Приложение Г
Основные технологические показатели Березовской площади Ромашкинского месторождения.
год
| Qн текущ., тыс.тонн
| Qжидк текущ.,
тыс.тонн
| Обв-ть, %
| зак-ка, м3
| компенс.%
| Рпл., атм.
| qн,т/с
| qжидк, т/с
| 1952
| 1
| 1
| 0
| 0
| 0
|
| 10,6
| 11,4
| 1953
| 5
| 5
| 0
| 0
| 0
|
| 13,7
| 12,9
| 1954
| 31
| 31
| 0
| 0
| 0
|
| 60,6
| 60,9
| 1955
| 123
| 123
| 0
| 0
| 0
|
| 55,8
| 55,8
| 1956
| 144
| 144
| 0
| 0
| 0
|
| 40,7
| 40,9
| 1957
| 210
| 210
| 0
| 0
| 0
|
| 52,2
| 52,3
| 1958
| 199
| 199
| 0
| 0
| 0
|
| 55,9
| 55,8
| 1959
| 159
| 159
| 0
| 0
| 0
|
| 47,9
| 47,8
| 1960
| 123
| 124
| 0,8
| 0
| 0
|
| 47,9
| 48,2
| 1961
| 133
| 133
| 0
| 0
| 0
|
| 45,6
| 45,7
| 1962
| 164
| 164
| 0
| 27
| 16
|
| 46
| 46,2
| 1963
| 254
| 254
| 0
| 386
| 152
|
| 37,1
| 38
| 1964
| 436
| 445
| 2,0
| 650
| 146
|
| 34
| 35,1
| 1965
| 658
| 690
| 4,6
| 886
| 128
|
| 30,7
| 32,8
| 1966
| 1328
| 1385
| 4,1
| 2697
| 195
|
| 20,1
| 21,3
| 1967
| 2787
| 3062
| 9,0
| 5160
| 169
|
| 31
| 33,8
| 1968
| 3809
| 4345
| 12,3
| 7252
| 167
|
| 30,1
| 34,7
| 1969
| 4263
| 4929
| 13,5
| 7661
| 155
|
| 35,1
| 40,8
| 1970
| 4534
| 5251
| 13,7
| 8080
| 154
|
| 47,8
| 56,1
| 1971
| 4573
| 5314
| 13,9
| 8812
| 166
|
| 47,2
| 56,8
| 1972
| 4578
| 5834
| 21,5
| 8754
| 150
|
| 40,7
| 53,1
| 1973
| 4473
| 5828
| 23,2
| 8092
| 139
|
| 40,8
| 54
| 1974
| 4470
| 6275
| 28,8
| 8724
| 139
| 154
| 39
| 56
| 1975
| 4528
| 6911
| 34,5
| 9367
| 136
| 157,5
| 39,1
| 63,1
| 1976
| 4255
| 7092
| 40,0
| 9581
| 135
| 159,5
| 33
| 55
| 1977
| 3980
| 6787
| 41,4
| 9289
| 137
| 157,3
| 32,1
| 56,8
| 1978
| 3677
| 7290
| 49,6
| 8917
| 122
| 148,9
| 27,1
| 57
| 1979
| 3357
| 7841
| 57,2
| 9550
| 122
| 143,8
| 24,1
| 61
| 1980
| 3110
| 8162
| 61,9
| 10500
| 129
| 143,7
| 20,4
| 56,5
| 1981
| 2783
| 8183
| 66,0
| 10282
| 126
| 146,6
| 18
| 55
| 1982
| 2493
| 8233
| 69,8
| 9930
| 121
| 147,6
| 15,1
| 54,5
| 1983
| 2170
| 8169
| 73,5
| 9761
| 119
| 143
| 13,1
| 51,2
| 1984
| 1896
| 8393
| 77,4
| 9634
| 115
| 145,6
| 10,4
| 51,4
| 1985
| 1649
| 8522
| 80,7
| 10007
| 117
| 150,1
| 9
| 49,9
| 1986
| 1405
| 7703
| 81,8
| 9410
| 122
| 154,1
| 7,2
| 37,3
| 1987
| 1240
| 6321
| 80,4
| 7757
| 119
| 149,3
| 6,5
| 32,6
| 1988
| 1131
| 5806
| 80,5
| 6525
| 112
| 154,4
| 6,1
| 31,4
| 1989
| 1014
| 5031
| 79,8
| 5734
| 114
| 152
| 5,3
| 25,4
| 1990
| 962
| 4559
| 78,9
| 5327
| 115
| 156,4
| 4,8
| 24,5
| 1991
| 933
| 4588
| 79,7
| 5042
| 108
| 152,6
| 5,3
| 28
| 1992
| 851
| 4119
| 79,3
| 4539
| 106
| 154
| 4,7
| 24,7
| 1993
| 763
| 3944
| 80,7
| 4623
| 112
| 154,7
| 5,6
| 31,6
| 1994
| 724
| 3577
| 79,8
| 4285
| 113
| 158
| 7,2
| 34,6
| 1995
| 728
| 3151
| 76,9
| 3685
| 110
| 153,9
| 7
| 29,8
| 1996
| 737
| 2922
| 74,8
| 3646
| 113
| 161,6
| 6,4
| 24,9
| 1997
| 765
| 2725
| 71,9
| 3256
| 104
| 157,8
| 6,7
| 22,4
| 1998
| 754
| 2745
| 72,5
| 3438
| 118
| 158,3
| 6,2
| 26
| 1999
| 743
| 2845
| 73,9
| 3454
| 115
| 153,8
| 5,3
| 22,4
| 2000
| 738
| 3044
| 75,8
| 3559
| 112
| 148,7
| 4,8
| 20,2
| Продолжение таблицы Г1
год
| Qн текущ., тыс.тонн
| Qжидк текущ.,
тыс.тонн
| Обв-ть, %
| зак-ка, м3
| компенс.%
| Рпл., атм.
