальной программы «Формирование современной городской среды </span></strong></p> <p><strong><span>на 2018 - 2024 годы» на территории муниципального образования город Змеиногорск </span></strong></p> <p><strong><span> </span></strong></p> <table border="0" rules="all"> <tbody> <tr> <td> <p><strong><span>№ п/п</span></strong></p> </td> <td> <p><strong><span>Наименование</span></strong></p> <p><strong><span>мероприятия</span></strong></p> </td> <td> <p><strong><span>Источники</span></strong></p> <p><strong><span>финансиро-вания</span></strong></p> </td> <td> <p><strong><span>Суммарасходоввсего (руб.)</span></strong></p> </td> <td colspan="8"> <p><strong><span>в том числе по годам реализации муниципальной программы</span></strong></p> <p><span> </span></p> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span>2018</span></strong></p> </td> <td> <p><strong><span>2019</span></strong></p> </td> <td> <p><strong><span>2020</span></strong></p> </td> <td> <p><strong><span>2021</span></strong></p> </td> <td> <p><strong><span>2022</span></strong></p> </td> <td> <p><strong><span>2023</span></strong></p> </td> <td> <p><strong><span>2024</span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td rowspan="5"> <p><span>1. </span></p> </td> <td rowspan="5"> <p><strong><span>Цель 1. С</span><span>оздание максимально благоприятных, </span><span>комфортных</span><span> и безопасных условий проживания населения города Змеиногорска.</span></strong></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>2699190,00</span></p> </td> <td> <p><span>2699190,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td> <p><span>Муниципальный бюджет</span></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td rowspan="5"> <p><span>2.</span></p> </td> <td rowspan="5"> <p><span>Задача 1. Выполнение комплекса работ по благоустройству дворовых территорий многоквартирных домов на территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>2699190,00</span></p> </td> <td> <p><span>2699190,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальный бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>3.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие1.1.</span></p> <p><span>Подготовка проектно-сметной документации, оценка проектно сметной документации и проведение технического надзора в целях качественного благоустройства дворовых территорий муниципального образования город Змеиногорск Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>56130,00</span></p> </td> <td> <p><span>56130,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>4.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие 1.2.</span></p> <p><span>Благоустройство дворовых территорий многоквартирных домов муниципального образования город Змеиногорск Змеиногорского</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>2643060,00</span></p> </td> <td> <p><span>2643060,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>5.</span></p> </td> <td rowspan="5"> <p><strong><span>Цель 2. Р</span><span>азвитие и обустройство мест массового отдыха населения</span><span> </span><span>города Змеиногорска</span><span>.</span></strong></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>4920000,00</span></p> </td> <td> <p><span>920000,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>4000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>6.</span></p> </td> <td rowspan="5"> <p><span>Задача 2. Выполнение комплекса работ по благоустройству общественной территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края (Городской парк имени 60 лет ВЛКСМ)</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>4920000,00</span></p> </td> <td> <p><span>920000,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>4000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>7.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие 2.1.</span></p> <p><strong> </strong><span>Подготовка проектно-сметной документации, оценка проектно сметной документации и проведение технического надзора в целях качественного благоустройства общественной территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края (Городской парк имени 60 лет ВЛКСМ)</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p>х</p> </td> <td> <p>х</p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>8.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие 2.2.</span></p> <p><span>Благоустройство общественной территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края (Городской парк имени 60 лет ВЛКСМ)</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>4920000,00</span></p> </td> <td> <p><span>920000,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>4000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>9.</span></p> </td> <td rowspan="5"> <p><strong><span>Цель 3. Р</span><span>азвитие и обустройство мест массового отдыха населения</span><span> </span><span>города Змеиногорска</span><span>.