Toggle navigation

Как не переплачивать за коммунальные услуги. Оксана Грибова

Чтение книги онлайн.

Новинки Лучшее Рекомендации

Читать онлайн книгу Как не переплачивать за коммунальные услуги - Оксана Грибова страница 9

Как не переплачивать за коммунальные услуги - Оксана Грибова Сам себе юрист

Скачать книгу

Норматив и тарификация на воду, затраченную на одного человека прописанного в квартире, различается, в зависимости от региона и типа поставки воды.

      13

      * Все тарифы и цены действительны для города N.

      * Норматив и тарификация на воду, затраченную на одного человека прописанного в квартире, различается, в зависимости от региона и типа поставки воды.

      14

      * Все тарифы и цены действительны для города N.

      * Норматив и тарификация на воду, затраченную на одного человека прописанного в квартире, различается, в зависимости от региона и типа поставки воды.

iVBORw0KGgoAAAANSUhEUgAAAgMAAADcCAIAAABiTjXTAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAa70lEQVR42u2dzXXqzBJFv7QcB0k4BlJwBDeCmwABEABzjz33lDGvFmfdWvWqW60WyNAyew+8sBD6PdWn+kfq//4DAAC4AAwAUgR4VujhBIATAOAEhB/gBAA4ARcCcAIAnAAAJ4BBOZ/Pp9Npt9txKX6VE3x9fe33+/f3d9v129vb/op3X9vn4/HIvcEJngX6HMcADoeDboSuPNfkd9YJ7B57UDGQCUa7++jzuX5slQBdc7sRZglmDFyW3+kEZvKfn59EGozpBOjzWXx/f1tt7M+fP3b9MYCXcAK75S8YaSZuL2JgZCd4TX1WFfvI3ZkH3NkE93T/UIxvxcae7wT5UMLBWPXw4+PDaoi2miUIf//+9ctqn22JrZw6kawK6U2K9vPYwhhbe225fdveRaqo+qZsHbUbpLZL9WjZctuObVPbT7/Vysp3fFOzh2EhoS28X4mbSmdU7iuuoI3bXny/nYddPeXZXSsYLKS10/Lib8IJ7tSn/U1Cihch3Z2b9Wl8XNGa9tcCIZ7F7J1S7Ehgih1fbsWZTsdWUHNNXME3Hm9xVNd7wP5Nh61t6uxMKjo7CxDtws7IfmUrRGXeecC+jn44da3S6TRuRLy8ci/7ylbWASisfOV08VOUGWlTsxpYGmKbdALdReXOKuLtnMt7FpNrv6x+v9M200/au0jSaWzZtOv/6nO0qLSy7UL78tPvOQyVKbNn1F7Bv5X6Fx32Dbu2s1BpKO2W92vTTtCpz5jbeqinRqepf/v1Gb/SmlZ8LL1TKqmVFqgyFBvrVbj4PU21JW3c1nHzSwdsxxOzH9+UpKjI1cqHK/IGvw72byzd7jlg+5Xvy+5OOqrq6bRvRLq8OpcYcbakM6zKGGnvemmIDeoEpVjjwSir0u3U9YoZlvw8Kj6KoLPwau+i3wmU6/lvoxDTynbD7IP9VSdY/2GoVJo9IymjsUJMBvsP+7Zd67y8PN2cE6yiz1gKeKbS6QT9+pSo0tGm7u4pJ0j/qrjxwjF9KwHHFdLGtdyTjHKnOh0VwX7Y+qwLbkKSj7oUU+Z0zwHbv7qqOjD/1q9e9XTaNyL+xM9r6l4sdYL2rpeG2CadwE5+6vIp0rwtSG5v98yXdBZe7V30O4ESjal4jivbavGs+w+jxwm8HWnWCTyt6Dzs23b9u52gX59+idKSWSfo12caYamSdOrKp00pW3fH0kH6v9VTiytUb6vXfsriRmVr2ojiQuVd2cqUXOSeA/ZbkIp+b7mqnk77RsSfpGNz+5+ysVknaO/6NziBHW5soav2yFkRb+v44O50d93PvYK5NI1t72KRE2ihpzNTgWdCqd6n2cOYdQK1O6vmO3XKCoNU0e457Nt2nQq+bTnBKvpUoMp31f+8yAn69Zn6SFNh2r6zqrv4kxOzFev2xqvrlPXRxiMCDSfQXu45YK+5pr5Dv9dTKm3ciPiTVDT73j2RX+oE7V0vDbERncDOIfYglZHmVm8FTfXu+n01KdimbP2lTtDeRdUJpJ50SywIdb8V81OBp9+WgyJmD8OkoC1PnZGdvjqgplbwHmN1ZN1w2FMB0Ni1l6exr3srTrCiPpXMqoaxyAn69Xn590CcUHmUyhfvl063sv3c1uOdoGxmTE5wzwFXD6w8yHQ67RsRL295bGmPS51gVgOLQmwUJ7ASzY/SAsP7cMpIS/d+KtJ8uXqEFjnB7C766wSea8+mYKo1x2aHnsPw/LShQhlM+5Q9S1UNvf+wb9u1av0a2LCJOsHq+vRKgJKVRU6wSJ/fV1Lp4/3/7TtbprE9BWu7RWK2dUiJfBr7p2GXZVN7ah2654DVerPICWZvRFlfKZ3Az3SRE/RoYFGIDeEEPnpSjwvGprQy0mZb/O3MVR2Ol36RE8zuot8J+ptlvWjwmkHjMOwELWxM/Z6fTp2Rt/vPVoPK/KizNfmGXaeTHdwJfkifqXGg3wn69ek9/24GfiI9d9Zz8Ni+5PWhqfs+1R0dD6nRY5w6+aR2XXPPV1KPsRem9xyw20ys8Nkx+L6msvLOUsUH86Sm/KkwaTvB7K6XhtgQTuCnYfe7fHIkRZrfMCsKNSrZm/NsOzp/3UutWU1LZzs5G7tY5AQuTTVS+XaqibyXv7OH4UMmbKFEf+coUo+x1HbRc9hLd23nta1RpD+qz6mRNo1/+/XpR65S1dsTpsbDlGOgvbQ6X7E9lr2UaePt5hSvFkyNIlW578dpG48PHKSLplGkvos7D9g7kLWCrR+H/JenM3sjUohVR5H69hc5QXvXN4TYEE7gxVAaEmvnU33Dl5RkItD91jpl1dK+Uv7VeGqj+jBUexcpwWk/ZuW/Va+1l+DlUUUdezI+dRjeB6sLMntGPU+WaZi2YqDzsG97ssxtRgc//pNlP6RP/ausM12E+G9sUVmqTx+7pbscByhfFj4DqKbLmC97UWXLe56rSg0X8cmytIJeMOdjbdNzZ/7b6pNlNx+w59q6CHrQcvZ0GjfC/qr3xQeD6Nj8KT