9
1. Линия береговая соляного озера, лагуны, залива, бухты, контур котловины и бассейна
| ![](data:image/jpg;base64,iVBORw0KGgoAAAANSUhEUgAAAMYAAAA/CAYAAAC7BreMAAAACXBIWXMAAA7EAAAOyAE5nkEXAAATTklEQVR42u2dCVxUVd/Hf3cWZoZFAQEFURBCARGXEBFFIddSX3F/XEITnsCilEcfS8tHK3rKXcMFw4VNUxPT1CQlRRFUXAoURUkWQVHZBtlmmOW8Zy5vFEGab5og58vnMOeee+6dc+/8f+f8/3funMsRQsBgMBrCMWEwGI1hwmAwmoAJg8FoAiYMRqvCvV9/4uTYE1FR4dyj6jFhMFoNa/ccJjtWfI4rl5OxY99xzJow9A/FwYTBaHW8OmQ4uZBxE8X3cpkwGIxfiIs+SCbO9IVMZIJqVWmT4mDCYLRKEg4mkWG+gzB+0iTE7d3bSBxMGIwXjrfmfUYOfrMdhw/Fober6x+6S++FLCAxu3fibmEhEwbjxaWsuIJMm+2PTXE74ePqirzMTKRlXIGrs0sDwy9TgXzwn+U4+VUMloUuxpQZ05gwGC8usbHRZKbfbGi0at7Qnbr1IZk3fwS18QaG/8+gt0hkZCSitkZi2ozJLMZgvPhwHEc2Lw5D0KfB3C/Lffv0R+qlFM5r+Dgyeogn3nvv39xj98OEwXiR8BkziSQe3lc/SiwJ3U5Cl/jzy97DJxG1SokzJ79tQcK4qCFwE9Y1+JqKwFnMoUBBFJUPIZUYAV1kjz0YRiuiDAQfXwAiPwey4gAz1NsHxwmIiCNQaevEoSeWkFqVks8n7ckmXlPsmoEwKugBfHkEcHcCqu4hffEnQPYDmKIapLId0jVa5KMIP9KkhTMcIcRx3IUlJ4CE5CAbhugoFGCMgwR9bYbgQloh9Hv2hsetWtwuyEF595fhZOMEg+p0VFVUwcxjKDSePVEiBCzGdmJiepHQieFGIYo3bUXct1koeJgFIbmNZZt3AEHD6z/r7CwF6dndEkL9WgwaNRw+Dt4IWTaXX58dn0PsRnb5m4URXkNqdu2BLCsJBfcvIZmUQEMFkEfVoTsmsUCNXC2QQ6tKaOoGfZTACneggh6UkKOWykCfil8BA1rWFVVUJlIQjoO+VIkaPUs8KL8LNd1WKXWDWlGGSlo/j9Y1xwO6lZy+ixaWNGloGinsCHtNBbqLjGHWxQcKe2dIFwbQ8daECaYlEXqRJKwKxanyNGSigO9CTaTDYfnKJPiFjIbHUIsmP89dkVtJV0d7uHn4PPHn/f8XRkoZUfwQDYW+CLcTMvFDwjFUqsXUUGtRTMcAAR3ZlPQAuqMDCmWD4KBXBOdhIhiN8MZPRQJ0kAsw+v3JgInlkzX6AYhmZySu93sNeT/fQ0+DDji//wbKtWkw6AhkptyAfv53cJJW40FlDQ7cK6fCAW1VXTKg0pPStjmiMzxl/eE/cRrE7uaAx0uAm5QJpplQeK6YKOJzEb5lHBLuFfCdYRfqZ3QwtsH0WVPhtfbxAfRf4cmEsecISQheg0vFZ6mLU4NrtEjXYBoBwFLPDB1GL8BYj0D0HWAMsSeahZGlXNhDzp6pQvzeREgLk9FFYYl7ZdWwIm1xX3WDHgXN05GpC4zpCEXPhb4DnN2t0MllAqTTp1DBCJvFcbzwZNKTn3AOh7/YjaisvdSruI/2tMiMJtOBMkwZvxQeIYG0ovHf8nk8Whg0Pqg4q8KJrd9h5/FY5Mn3URMCdVw4tKOv1jJTGPULxtz3JsN1pHOLMyDFwULyn91Hoc2uRtK1rZBXpvFCN6PJgqZB1OHzMWsDt97TgBGLgfkWLe4YmzXF1OqPPcDJuESUpqTip5JzyFRl0HFBDUeJKfo7u8Bj00raOf39ttWkMMq2XCMp/w3HmtvJyMVVqo9a6hpJYG3oiLGBUzB9uj/ser94RpJeJie1J7NwK+5rZB0Pw8MaNW5VqtGGrpPTM2AsskUvg5fRrf8AjHxjBDDZ8YU7B88U3YWY1Qk4svJjFFRn