</span></strong></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>24087899,25</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>7263157,90</span></p> </td> <td> <p><span>10824741,35</span></p> </td> <td> <p><span>6000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>23165999,29</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>6831000,00</span></p> </td> <td> <p><span>10394999,29</span></p> </td> <td> <p><span>5940000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>233999,82</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>69000,00</span></p> </td> <td> <p><span>104999,82</span></p> </td> <td> <p><span>60000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span>687900,14</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>363157,90</span></p> </td> <td> <p><span>324742,24</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>10.</span></p> </td> <td rowspan="5"> <p><strong> </strong><span>Задача 3. Выполнение комплекса работ по благоустройству общественных территорий муниципального образования город Змеиногорск Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>24087899,25</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>7263157,90</span></p> </td> <td> <p><span>10824741,35</span></p> </td> <td> <p><span>6000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>23165999,29</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>6831000,00</span></p> </td> <td> <p><span>10394999,29</span></p> </td> <td> <p><span>5940000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>233999,82</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>69000,00</span></p> </td> <td> <p><span>104999,82</span></p> </td> <td> <p><span>60000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span>687900,14</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>363157,90</span></p> </td> <td> <p><span>324742,24</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>11.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие 3.1.</span></p> <p><strong> </strong><span>Подготовка проектно-сметной документации, оценка проектно сметной документации и проведение технического надзора в целях качественного благоустройства общественных территорий муниципального образования город Змеиногорск Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>100000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>100000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>94000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>94000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>1000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>1000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span>5000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>5000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>12.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие 3.2.</span></p> <p><strong> </strong><span>Благоустройство общественной территории муниципального образования город Змеиногорск Змеиногорскогорайона Алтайского края</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>23987899,25</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>7163157,90</span></p> </td> <td> <p><span>10824741,35</span></p> </td> <td> <p><span>6000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>23068367,79</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>6733368,5</span></p> </td> <td> <p><span>10394999,29</span></p> </td> <td> <p><span>5940000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>266631,32</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>71631,5</span></p> </td> <td> <p><span>104999,82</span></p> </td> <td> <p><span>60000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span>682900,14</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>358157,90</span></p> </td> <td> <p><span>324742,24</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="4"> <p><span>13.</span></p> </td> <td rowspan="4"> <p><strong><span> </span></strong></p> <p><strong><span>ИТОГО ОБЪЕМ ФИНАНСОВЫХ РЕСУРСОВ:</span></strong></p> </td> <td> <p><span> Всего:</span></p> </td> <td> <p><span>31707089,25</span></p> </td> <td> <p><span>3619190,00</span></p> </td> <td> <p><span>7263157,90</span></p> </td> <td> <p><span>10824741,35</span></p> </td> <td> <p><span>10000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральныйбюджет</span></p> </td> <td> <p><span>30340235,31</span></p> </td> <td> <p><span>3214236,42</span></p> </td> <td> <p><span>6831000,00</span></p> </td> <td> <p><span>10394999,29</span></p> </td> <td> <p><span>9900000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой</span><span>бюджет</span></p> </td> <td> <p><span>515931,60</span></p> </td> <td> <p><span>241931,78</span></p> </td> <td> <p><span>69000,00</span></p> </td> <td> <p><span>104999,82</span></p> </td> <td> <p><span>100000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальныйбюджет</span></p> </td> <td> <p><span>850921,94</span></p> </td> <td> <p><span>163021,80</span></p> </td> <td> <p><span>363157,90</span></p> </td> <td> <p><span>324742,24</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> </tbody> </table> <p> </p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span>Заместитель начальника отдела по финансам                                                                                                                                                                                       М.