9/Yq4M4dhnkx4tnC0cbguxUfoJ9AT20qP8ffS/bcKuVWz/3RZLD/7p/QTos6fZnQP+UTSgtvP41yofeKkWDARSpGDFCbwe+eDQwwkAJwCcYCwePAcGTgA4AUxS9r1xwL819HACwAkAcALCD3ACAJyACwE4AcCrOwEAALw6WCJQJwCgdQgAJwDACQBwAgCcAAAnAMAJAHACAJwAACcAwAlelsPh8PHxodfJppd++NuhI9WXA9tG4kSpf6/o/bQPfpEITgD3UGo+Td3To3le9oATbM8G/OV/ioFYcOs9sX//n8bLYMtp+fTqf8wAJ9iQEyTNp/kDZjWv+QO2+051nOAVMRHHlMcUHP/VFJKLLmv5Utm0C8AJRqad6/RoXhNYxim7AScYHZ8S2kvteFmqDUE3OAGXGifYkBPcr/nqQsAJxuX7ylSpvTSvmXICogIn2Ar3a546AU7wG6oIPo/o5dri+fn5qdbSw+EwW2ue7SdQ/5tmKNUHvVQdOaK9QTDNn04nab5nptXZfoKkeX27tOYBOMHjUI9xnBNcUXH5Nwf3rIJ9pmyh+aljh5snSnEMEtkTUhwH7yK2olwzy6dJ4Xs0H3OmUvPKrrjUOMGgSPeNFWYHAqX8yBRvYWBLvNs5JkoeDIyyQIpj0tPOkzRv0ZH8A83jBFvCSvnZ9Mfkq6HT/TVlGUw5qG7quQScAEZLj0y9/U6gCnQag4fmcYJtYMW0qbknT2kPiqh+q5pEbHQiKnCCrTA78q2qeT1xlroZ0DxOMDSWwlj+Un1uIHmD6gSm8kVRoe6HFANEBU4wbFaU6gTtJtOq5tU/nB5JQ/M4wdCkh+Ndvh8fH6lerOy+8chlIyqoE+AE45M0r9SnZ5REWqgRcSm7QvM4wbhYgm9l9Okf6i3wr2I2ZFUHU3yjQnCZGFtNmylOsCEnSM/Yd44dKhOmMlLQPE4wKJJsIso6vn3FgqQxaqj6Ni77oJHUMZYsz4rPE6BFnGAcTKhR8Em6PZo3VVsEpRpw1Hz6CnACAJwAACcAwAkAcAIAnAAAJwDACQBwAkCOSBEAJwDkyEUAeJoTAADAq4MlAnUCAFqHAHACAJwAACcAwAkAcAIAnAAAJwDACQBwAgCcAL6+vt7f39NMHafTSS9ltL+NmQmq72Xc7Xb2ufEGU8AJBowCk/qfK+135TY0X533CXCCbWABkCaisc9vb296Ma9mZ22YwWX6Xe2YAU6wFRuIIpcfzN67pHn7STlxN+AEm4mBciaNNDVNmrumJyq0kfavACkOgqXzUcAKiqXZj35leRXXEyfYZIUgldefn59lFaGcp7vHCbjUOMFWbkQS8A3z9E0tBJxgdKxwt/qs5TKxTqBZlmKLZ7Xe0OMERAVOsF0naKuXOgFO8Huw2sDxeFSbfqwllJeoLfHZfgKftNI/aO5v5IgIh3WC9t2Z7SdImte3zNuKEwyHFdOq/0qs7RhoV3v1rc8Ea7rf7/exfcldJNYtyJ6Q4iCUNYBOJ0iaj93FpeatCo4T4ARjcT6fTbgaHbSWE/i/pngLA1viTUwxUfJgYJQFUhwEVWE9d9FQokV1Asur3q8optA8TrANTJreA5ycYJXWocu16akcVNfub8AJ4IlmoDacwxX7vLSfQOOty/FyaB4nGBTzANN6dIV4TfRvLMFv6zFWnhV3RFTgBBu6NVZpXuQEl2tXQTnKDs3jBIOih4djE6fEqlJ7rVGk+lWKAaICJ9hEqlQmMT2aVxaVHkRA8