| qн,т/с
| qжидк, т/с
| 2001
| 743
| 3073
| 75,8
| 3753
| 117
| 144,4
| 4,8
| 22
| 2002
| 737
| 3194
| 76,9
| 3822
| 117
| 145,5
| 5,15
| 22,7
| 2003
| 736
| 3232
| 77,2
| 3585
| 108
| 145,7
| 5,5
| 25,9
| 2004
| 743,46
| 3473
| 78,6
| 3782
| 107
| 150,9
| 6
| 28
| 2005
| 746,4
| 3568
| 79,1
| 4052
| 112
| 153,2
| 5,8
| 29,4
| 2006
| 731,5
| 3504
| 79,1
| 4180
| 118
| 151,1
| 5,6
| 26,8
| 2007
| 733
| 3824
| 80,8
| 4394
| 115
| 152,6
| 5,5
| 30,8
| 2008
| 748
| 3805
| 80
| 4282
| 111
| 152,4
| 5,7
| 30
| 2009
| 731,411
| 3805,96
| 80,8
| 3885,4
| 101,8
| 148,8
| 5,4
| 28,3
| 2010
| 716,691
| 3819,14
| 81,2
| 3886,85
| 101,6
| 148,9
| 5,7
| 30,2
| 2011
| 668
| 3774
| 82,3
| 4108
| 108,9
| 153,2
| 4,9
| 27,9
| 2012
| 668
| 3547
| 81,2
| 3808
| 106,6
| 152,3
| 4,9
| 26,1
| 2013
| 658,537
| 3521,71
| 81,3
| 3768,21
| 106,255
| 151,5
| 4,9
| 26
| 2014
| 649,822
| 3518,68
| 81,5
| 3741,28
| 105,9
| 151,5
| 5
| 26,5
| 2015
| 649,979
| 3679,83
| 82,3
| 3963,16
| 107
| 149
| 5
| 27
| Приложение Д
Штанговая скважинная насосная установка
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAboAAAFbBAMAAABRwVaRAAAAMFBMVEXo6OgrKyusrKyHh4dZWVnMzMwAAAD///////////////////////////////////+YNKu5AAArfklEQVR4nN1dy2OiPBDXVuVaWsVrqy1e10fhWqsLV/tQrkVp9hoVln//m0lAeUQF1K/bznZbVIT8mMwzk6Tki4gqN5bwg29GJeG7L4TYv/7nlpyDhOgouboYkh/APiG6si359J7Yj9L/3JpTkwgdVa7wD7Cvbv2/rTk1idCticT+Ivu+XvpKYtWQ7buC917m4dGFTEZW8YsfT1R6J0qn8NcF6Khibo/vifNQ+OLHk9YxbNIp/HUBupVtRV5dKmQkFb78keQSaVpxin9fgK68iL30BkT+KunTHP9CaRb/vgCddpV4A9lnFb/FEfSy8A1yxK0F6BQ9+Y539yXK882vffiXR4idAN0KTHmKLof/P/sqdV9t+j4RNCcrpdG5QimmXeJ0it+mAK1ky1c695LoYWelNLrap/BEWleOuU9u8oa/wN/1He8IlSlApyaVCqdVc6VcH3GjbEQvWq1Wr3cL4Bpwz8XKefk44nJpdIYpPHHdBA+tc8SdshA1CCP7VxefpPu5IseozDQ6qujC+94trLStODV59tAx8J/NnMFlkw6O0tVpdOKHdUfIQnLnoo9OSJ6z/Kg1Z+aMC5snHXm9FLqVUIrXZCgTkx6jnTORs2zOmrNr5USdJIVuLURXm6+bd3Nwak9z111EAV25OSOkeZrrpdAtF6LTNH3dXNn+zDzNXXfRmvXM2qK8eJ1S6fjrpdGJzB0lD2+NKXlE3yE/UVoKqS2ggTys4w+QYrufy4/yh4uK8xhDF1AKXVmErkwCaoqu4U0jdN8fjQfsZzwejJFGimwDkQMkKwDPdufAvaul0+6PZen06GZi3k0uP0rGbdnph0+8N2JPmz3x3U1WbKIQQKbYMoIdjJB6UxFJFC2C+1m7At6hCVesM6Brik4zLLDmilSLNd0O0NXler3fQ2q3W71WQI+l6a1fon7YKdl1hLj6g15/0B8Bw8e2C9hqV+4fds/To9OE6NTmugnutXolUUo3TxtFCqiEckV9afXaemi9tQBhO0DYg8P2kBF/EIe6p+1+IO+WyDv1DOiMpiiR5Nrta+PKN5Bd9VFA0Ndk7HQEZGpP7+RSFaFRv9/vOgT/MOr12/12r1ctlaoh7xCddg50hFz56/o4oKft27ZFlZSkKeGZI/578Dp9gB9QJA/8iP9MU4/rj1CsZM678tW50NWND3/mBG02Qt9rZUB0vg5t4VbFJ6yS1+F/1ZY4jtqQ+0coVrL7B3lXOxvv9GVzGyds8PhuEwzDwWhk1eR/a48HXFL3M0S3fVKl0iXTmcuPv+findYBz3zjT6426FYdP4OrssJmUWmqjZyYWmwPGI34b+jBhk14n64PbVsBYgJMHPfz78fyT/lMWoUqgM7boFvHWGDoG8ud8jzux8zfYFbioOVGNWRzAmsIFhHEF0CPxvYa+BbYuzPwDoL9ZXPrSa/msc/srT5RRBBsmQQWEGh4A5qQ//TANIClwF/w4mFSitJrS261HuCJTab3tvsHeuafsjMYtc5gzakiLZvbxNE6qhzW3HyPxsCqceBogWHoP2z9jZXQB/cBQUBt+FIdSa6HrkDUmIC9A435UWMvzoAOebfccCzGu2VCqeB3tz5mf9ACF9MZhW4mipci5DDn8oYYujo3fWDvQGNelRe96jRlRU6ADnm3jRNivJs5A/QVx0PUALY8tPf7mEy+jNBwDh5fNzStXkiRy9pkGGZsZM678p/jkQnRMd5tMK2i6AyRiHHXA6nd7yHWRkyo6OEmGE/dTcYG7B3Ed8C945Eh5eGd0g/VgQRWfO1YyYt5pG4bYsnbTStb6m7sqgw6s4ncy3mRHZSDd4mMy8vv1MWWC9pY583punO/61Obv4j6KicgMe/sUFqGEU7Eu4soR6ya/rOv6Xnu7/U1p2f0++SZvZRfPmsftY9yM2xOnmulKYnOI36tud7qiqfNJ4lE5yz2ipPSoTe7ctk7aC0rTIIDdApTRXZk9PcoSqJbEQs6/VYrbD+Jp5O8tHjRe2ilPVaA8VKOFrgL6Jle0J+7LEWhED3HBfZQmnfWjk6vxe44E9x/qoz6i6k2r1bztADEubvNM4ZqK88VdlMKnS2J1fHaid7RuxGdo3T839CxczXAeyDmna+dSI0kSMA7sTrWzOirmS46R2361+hq5yHNJo48PtP4S5p34ihubcde9oUXWy6kazenRVCGqLwKDFBkKdIRyZ2oZ0aHfyRpx8U8pW4rB4Ly5Fds2pajqjkr0equVkRIJHdm+rSojVYVodBhjI0K/VcupYBBhWcoJO0aHKIs9xD0TBG6COsoWCTBhWgYD6CLnX2Qlg2aVavdvP5b6vYT0bsiuTNTZ0VZR58rIinxmH8ztJMezgEKoio3X39OU/VWxE0R75qps2YxUdRE46Eeg0xZp80xkj/jEid4oodIir2qZuZdSqvES1gEBS201b63WXbBYdkFu/WaOkdMqvnes7Lkow6R8H6Z5O4l1hVf0jp1nQ5cM3Y1wzKwjulMw55CdO0gF9cI3ovnb4x0S1xnNHhm41k2S0jDL4EfKrg9VUpKW7EtQyrU+kMkQnelsFS0EtrYOOtEA+tszIZRqC0FXrbIQHk2nAj3lHM0OQeJ0Om8mtUN3CMad5NEg7Puxr0JzXJGdCsynMM9xaUIx5PQV2GjntQIOmY5bgBUPX2VDe9oaJUF6EREh+TDXy/WZyoVScfm4EUzOVPD9iXqkkUi4tpyMEpnD2WWrZQzmjwK3rm7EA5nn4BSvqhi8cGnsF/6SdstSjOuFD7uiElzlgSU5UbGBqimXyanisWTlEZnuh+gnz0j7GOZSspL/qv8cO9IK8cqleeXIldtB8G9ak6sEvuElB7hMt05PM9Z2LPcrF6VzNypZxRCLzs6kASQ5COmHOyl9AjX1WpRa17aneC1kTE4oTLTnDdMgWZX8PggTjD8v4PSPfOD2u5CCTGJK20FBEoS0T3nRIcR0AkKU3ZQGt3cV17JpjtmZR2ig6CePrEGZ0cHvZluz75sZf5iJkqjc3xNH1rhzTObWUCHDupvdpR96K3cjJjGlXLi/EoaHZEiIZCaOSUABhnRPTF02YdNITjYmvLatcCHPYYE6DrbItNVLM23l9wt7+Y50IFB2Lpxqn5iBSNA19wqdDANWQkECNwOmpd3AGcbcRlODkOZhdLoup807B/CiRc7yL3y1Q7jHXWyo6OKFHFclaxRYVZKo6vYm0SDmuNm0L8QE8qpLPS0hYQ5iuBR4IjgqSqGQ0qjk4kUZPW9POPyS44O/TdZmFYTEmoU5pbTt2Gj1jzVuF1IAnRKk3LfUs3qCSMBILADlPMuM7rA3FXbsj3qqPrfrN/LSIIYAUIfNlvGyzUlk6NjvDOECV/xt/6AL/Y6VuR+CV1cNc8dM1Aa3YNmW2z6ZJnoOS5UNpmHguzWrMw8AKW8JmTckvCFJp86RBdYBKx+hk5J5VaebIfK0WHP1Cw3q/yguXNugxcv