Н. Радченко</span></p> <p><span> </span></p> <p><span>Заместитель начальника отдела экономики                                                                                                                                                                                        Ю.А. Толкунова</span></p> <p> </p> <p> </p> <p><strong><span>РОССИЙСКАЯ ФЕДЕРАЦИЯ</span></strong></p> <p><strong><span> </span></strong></p> <p><strong><span>АДМИНИСТРАЦИЯ ГОРОДА ЗМЕИНОГОРСКА</span></strong></p> <p><strong><span>ЗМЕИНОГОРСКОГО РАЙОНА</span></strong></p> <p><strong><span>АЛТАЙСКОГО КРАЯ</span></strong></p> <p><strong><span> </span></strong></p> <p><strong><span>П О С Т А Н О В Л Е Н И Е</span></strong></p> <p><strong><span> </span></strong></p> <h4>15.03.2021 <span>г. Змеиногорск № 96<a id="aGoBack"></a></span></h4> <p><span> </span></p> <p><span>О внесении изменений и дополнений в постановление «Об утверждении муниципальной программы «Формирование современной городской среды на территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края на 2018-2024 годы» от 29.03.2019 №90</span></p> <p><span> </span></p> <p><span> В соответствии со статьей 179 Бюджетного кодекса Российской Федерации, постановлением Правительства Российской Федерации от 10февраля 2017 года №169 «Об утверждении правил предоставления и распределения субсидий из федерального бюджета бюджетам субъектов Российской Федерации на поддержку государственных программ субъектов Российской Федерации и муниципальных программ формирования современной городской среды», постановлением Алтайского края «О внесении изменений в Постановление Правительства Алтайского края от 31.08.2017 №326», на основании Устава муниципального образования города Змеиногорска Змеиногорского района Алтайского края, решениемЗмеиногорскогогородского Совета депутатов от 17.12.2020 г. №44 «О бюджете городского поселения город Змеиногорск Змеиногорского района Алтайского края на 2021 год» в целях совершенствования механизма программно-целевого планирования ПОСТАНОВЛЯЮ: </span></p> <p><span>1. Внести изменения в постановление Администрации города Змеиногорска Змеиногорского района Алтайского края от 29.03.2019 №90 «Об утверждении муниципальной программы «Формирования современной городской среды на территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края на 2018-2024 годы» следующие изменения:</span></p> <p><span>1.1 В паспорте программы позицию «Объемы бюджетных Ассигнований Программы изложить в следующей редакции:</span></p> <p>«О<span>бщий объем финансирования Программы за счет всех источников финансирования составит 61 717,4тыс. рублей, из них:</span></p> <p><span>2018 год - 3 629,5 тыс рублей;</span></p> <p><span>2019 год – 7 263,2 тыс.рублей;</span></p> <p><span>2020 год – 10 824,7 тыс.рублей:</span></p> <p><span>2021 год – 10 000,0 тыс.рублей;</span></p> <p><span>2022 год – 10 000,0 тыс.рублей;</span></p> <p><span>2023 год – 10 000,0 тыс.рублей;</span></p> <p><span>2024 год – 10 000,0 тыс.рублей.</span></p> <p><span>За счет средств федерального бюджета – 60 049,8тыс. руб.втом числе по годам</span></p> <p><span>2018 год – 3223,8тыс.рублей;</span></p> <p><span>2019 год – 6831,0 тыс. рублей;</span></p> <p><span>2020 год – 10395,0 тыс. рублей;</span></p> <p><span>2021 год – 9900,0 тыс. рублей;</span></p> <p><span>2022 год – 9900,0 тыс. рублей.</span></p> <p><span>2023 год – 9900,0 тыс. рублей</span></p> <p><span>2024 год – 9900,0 тыс. рублей</span></p> <p><span>за счет средств краевого бюджета – 816,7тыс. руб.втом числе по годам</span></p> <p><span>2018 год – 242,7тыс.рублей;</span></p> <p><span>2019 год –69,0 тыс. рублей;</span></p> <p><span>2020 год – 105,0 тыс. рублей;</span></p> <p><span>2021 год – 100,0 тыс. рублей;</span></p> <p><span>2022 год – 100,0 тыс. рублей.</span></p> <p><span>2023 год – 100,0 тыс. рублей</span></p> <p><span>2024 год – 100,0 тыс. рублей</span></p> <p><span>за счет средств местных бюджетов –850,9тыс. рублей, в том числе по годам:</span></p> <p><span>2018 год – 163,0тыс.рублей;</span></p> <p><span>2019 год – 363,2 тыс. рублей;</span></p> <p><span>2020 год – 324,7 тыс. рублей;</span></p> <p><span>2021 год – 0,0 тыс. рублей;</span></p> <p><span>2022 год –0,0тыс. рублей.</span></p> <p><span>2023 год – 0,0 тыс. рублей</span></p> <p><span>2024 год – 0,0 тыс. рублей</span></p> <p><span>Объемы финансирования подлежат ежегодному уточнению в соответствии с законами о федеральном и краевом бюджетах на очередной финансовый год и на плановый период и решениями Змеиногорского городского совета депутатов о местном бюджете.