zjBNkh1gstKT5Zps9QJcILxSQrX2yNm7121RTSNwEbzOMGGneD+t02oz402U5xgK7Vkvxcm3TjYoV/zag4tn0dD8zjB6Hx/f3vrkPrKohno7Vo3vIHOPmgktY+j8H35IGsuPk4wDibUjyt641DbBqqaVw9zqgFHzbfbmgAnAJwAAHACwAkAACcAnAAAcALACQAAJwCcAABwAsAJAAAnAJwAAB7lBAAA8OpgiUCdAIDWIQCcAAAnAMAJAHACAJwAACcAwAkAcILX5nA4aNYavYUxvjr0dDr5V0vfRbrb7ezz8XjkCuMEm4iC8uW4X19frv+2mBshMPtqa8AJno9m5/DSP75F/f75CfSudswAJxgck7dJNzmBZtfwcrxHzGUIWHyV83gDTjAWJusk0yjlVeYssyXtXwFSHCEfKmeS0cQ1MTqq0y61Q0Czf9umuMg4wbiYapNGLetXErTWPMa2hEuNEwxuA5pJJjnBfr9Pgp8VczUEqgsBJxiF9oTdio3YxKnspjHR2JQTEAY4wbCcrlxqs0uez+eU99zgBNQJcILRUVk/lePHOV3jhWtoerafwCet9A+aMhM5EpMj3IXZ6VTVG7zICVI/QQoBfcs0rjjBM1Hl9/APK+Lj3MLV9Kddz9W3f/9hW7NdxPYld5EYdaRLSHETTtDfY5xCIPY0lCFgqRhOgBM8E5X1af56F+jNTuD/msRN97bEm5hiZuTqZ1gFUhzfCTR2bjZrSSFgtvF+xcfmEQI4waBOkBaaak3xl5Vah3yDSes9NXGcAMZxAtWY46M2nSEgCylHHBECOMEoVMt6twc1ZcYS/LYeY9WpU780YYATbMgJ0jM3i5zg8m+IauqQIwRwglFQGZ0egHQnWGsUaWxxIgxwgs05gR4e7t9IGQJKqtJTmYQATjAKyvFTtq5mTXeF+58sUxhQJ8AJtugEpQ0sfcxeMVWmXIQATjBWtcCE69Ve5e+u9fvfNqHn9WkkxQm26AQaUHcKKF4WhYBq3mWtghDACcbieDzqHVsm1vI1c/avXqd1wxvo7IOGpcYG1u/v7/g8AdcfJ3g6Er9rUjpXjblkygmqIWAbtPVThTiGwNRznYATAE4AADgB4AQAgBMATgAAOAHgBACAEwBOAAA4AeAEAIATAE4AAD/sBAAA8OpgiUCdAIDWIQCcAAAnAMAJAHACAJwAACcAwAkAcAIAnAAAJ3hBNCtZic9UrOkKEo15ndIreXe7nX0+Ho8IDicYH9Nwqe0yBKYma2qEQJqjBnCCsTCVm1L//j8mdBeuraCpCyJpbvp0WavTdGAGOMHgnM9nxUIZIykElk7WZPbw9vbWiBrACZ6fBKVJuu1frxBcrjN4LEpnqvN42JL2nJeAFJ+O0vnSCdqpT08IaMabGFaAE4xOSnmWzik25QRcapxgcBvQJGJVJ7g/BBoznQFOMGIFOSXvSxOZKScgDHCCYdEExZeJiYXvDwHqBDjBxlCXV8qVPj8/1Txq385Wk2f7CXyqWP9gf7kRXIFB7kLpBBYC5hMKAYuFG5wg9ROkENC3TOiNEwyEKTj1hikMVF2wMn1WsgqD2Pm83+/jNj0zilFHuoQUh3UCby+1ovz9Supa6wmBmEKVIaBki+uPE4xSIbCCfnad9kCglBCZxE33tsS7nWNm5OpnWAVSHNYJIj3tPCkELFiSfxACOMHoFQJLXtrrmF41Vrq/amxYGJSj6GajDieA0ZzAxdzvBKpP20/K4XOEAE4wHHp8xlL+ngvX6P6tfquaRNo4YYATbNEJZgfCVUNAQ1RTNwMhgBMMh6X5djXKR2ZSIq86QepVng0D2UwSPWGAE2zCCVIIqKlnqROofzjFFyGAE4yFyncjPUT28fGRKsLK7hvPWDbCgDoBTrA5J0ghoEjpGTSRFmqAXIovQgAnGAvl7GXrp+X+Mf3R4/iNCsFlYjA1jaQ4wXadIEpXY4F6xg6V+VMZOIQATjBcncAK62oRH1+3YlHRGDVUff2WfdDQ6Rg8trv4PAHXHyd4OqZDqVea9Fqv6TbqPym5JwRsg2YMqUIcQ6Cncw5wAsAJAAAnAJwAAHACwAkAACcAnAAAcALACQAAJwCcAABwAsAJAOAHnAAAAF4dLBGoEwDQOgSAEwDgBAA4AQBOAIATAOAEADgBAE7wehwOh+qrQE+nk167aH/LqQja38aNl+9l1ASZjRea4gTweL6+vlzSVX3er/k0MwHgBKOgyQZKJzChv7296dW7mn81Sr/9bfUqV9/VjhngBOPYgMnYS+pSn/dr3uyhnMcbcIIhUPJSOkGaiyZNVtP+ticqtJH2r3ACeBiW5tvFj8V0mljpfs2bzdhC2xFXGycYzgY0UUZygs/PzzQ5paYz00zc7W8XOQEFH04wCJrBO2o46nMtzVcXAk7wTE5XLrXJ82QPsU1T6YxWa3+7yAmICpxgEM7ncyrWoxOsonnqBDjB6JegnLW1vCYu4va3nVGR2mF9vkD/oLm/cQJ44r2wikJPRHRqPvUTJM3rW6ZxxQkGcoJqu40ru/1tIyp8JljTvcVYrGt7RMWDecHsCScYhJSprKX52A9Rat4qJTgBTvD7ncD/NcVbGNgSr27HRMkP5gVHWeAEI6ChQTERuV/zZirvVzT6CM3jBBtwgge0DhkWFeWgunbbK04AD8CUHIvstTQvgylHHL245nGCcZ1AbZexjC57jKe+7XcCVcDtL1GBE4yDhodGG1hR8xq0nbqmcQKcYFAneMwoUv0q7RonICafiB4PLpevpXk5SnokDSfACQZ1gstDnixTVFAnwAmGtYFYZK+ieY2IS++cwAlwgnGd4KffNqGH+2kzxQnGsQG9TcixJVG0a71hpaxz4AQ4wZMx/anhUuOak7LtX70/a+oNdI1vU56V3sZlH7TH2Br7/f0dnyfACeBhqNG/JBXl92jeVG1bSzXgqPn0FeAE8NJy5CIA4ASAEwAATgA4AQDgBIATAABOADgBAOAEgBMAAE4AOAEAPNQJAADg1cESgToBAK1DADgBAE4AgBMA4AQAOAEATgCAEwDgBAA4AQBO8GocDofqW6D1xvY/f/7sdrvj8Zi+PZ1O9u1tb+i1DdrncpuAEzyRr68vl3RbnybpxkukG5pPc9QATjAK5/PZNFo6QZymQxP1xcBYa9YOzAAnGMcGTMZeUjf0qckM2hOWVTVv9mC7iJMhA04wCkpeqrNXRq2n+cVWmckv7QJwgidi9YA0Z311Tj2t6WnQIs3LQuznXG2cYDgb0JRJpROY1qOO7bNfpbVm947bBJzguez3+6Thqj5VmvfUZauary4EnOCZaLLWy8Q0qt9XqlEh84gtngqPxpSTU05AVOAEg2A5fkplqk6gnjMLjdnJJqkT4ATbuwSz8wZbFcGSpliPLjfSkPhsP4FPX+wf7O8L3hecYKh74Zr35EntRRYOsyEz20+QN

Скачать книгу


e-mail: [email protected]

Яндекс.Метрика