5MRKRYBuZMAjBOYtwXHMMa0J2gnoaE50aO6am1fCjOsxJKgKUH8R01dvUOpCwycdvpBmMSfgNzt0MzIBNco55ziks0aPGk7DWbEwITANQ1s/eCHVQm+YZY1UPeuwADN3nRzNzUlpdIR0PMUMKhxUbC3IvXnwQhpDx3hXM9cZA3pm7qzMjc1N6Z55C0Z5Zr/w9rE0dO3ppXPwQorFfH3UmX/NjPk+5kCfKVHLSJDxUy0ARXT+urJAtmQoipF5BgbHgFTTy5ifxOjuTIlaRumeOUZ2rTfDq90rSmzz8IVkltSUiVyXyVVW3ql6vEby1JRCp9Tj3iV9XtlGBgUP6LDoj1U1fmRNisWiuzOQINOeDF+WVxkUvCezjDy98WmOtBHEP6cqVhRSGl0niW5mZnAbMa3S9LncuX8yooNIMLvDXYREFsGKv6VZs8Q7AkJ0i1arVYf/958Z0aF4nnU6ZhpdL2mAjL6wgiPxvcV2kh44Apuk2l7aRHfnIsH4XXKWQ6Z8AKbE6mzsdfR6nzVtBBEvPae5E/EumYy8zLJ6DBg7lmJCvztz2qj2dF5zl0XuMhGmxDp+TnSq6Z9rXJKToJKqkOMHepIhQhEFdKqe5UvnNnciuSuEbs2TRpx39Yx6/tzmTuSJFeqZoCDYU2FjmhnTRmjuzjuD/VToAA4bqGJZBDlbZdTZzZ2oZxaaO1XTIxY8xrvd8cW5ozsRukkhdH9NZrlYXsUfpiZECens5u5kFgFiOowLPIYqY9oIzd2xdZn7KYlubfcL8U7rMLvM0anWOgu6s5u7FDrXRj2dn4K0CtX5i0y8AxNyXnMnQDcqtOYhT4kFBOiy9Dj53OYujU5c9XyQNCvSyWZ6Fnk6v7kT8K5USI0ZEu9kLJ1cy5QUO7+5E6ArpqTlQISYr1LLlBQ7v7k7Wc+Ufa4mmb0rmzRDYHN+cyfgXb8gunKEd1dZUg9nj+6EFqHI8wReMXS8+jRbUgw0yo7p6SejNLp2kecZVBoFddHZ0Gn6uc3dqeTOm+9Dl5wWxZctMSTB1IfTUgqdc1EIXcg7lj5zGzFluI4v3kjv5XpPYsMjZ01m+iJ0heQOBIgbZo5uHkusaXL0gdEuJgVvmMypeoF75aB0z5SL8A7waM+tVuv1Bpd8eI+ljagdUx7vZDQxuuQ3mrsTLDKyl9JaZVAI3YevRqbJxBKa63l0KHaFU+26/j25+zhn3SmnJLrynBZCd+VrdTZDTZZlnKEWqTxZXkXzENoCl2h+8jVy5UdvRSXvuLUyRZREV3PeCvKOc4vJ3WoR1RfqUwSqC7ExVQjpuMSMxa53pkZObv1SvCtmEcA74UEv047xiWCqDVcMS4JxIoB7rQ2vsFor0mMrpKO8nh1drZhFQHS3k+nFq/Pgvb6+xSZgXirQ6i43CmUsZ1VN7Z1VF0eMuUYunNXJZ5Sk5S7HZIItYZVYdPGVSI2N20QWeQbL42KtvMeWLuzabNg8pEtn+ZG1yiU7pXk3LoqOrSJjs1l4ciQpVluw1ckowntZSHj02xiTgRMr3V3P/zaXZvKyEXr13zu5m5XinV2oFE0zA3efD/XJ0rbTuYRX6HrG7zXR8WjWVCtzZu46mwss/6idfRV+Xj3blJ04pXg3z1qNESO1E+g/ji6WNmoFVW6eofBLrx1DucLuGnHXsOB7KO2+QXe+LrAkcIp3i0JRiWYl0cVliCWky2ENn0YcadmMGXPDkqU9Q7wr8jEr0KdSvCu05gLAWSXQpa9ClWeF22uv28F1MCKxq+dQMmjuvr5nmC+Hnro3fEy+leKd816Ed0oIh6NTO4Ie4C78layzwwqTuUg1Gb2mBtH33EDrHEjer5qztKVO8e6zUPJbCQWNoxOmjTCIWPHOWGUyF68EvNg3B4geXM1ZM437g+jKzl2RnhmmxPwR+y1M+TENeSltvhFJ1a6sA9dfOQdWg1qTqZNO26flTinCuwS6sinwCWIqEdFvzZ2mH7g+9Pv9pR/gv3bSuwOkePdRZOACsCR4l46BaeypraOp2sOb4pSbh5KDsi8oCk17YpVFhnrFBIH2qzTZEZe7sgDdKqYVUOY2g02KfugGqg7mfG8LFom1iRjF0XnPaBEyFE6lrx0EBZx3oqRYPP/FzF1wHJnQPthxgwvpwEo/7qcnW6l3499xF8t5ZZ5/SdUtOr7gkfuRzqHHdR6cHpo7Gjl1R/eTDragZlbm6T6XQDdXm+48f7ZjleZd8iIrRY++VLfmLjKVfodwVQ5P2VF1zbxLvZtCZ2sF0K0//RedHe1CRxN7Mm3NHY3OlxSi27GZSIy0iVJP66Ykupkjz/MPzGzR8J65biTRvSQcCYARpGqjqyCIczrLDJM+ZI+QNIeTcjdrrgugW3+ECUyODjVYJ3rCSunHnqy3ie5oNLBZ2QJ9TbNMhp34r4KzEuhsxTbs/GUBywTvvEVciXjGZ9yMsuhOx6Mo696GRB6lNrs8YkWnBDqeOLDyXgV8qoDhAbp5PImuEic+DxPNA3+IET3+zu9e78UbZeh5m7OhBDqn9frQyq9Vyhv7xrWKt4ijM3DhjtHjdhZTuRnox/Kij2MKSGtyc9udDDAtM7rdfjfzQhMCSmoV/J3f3tWaCXSJtZ8Uy2sNodXjVnA/NRi7u8CVfuusM1JjIfldzP3ZcGp9sx9ktiJkcYCRlDtcsTq/VqltqsS4J+bZUnTwirOp2kaANw94dazMBHT3CK2tMHwVnNEI6Pw7h752lRCfm2l66o50yWnkbrbxK7ncUWJGHK/VJvBatceMg1iLBsrCJWPsgh7gk3sKwkB0zO5f3CnE7k98L9tQQ8UUvp3wM9/6Brl5yHTBKGmbeI73TF9xtstU+Z4GmiKUuWmfLSk5ssp/vM24Hu3LhK0gg+iCieArZHVdzqYwu+Imp3zTcpEiOE1PoiPjSLPcxf1YHm9U4eoeOagsDGYCucRQvs40a2W4dAa9HKCG2eqinUR32PsUuloRdNs6qmDZUINEhzywl1bbXXnUCd+p4iYCxEEtGjwPttvLG0G5jRh4tQ5XkqMqVEiuKX7/AO+86v7AIyAjTIn57aBVw2hqbfmHX6ytD54oG0R/J42Le65FgzwfIloBYja1VA9vX7foxUBBGyjtujd+cGeJPzvAOyPbflGKFToUASfUafSLtUW4kNXUWg9BBj0F3U5aBXELzmNLKqvz7j3+3exJ9GLibwbQHu1Ycx/rf3ZlQtO8i61cIfdTOUIRYcKvinQp8xXpFUuNLARThof/fMuvSy/u6zIqFvYxVYNZpzjDlipWl/EtDGe38TizJkIGYjXvro4p4F3UTc+6voosuYklGK11ZH6Ni/bZlvuhMp5qcMY10xaGbDPmoR/BVo7GRFmZcEmjnQiKV8bAtARCV36xsqIrb9F50pJkmODk82mhwfYNuHvRpKTpNLKKj2dXFq2xgvqBA3TZgmrjlnXpXDQwBKBde1yX7boy0hbtFoC3r6XUXTzOwHgYgbzb2cg9vHuX9dogkwaNLJga6Ew2nrdV04YBHCm9DUDMGAdXuHfStA3up1MxWTTxbj/0u04f0DnQr8loQGyRoryAS8gj3CNrQ0/+eue4307eecP6rU+9TAMvkcVuA3TwUokwTw2mdEP3MpiiNPiAyQVyiS17hT0TrModG/hDuXtVxFJRuk9IYMMvd0QnCtEFvLuUb/AC2Rx0iEVr13xTFbvXGvcGA8PEdbs2anO5BUpf+2zNv2fWvvJn+QZ8z2CbKBm0Csa0tT/4mbbLw6xGJLA6sHu7M51i3tF3G3Wl18iWugUftpzQKhjwvWwm4ce3hICrhwGDu1ia2vPgN1sTzteuuhfYWXgK3tu9uh9tMQZO/Ascz96t+oS8g17ZYY1a3D1lQQemXH3mO+LY/M8dBuvUCO+byLu7c1rVbPSyuiRM9rB54ERhvrSms7f2rhnFGaiQgWOQnXkXEe8ujBveqnBQ+BC52zRKIHeYRur4ayXoXIkkOJZyLj+Ys0LCVczZIMB94IlZ7C3hFphboqhCyeBjcL9zjTUB7y6V5/D7b9mqfyJVbyG6K/bk34LOtYxrNdSSiJBO++GmFsGOkMyLDjdLOFx5q9SBgXPf2CWhAj8z/0btkfRlhHcm/H3lbyfG3jTdD8cd/GF4DdZNWAQ0C0PDQ9WGIM4od+bO9fgEvOscuGaagFNhkBmgAz0TRaTpsfMx+A+j27fgPcqWfUR02/WUDiV4anPXfrgG13RXFm+fr5KZtkmjDbpFbApeYvINPopU0fALqiBE191w4lCCRzPVK7Dmhr5L/6R5VyAFFalh36KLpI2SAoQnpwqLKEbqLGu0kYxDvMNCCUBXvlru8FbSvCswOBkZjAzCFLSAkcRK/IkxDZou+K6Qa6tL7yNjv/vR0ZLyavulRqIANEon4Z2aGibna4WGtIw/MdYWQTl7FwJ2mUTU+150UkUhCpEV+6ZrD51BR3TOSXi3TRqF80ChL0am4CV2OmHARMX696ySTh7XwTXA1h5IPbbse6fVumnd23c2Oz9Fp+Hdds5WEJsHKxAHlDAILJ4QFvR5w35/KNsI0h4Ox+S5tTdlJONtn/zVfNe8htPwbjs9LQy15KgDnhjRVnVfzDtWpkMlSsGXGyq8JFKx7dG4PoZ3JlJyXoMykSWI75bZtcqsAO8iRW9bdBEHPDEPjYmTGN1l5Ji2jOf7cX2I64fzhcRl3OFwMtkkWDRde4LYXNN3VeqchHfGFl14Pdn3duo+ZnuzTJLh3/PYzput9nA8DCpc68Nxr9V6kNSriiNdV2xp1whfCp1agHdyWooMKYJO1aMfceuXpZA2pTOrk0m73x/YNlc/uB8ZhBpP610eSAwddGwJ0KX69yGKlNKGvUa1IiY83nG49cvOOwHRKvByDGqHxcG+tiuYiKJb8z26FTlveW1kbYD+pmGRmC5uEbgyPQrd5gTyq/rsByW7AoqiW9XR2IzHijPacbaYqBBdxMOPh3eczydBp5J6p9RWdrrGcbmbsSg3xzrKjKJOpRAdDYNg5kHycwvJXeqEPm7J4OyMlOLo2N7UOXeOFKObxSrFAoP3zrYZ5Q/vND3TuhjLIysjOr7mbwHeaXpwHKIDuBE/ilv2NR8Y4tbvROh8au6JcuPouPgLiuX20joyZStEV46hoywk1hxZ0cNg71TocM/xrLyz+6N+N+9C97geVdiOCO+isSduJEoV/QZcpkCXnkbu4AQrM7oKs5LZl57nhOtRhe3YoItXimEiqEKenTunFQR7p+Id0s6x9YSvojUm09yr+ENDN4mN/vY9TY+cY+h+GZwLhYyC4vevQIcKJXe5CqILrx9BF/NQyp+4vOPN8nOz492p0P3Khy53qVG0knaD7ipej4Npc2MkG2Y4sHoyuWsE51HBycmeOW+1cpcFLEXo5ol1qXDPJibSms5POBXvroOgY22mP0+gmxUpxvnb3HrMITqwEn+b0ZPQ5N3Ztxu/JVLPspMOygiecJMdnWfM1RwLfPs+BCR9bTEgbPv2XvvV6b/hWzjSqDn9Ho7EPlxAVE1XYGdw38a1LVEffiqfPj/Y9eNHeCeJzij5ktah/g3F3at9yTXx3b3ofLWZbxX/6IzJ3WRjruSK7Rak4k5d8FIh+Hv3jzwc1zGBBH+GQ1l0hg0hO/6XFYKvFbyJHG98Ah3VPmaZBrU26H5d9ifGqB8S1jw8tvlxa/Mu2wuR9V6PjCEuy0BDG+ETnEVq2+O68Bw+B7zODoZDB34n1g9OoMOUYq6BBGU8HrW0h2lIMvx/nSbpdVqdVBXdxwnMk8mkWoUgm9G0GhxHDkr8OPrMqyXRqZMSvqqXJiU8qDTg98tedAr0hFzbtWXrmSy5hdVHb5lO5J1ZHvWByzZ04n03seMv43Ymia6Tb+EMjzjtm3vitEKqb45a98S4Do/7g9FoQCZtIt/wvjoIOvOgH6EB9MPRuC7LdTlIEMnyUHZYKmwHYSkuv9Rwga+SvLuPdna0BvnQ2ZJUjlRN9SOfOQkFpRFS35+y0QboplFUmCXofnzD5v1fUcLY1W3iqwTvKAlEF3/k/OiUBhb06eEbUXSLBLp1UOiwm7S3DDY+TsqCo/MUMKRukneU3G6NSAktTJ5dgT1nzVKpi3Dl3ii6+V89fraoviZGR6BbosxpclLuYkoE0eXinS1pTLbrEn8jxruanrOp2nsBdCxerBpDsri0L5Nyp0VtCfo0+Xpmg+1C3Azf2NczD1MR3jG54wvukIabRHenRAQvv9wR645EXNOYVsm9bFER3vGdySjWvxBrluyZNOK6ecpzq5UnrQJa5dOL7iwfRWfn3tdbzc+7cN+1JUq/l7II8XORv53s1/bsNemUyW+hvbO39o7RQ/UQGcN5eBhrWJu/h27KdPLA3BX4zxwXhdhTfHEJDddn+635q/G8s7RFjM6fOXSfL1GU7CiFbgl6LeB2ooOCbnj0XGQdJW97eQfBuarnQEcd6Jz6irFm0MJ926FrP7ReW68hRZm32+UQOCH1CLH4qt26nU57pdfq9OKxPZm+TqbMT6+/9oChU3A6pUpyCY4IOspmyVwbWM9m7cXE1lAZowM0sHt9xf41RamtlqhUtXvUB5+XXrQuHl+rDxNrErGmzPU4NVW3AAxzNafRJZwj6KKlzfuHKA2mYYt0Nzk78dCO/yQ+UsTfGLJQDz7sCNCVwRfuQXzda7W6+wuO1F/AiaqwQ9l7u9tYHtaz/pCIpaonPh1GXoX/4d1xvQ4/dWUjfBF00WqH/fVne7I5/Z2f/H/kCtGRSGC89+v/OLq1CJ2L4642jwf3F+rvQfew85P/j7yN0YtahJL2JNFZQyppDWnv18+9uOCR5Il4x4e20Des6fu//o+jWwt5x/Ls6Bse8u3zT4z9X0kodxwd8u7QCtz/Ou+26GjEU0KvV1u0WspN1H9qt5gR7G3dYyUoz5+UdtMXootYhHVhP3c/5cr57iEPvNaHdh4PFbP8nHrAO6M+tMcGWPkxcZS6YRvwe8zeVNib8GdoBweGMxyPSZ3AaXiAvjqmufmBHSYe8eBU61zfHfGEbYheh9ba9HFtEqo0a2atCf/gtbV+8scSPLtrf2jVdFYMPMY1znCBItkq/8IAwdKeytfgIcvWrFFZSNKFPDF+qQ1furCJfhJwVKnDU70Bf90BLw9T+l12AO9oN11ngJ6fckNGCv+E9NliiXgCDtKU/HLDH/grDOpcotfMMvyrmfC6K7EpieWO26BYe/TSWV/hII7/Yq75O67p3bCp/PAgBj7uTbl+otds9R73ysgw+piBXHt6DU8Vb7Zq0M0BpuC6lgst8bEItcFK7sod2mDzGzzWeh115hC5xKbFjnGnO/ZPZ6zDZgLr7iycqw5AulZFZ9M17yy2GOTYZ48BZ4C4TfrMDl509s5AKrLsnoBqn/B4+c3uLPdXeNAM+lLXwjTtnVXWWVMr+hrl/cVaN1mVb8lt+HcSa9Gl+ZfxDf4945vsoi62FqefvnTg4CZ4dmxGi2vSMcXLg/UcS0sdD+g1e1DwzjBvXYiYjKdrJjXsrgN+cAMPDxsEh7hZ/NDjXQlacMMaRn+zDxHd0PIC1nX9kHdlW/eC1W3wSeESpcA6/oTYO8wbGMOjYuUZamfF++zMcgNm+u6TdoquubLv+BWjd2UH3jV7D55kc9ap6EF7GOsqlsflwyv99u856+CXYnK5Ky84q3C4Fjo5LuLGmj0OD/DZuYiopoedV4/e8AoV0Cm65tKusyuuTMrvCgowZN2a4x5UF6xzuWbIuhG23oS3bkqoEl4QOrSQhHJneteBKOLuN/yR3enuE3+nw54QSqHHtExnFeod0DOBHJp0WGA1zxRphEO4kyod1g440PEARODeL1v4JMt6oAUqXOahWbz15asSNIX1KuSRGsqduWEd5U8KWnsdCht/QkyD4YxTdilc/Ix1hyW8s5pD11xiRfax5IHZZKxrBBwDQeMHlygNmEa9gwfLGwafYHso/sHWQ58rrT997FW0YrlXf/WAd78C1rWDJ7Xt0+/AMaaGQXEhh9HtXnE9XA5Nxh0yE+5xxKI2AbkB69hdnyINor1Qg18FnwyAFaw9YAmeWevdK7901+HxNDIRbQGzd08Wey6rX/BgsOCQ6nBwJ+Fp0Ow1vtOgXQkP/BZ0EHb9HmhivOEaHw3cwyu0bVKMNCfoHnB7D682hcZW4MBD7qA0XFqcdZ4ZmFw44bITyIdfqvJ1ICQJWgg6pcO5xyt3qEQ7Pp/bCAel8MDnH/0Kc2sTfmef9QqmQrnyZstuHEPgPLG1RcBMd8L3pOCuK4m1G4s4frG/q1+sqXBmFbSmz0qstr48xeg1sAhmweZ42IgeKm+8gnZs13Rt1hngihkoksak4eIUifgOsS1je/PyXTby0QPXOzeFdmOLtofr4ty0aXMi88A5F0W3dwHuXcQ00Yt1rK9pmMx/KE5J3ulLLncbKrSXFK5OC8rbOK5rrm3pyARigneoVcpRuSu+/R44TKNs09V30exTVNmWh5K86yxNN8o796MtFbowxAxdKb1Obh4y9B1LTWUmAe8iWkXytdtsK6ykaNlZXVPlmK0JV2T30iIZKck7a4OOvg1k0yPDYs4wc2XdUaE9vQKqzbtHfJtRkncWSF0T5O7ifiiPemxBH6vIdZc6i9KNp1KJlkpSMmMmZbiEOjraUU3JHWjMT/VmKNd7lo8rMRiFLI7PopBfWKuLq43IqXzOweG7+pAcv59OmnfXd3Dz50l45WI71HksCpH8lcKyZURhw9z4SwkSaPtSWcGnx29TkpK7MlGcaE3Hs1+MKjyGUjvlhofTN+BPXZp1glVfl43p9NWZaI9ldjBVH18ak+rUmXRvZ49SqTKfyq0T7NqY1pnzyp/cNUIC4lEIEz4eQ0HswlxiFlzyKB9UzyB+EHj+EEyZu9bmy0MCnek2T7K1GWMdi4J5sAsxInp1XJniDTYxY+QAgik9SGFgOLPSj2uDQGe6xWOEKGFagKXIgowBZn/9QJnyvCQClYJUybuESTmIKpGHyDomErvW58tKKd4lfJXihKOwnHU+Y12Q/a1jXoB31SUPpu8gnPZYeC1xHrKcCQu8jw2hUnK3bLpXUbnzDhZV7iZ6s2GdtbpiHIOOV2VRPsOLgTd80GeMXj0x740rJJZ2VvXi92aU4J36rDXKUa1CFbu4dPPErs+gDDjrBn6Q8sRsN2edFSRE7gPWMYV0EtYleHfDLI1t6Ju3aFsp7uxh0szjqW/vgyUjMEltBVkuTMsHwBkPUV0iV11Mi7Dkr17Rd188C8XRkZvH0rTfDRbc4pR7Ot6GuN7osFELrbNq+izT2eDZamAdxYJclnLiGmSte5ir6kvvjHXQr4/1VmLoRAtsDYt3jwFXkIBA9+Zhklqz7jpM2O6kS5OlQDATG/AQH4WLmhO7c8XctfRGZjo0Aky7xRPmE++G59b6vmcxtlQk95PlgCoSZtJ8lgIpsUK2iuXfcvHDuBe78yvmvY6jBDrail2wf6RoW5Er4y/Jv7fEZzKEl53g8GhYAcXRXQ5xssdjEKDQ+2v6uDomAP1qiqF7V0jPQA9dx1e0W5fWn5Hlib4fxXXmtWb9NZdztlgA7S4k3MpD/4pmnYji6HQNvWhmzT1mF9an38fz/6Q4Oouhu8LtbAzuogysr2jVqSiFDmKED3BvjRNEV19PIt79Wd4oPwKcGN0sMjnkW1M8RuBaZUGO9YD+FUroTBXkbk1yzXz9l0nUM+enyBr9EyS0dyfJq/wLFENnmCpDd5K8yr9AibwKt3c/s2eq5sZX+RmU4B3rmR8/U+40zrvvLHdS7FXCmqvfXe5o7FUy44e8c44b7v5Sim88k8j4EURHNvsafDui8bKkGDqlwXg3n31fP3Mf70wud5vdhr47xX0Vh+nMhtL8otacmlJZI7R3WiQP9pp/v7h/h0TW/I+6lbvVN1YxKXQGxnfO3ZZ3tfk3Ng8Jaz5gFsGJrOxU65yg9ODLKM67J4PL3bZnVgV7on8fSo69Mp0ZXcfjBHX3X0dx3tkKs3d3Ae/orWg7+29Ecd7JirU0Vx/B1Eqv2yhWWvvPUDo2v1ovODpv+Ox7CyoYj/02lJS7vmIPSB/RecMGrmwx+L4+Z5J3zwYW4Dm4dpI3xHy0mmsdoH+O4rwbEltaEVu58qsMnH85Klae+Y9Q0t7Z7Z5iK38u5B8xkhDnHa/7nLuO/S+stXE8JWJzAyePzyv5t1H7NynOO8dQ5ioAPL5m99+gZATkzNUxGX5nKxClZC76dq6SRZaVqr8FJcaAZveI7lvXqEQpzrsbjczVPhn8SHQaIY8LVXZ+5sgyyF0Peub8/mfyTp+BRejt3HDt21Gcdw2Uu67T/Zn2zjb60DPtHyp319oQeubi5Uf2TPBVsGfOf6i9M7UR9szxny9qzakpzrsxeZurIzKOaJVvHQrFefeEMYKycLe10D8o46eZM5y4GEX38nPQqeYLm5IpbyB5J5ie+YWUrPFrTKfv9naaOP3eA5Vx3tVxVzdvzvcN9V5H+XeL+7co4avg5HIP5Y5edmXnMf8+hv8WJeRuZjF0zliRRxN8a9eu79+DEvlMRLcmChkHZs47ZimDr6c47xTomSti32915rc2CAne/Qbe0dfFFpP7nec4pargatZ06pHnDaZjl2/5Yorzrk4mhFTJ9578E6GEvVMebO3R0b53f9xSQmeqj/O/j/PVz+QdIQ/zl+n8m2vKLSXkzqjO1arT+pHoVLM8Wmi9Q1tbfB9KxAg1DIAWys/k3W93KMv12x+qM4klwZ/V4Gfy7qZkS3718vNHooNQtT3wDav6I9GpZtUf+a/fPTLYUsJXYStgS+8/Uquo5MlvV98a8s/kXf1NGpbn1vvPRPdbM6l36y9/ZM+sBcsH/kxfZdXr9Qdjedh73HX6N6MSYvrqRpyNEB25sb66GWci7JmXiv3IFmGP071J23n2oPwHickdHULYIyU+uSN1xf7mNaiBVpmlIlbch2dk/e/tOS0F6HD13d/+e7i734jt7Pv9rV5oEab34znEd/XxuA4mwfbG499T6SsbdhJKxAie5OESkMWW4v33qBT9q5lG051T0kF0F4P61zXrRBSgW9s4pqWamrl6ogqgewU16kynk69t3bEE6Ci6lgR30gQfGt+j0DO7wdLNX92+4wh5dy+PNAByDby7tCoNvy1BzwTmLXq9b+6kBT1zNX602ByuZm3hKzrTKm9FF8L+dyihM1cdr+O/Sj9NZ/q4g7UWLg5v0+Hzo/R1rToVhejWQ0WZl8MF7m/8F1CZ33+6TIgOl/rvRN6noGe+f4UtR4fWLTGzyVPI91/vDtGBy2z/Hib74aX9rhzYb/mfJ4Zu+CwlFgRCeoWw1un83w06KZX2froyvneF9H93KdoQD6pCawAAAABJRU5ErkJggg==)
1 — плунжерный глубинный насос; 2 — плунжер; 3 — насосные трубы; 4 — штанга; 5 — полированный шток; 6 — головка балансира; 7 — балансир; 8 — шатун; 9 — кривошипный противовес; 10 — редуктор; 11 — клиноременная передача; 12 — электродвигатель; 13 — балансирный противовес.
|