</span></p> <p><span>Абзац 1 раздела 4. «Обоснование ресурсного обеспечения программы» изложить в следующей редакции:</span></p> <p><span>«</span>О<span>бщий объем финансирования Программы за счет всех источников финансирования составит 61 717,4тыс. рублей, из них:</span></p> <p><span>2018 год - 3 629,5 тыс рублей;</span></p> <p><span>2019 год – 7 263,2 тыс.рублей;</span></p> <p><span>2020 год – 10 824,7 тыс.рублей:</span></p> <p><span>2021 год – 10 000,0 тыс.рублей;</span></p> <p><span>2022 год – 10 000,0 тыс.рублей;</span></p> <p><span>2023 год – 10 000,0 тыс.рублей;</span></p> <p><span>2024 год – 10 000,0 тыс.рублей.</span></p> <p><span>За счет средств федерального бюджета – 60 049,8 тыс. руб.втом числе по годам</span></p> <p><span>2018 год – 3223,8тыс.рублей;</span></p> <p><span>2019 год – 6831,0 тыс. рублей;</span></p> <p><span>2020 год – 10395,0 тыс. рублей;</span></p> <p><span>2021 год – 9900,0 тыс. рублей;</span></p> <p><span>2022 год – 9900,0 тыс. рублей.</span></p> <p><span>2023 год – 9900,0 тыс. рублей</span></p> <p><span>2024 год – 9900,0 тыс. рублей</span></p> <p><span>за счет средств краевого бюджета – 816,7 тыс. руб.втом числе по годам</span></p> <p><span>2018 год – 242,7тыс.рублей;</span></p> <p><span>2019 год –69,0 тыс. рублей;</span></p> <p><span>2020 год – 105,0 тыс. рублей;</span></p> <p><span>2021 год – 100,0 тыс. рублей;</span></p> <p><span>2022 год – 100,0 тыс. рублей.</span></p> <p><span>2023 год – 100,0 тыс. рублей</span></p> <p><span>2024 год – 100,0 тыс. рублей</span></p> <p><span>за счет средств местных бюджетов –850,9тыс. рублей, в том числе по годам:</span></p> <p><span>2018 год – 163,0тыс.рублей;</span></p> <p><span>2019 год – 363,2 тыс. рублей;</span></p> <p><span>2020 год – 324,7 тыс. рублей;</span></p> <p><span>2021 год – 0,0 тыс. рублей;</span></p> <p><span>2022 год –0,0тыс. рублей.</span></p> <p><span>2023 год – 0,0 тыс. рублей</span></p> <p><span>2024 год – 0,0 тыс. рублей</span></p> <p><span>Объемы финансирования подлежат ежегодному уточнению в соответствии с законами о федеральном и краевом бюджетах на очередной финансовый год и на плановый период и решениями Змеиногорского городского совета депутатов о местном бюджете.</span></p> <p><span>1.2 приложение №6 План основных мероприятий по реализации муниципальной программы «Формирование современной городской среды муниципального образования город Змеиногорск Змеиногорского района Алтайского края на 2018-2024годы» изложить в новой редакции согласно приложению № 1.</span></p> <p><span> </span></p> <p><span> 2. Обнародовать настоящее постановление на официальном сайте Администрации города Змеиногорска Змеиногорского района.</span></p> <p><span> </span></p> <p><span> </span></p> <p><span>Глава Администрации города Змеиногорска Е.А. Кузнецов</span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p> </p> <p> </p> <p> </p> <p> </p> <p>Исп. Раченкова А.В.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><span>Приложение №1</span></p> <p><span>к постановлению Администрации города</span></p> <p><span>ЗмеиногорскаЗмеиногорскогорайона </span></p> <p><span>Алтайского краяот _______№_____</span></p> <p><span> </span></p> <p><span>Приложение № 6 к</span></p> <p><span> муниципальной программе</span></p> <p><span> «Формирование современной </span></p> <p><span> городской среды </span></p> <p><strong> </strong><span>муниципального образования</span></p> <p><span>город Змеиногорск Змеиногорского</span></p> <p><span>района Алтайского края</span></p> <p><span> на 2018-2024 годы»</span></p> <h3><span>ПЛАН ОСНОВНЫХ МЕРОПРИЯТИЙ</span></h3> <p><strong><span>по реализации муниципальной программы «Формирование современной городской среды </span></strong></p> <p><strong><span>на 2018 - 2024 годы» на территории муниципального образования город Змеиногорск </span></strong></p> <p><strong><span> </span></strong></p> <table border="0" rules="all"> <tbody> <tr> <td> <p><strong><span>№ п/п</span></strong></p> </td> <td> <p><strong><span>Наименование</span></strong></p> <p><strong><span>мероприятия</span></strong></p> </td> <td> <p><strong><span>Источники</span></strong></p> <p><strong><span>финансиро-вания</span></strong></p> </td> <td> <p><strong><span>Суммарасходоввсего (руб.)</span></strong></p> </td> <td colspan="8"> <p><strong><span>в том числе по годам реализации муниципальной программы</span></strong></p> <p><span> </span></p> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span>2018</span></strong></p> </td> <td> <p><strong><span>2019</span></strong></p> </td> <td> <p><strong><span>2020</span></strong></p> </td> <td> <p><strong><span>2021</span></strong></p> </td> <td> <p><strong><span>2022</span></strong></p> </td> <td> <p><strong><span>2023</span></strong></p> </td> <td> <p><strong><span>2024</span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td rowspan="5"> <p><span>1. </span></p> </td> <td rowspan="5"> <p><strong><span>Цель 1. С</span><span>оздание максимально благоприятных, </span><span>комфортных</span><span> и безопасных условий проживания населения города Змеиногорска.</span></strong></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>2699190,00</span></p> </td> <td> <p><span>2699190,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td> <p><span>Муниципальный бюджет</span></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> <td> <p><strong><span> </span></strong></p> </td> </tr> <tr> <td rowspan="5"> <p><span>2.</span></p> </td> <td rowspan="5"> <p><span>Задача 1. Выполнение комплекса работ по благоустройству дворовых территорий многоквартирных домов на территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>2699190,00</span></p> </td> <td> <p><span>2699190,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальный бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>3.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие1.1.</span></p> <p><span>Подготовка проектно-сметной документации, оценка проектно сметной документации и проведение технического надзора в целях качественного благоустройства дворовых территорий муниципального образования город Змеиногорск Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>56130,00</span></p> </td> <td> <p><span>56130,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>4.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие 1.2.</span></p> <p><span>Благоустройство дворовых территорий многоквартирных домов муниципального образования город Змеиногорск Змеиногорского</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>2643060,00</span></p> </td> <td> <p><span>2643060,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>5.</span></p> </td> <td rowspan="5"> <p><strong><span>Цель 2. Р</span><span>азвитие и обустройство мест массового отдыха населения</span><span> </span><span>города Змеиногорска</span><span>.</span></strong></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>4920000,00</span></p> </td> <td> <p><span>920000,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>4000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>6.</span></p> </td> <td rowspan="5"> <p><span>Задача 2. Выполнение комплекса работ по благоустройству общественной территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края (Городской парк имени 60 лет ВЛКСМ)</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>4920000,00</span></p> </td> <td> <p><span>920000,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>4000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>7.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие 2.1.</span></p> <p><strong> </strong><span>Подготовка проектно-сметной документации, оценка проектно сметной документации и проведение технического надзора в целях качественного благоустройства общественной территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края (Городской парк имени 60 лет ВЛКСМ)</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p>х</p> </td> <td> <p>х</p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>8.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие 2.2.</span></p> <p><span>Благоустройство общественной территории муниципального образования город Змеиногорск Змеиногорского района Алтайского края (Городской парк имени 60 лет ВЛКСМ)</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>4920000,00</span></p> </td> <td> <p><span>920000,00</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>4000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>3960000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>40000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>9.</span></p> </td> <td rowspan="5"> <p><strong><span>Цель 3. Р</span><span>азвитие и обустройство мест массового отдыха населения</span><span> </span><span>города Змеиногорска</span><span>.</span></strong></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>24087899,25</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>7263157,90</span></p> </td> <td> <p><span>10824741,35</span></p> </td> <td> <p><span>6000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>23165999,29</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>6831000,00</span></p> </td> <td> <p><span>10394999,29</span></p> </td> <td> <p><span>5940000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>233999,82</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>69000,00</span></p> </td> <td> <p><span>104999,82</span></p> </td> <td> <p><span>60000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span>687900,14</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>363157,90</span></p> </td> <td> <p><span>324742,24</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>10.</span></p> </td> <td rowspan="5"> <p><strong> </strong><span>Задача 3. Выполнение комплекса работ по благоустройству общественных территорий муниципального образования город Змеиногорск Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>24087899,25</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>7263157,90</span></p> </td> <td> <p><span>10824741,35</span></p> </td> <td> <p><span>6000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>23165999,29</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>6831000,00</span></p> </td> <td> <p><span>10394999,29</span></p> </td> <td> <p><span>5940000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>233999,82</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>69000,00</span></p> </td> <td> <p><span>104999,82</span></p> </td> <td> <p><span>60000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span>687900,14</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>363157,90</span></p> </td> <td> <p><span>324742,24</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>11.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие 3.1.</span></p> <p><strong> </strong><span>Подготовка проектно-сметной документации, оценка проектно сметной документации и проведение технического надзора в целях качественного благоустройства общественных территорий муниципального образования город Змеиногорск Змеиногорского района Алтайского края</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>100000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>100000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>94000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>94000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>1000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>1000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span>5000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>5000</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="5"> <p><span>12.</span></p> </td> <td rowspan="5"> <p><span>Мероприятие 3.2.</span></p> <p><strong> </strong><span>Благоустройство общественной территории муниципального образования город Змеиногорск Змеиногорскогорайона Алтайского края</span></p> </td> <td> <p><span>Итого:</span></p> </td> <td> <p><span>23987899,25</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>7163157,90</span></p> </td> <td> <p><span>10824741,35</span></p> </td> <td> <p><span>6000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>в т. ч.</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральный бюджет</span></p> </td> <td> <p><span>23068367,79</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>6733368,5</span></p> </td> <td> <p><span>10394999,29</span></p> </td> <td> <p><span>5940000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой бюджет</span></p> </td> <td> <p><span>266631,32</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>71631,5</span></p> </td> <td> <p><span>104999,82</span></p> </td> <td> <p><span>60000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальны</span><span>й бюджет</span></p> </td> <td> <p><span>682900,14</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span>358157,90</span></p> </td> <td> <p><span>324742,24</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td rowspan="4"> <p><span>13.</span></p> </td> <td rowspan="4"> <p><strong><span> </span></strong></p> <p><strong><span>ИТОГО ОБЪЕМ ФИНАНСОВЫХ РЕСУРСОВ:</span></strong></p> </td> <td> <p><span> Всего:</span></p> </td> <td> <p><span>31707089,25</span></p> </td> <td> <p><span>3619190,00</span></p> </td> <td> <p><span>7263157,90</span></p> </td> <td> <p><span>10824741,35</span></p> </td> <td> <p><span>10000000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Федеральныйбюджет</span></p> </td> <td> <p><span>30340235,31</span></p> </td> <td> <p><span>3214236,42</span></p> </td> <td> <p><span>6831000,00</span></p> </td> <td> <p><span>10394999,29</span></p> </td> <td> <p><span>9900000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Краевой</span><span>бюджет</span></p> </td> <td> <p><span>515931,60</span></p> </td> <td> <p><span>241931,78</span></p> </td> <td> <p><span>69000,00</span></p> </td> <td> <p><span>104999,82</span></p> </td> <td> <p><span>100000,00</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> <tr> <td> <p><span>Муниципальныйбюджет</span></p> </td> <td> <p><span>850921,94</span></p> </td> <td> <p><span>163021,80</span></p> </td> <td> <p><span>363157,90</span></p> </td> <td> <p><span>324742,24</span></p> </td> <td> <p><span>х</span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> <td> <p><span> </span></p> </td> </tr> </tbody> </table> <p> </p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span> </span></p> <p><span>Заместитель начальника отдела по финансам                                                                                                                                                                                       М.Н. Радченко</span></p> <p><span> </span></p> <p><span>Заместитель начальника отдела экономики                                                                                                                                                                                        Ю.А. Толкунова</span></p> <p> </p> <p> </p>