0FihDDR8pt6xETzNR8Ni8EiYD6zG+JmD6cDg8FzPbUNhpJeRuE+isWrfR7S5IrjQMFaPvtoPG4fgbQsg7NT6fPCt6xPI90d/hPLGPpQWFECkltJzUw1X2lEMadsFnXt5wspeCrOgsUBf11Z3fh5LdD5BSRryr57GvkPf41hROm7SYp3HYS80Q/tOI9BnkBf8Vgc2uOT6vOFIMiHFk2Yi/G4032AVTR2t7DB74UY4zx3ZbBraLKA9XtnRbNy6chF7v0nDpZ9zcVuZgYcoQCdoYNNOHwM7d0bAeBcYDfYCvPxa3flThaeTb9dE42pWIh1l8/Ej9ZeKoeXtqr1ADImVKQYN74sFH82FzHposz0/3GIYk3R6CEq60EnfCv7TpsIzYlWzbXBzIof6yPs/TULWyUSYZCQhU52MPDqa8PEXTbYifeiZmMFnuCc8uvnTLpJGLkNddQHMcz+/69duJ9u2bUEbqQzR22Nh52r9ZG1KkhNF2j6cPnYHlUUEOQ9KEJ93EnkaJUyol6Gh7reUVvMyNoSxjT7cp3rB570QWvKEVyGfE5wjQAaatseK5BMwcWx5AXSzIqWQHAxbh9ij3+JOeQnK+SvugJgmU+guN4JGKgYYZz4C7iOnw2Loq8BAGWD39wqlp0sfkp7xY4OyxfPn49NVTXSIWTQuOJWDpMRYnCovRVVSPMrp60UaGZTR1br4S0GTIU2WsEV7j2mYGegLT7degIu4xdoTd/NQInEYPbjFHkBzRpWSTYp3J0KsrMCV0xuRmlWAcxot7U9FvDEV0jhFAH2YU7Pq02EU2lScg42tLVyGGcDBvgxi21eA0UEc9dQIDfbAXxLs8ggR6YJbo0eLzM97HIk5dQABs6cjYlssJ6cdo5WREWoqKzFJ2B4zNQY4LTKEXCJFYlUubKi519Adl9KRUAQ1rMWlcOe0sDEzhHkHGZzNu0Hd0RIOcz4E3F6cGKv53CvVSpCfUhCpKh9Xdh7D+ctZSKXxir3QCD+pL1KrLoYTrZOLOg3Y02RFRVNE15TLekGfOuptDdtDommD+wYauGkKoV/2ADe4LNirlHCA7gtWEf2vpiOVGJl02y50+SFVVa7QEnJjUywrOcS347e3Yh88eIz4+o7g8z2prixp0oeMilaAIegIu94joTJph76Bg2HhRivZ0VEObi+MCJqCCaO5oLubJS0HMChByupo/JB+E6VtbXHzYgqEpBCQdIIx7ak7GhpDoDDBXXk6HCXGuKOtRKnqJswlgFIlALRa/Ex3VwMh9fM11HFrSwccUGlU0z/dOg3/dr8VRsqpq2SAdw9MHDAaX8fsp8pUU7unxl8J8CpphTBhtFRicwi8u0BOP77atHRYjO6ClPQimCtlMOtliZNpNRhjy0FsJuUKqItlXQM+6B/YbyRJTv0eCxcuw/LlS3mj7+c2iKReSkLq5Svo29ulVQrh9zBhtELMLLuRkns3G5QN6OONM5dOMlH8H0wYrRTfCTPIwf07+fyOsM2YFRzERPEbmDAYf4qOZp1IeZUcIoEMtaoabAoLw6zAWbyY3AYOIdfPJsPKyhFRR3bB0/XPX/b37udNyvLzkHY3p1kJkwmD8VhsndxIXualBmWnk5Ph5enJmVvZk+LCbKxavBSh4RshLy1G3J5DGD959GMNfX34fjJvzgQ+//sJC543TBiMx6KbUOAfAYH4x5RAlJTfwXDPXrC2tOYuXCsk7t2tYGtnh5xbt7igd98hW8I2QF9miKrqikcaerG8gpibtOHzIpEIKpWKCYPRclgZG0cWvj4RQn0ZBvr6IWZjODoZ113CdfL2JpmnTsHRuSeuZ/zE+QUGkpgvv+S3e9wIIBYbELW6ms+LhFQYaiYMRgvCwtyCFBUXNSgLmLsGEetCON1IolvubOuIvJzr3ITpb5D9uyL5OmeTT8DDs+mflLq4vUrKHubD2MQE11LPUJGIUVtby4TBaFnEJ5wku6K3ISZmZ33Zwv9GYMXif/J5i86WuJ93l3vVdyqJP7ibL9sdtQ9T/CY0MvapgSHkm6iNUChquV6ePiTtbCKkMhlqqquZMBgtFxsbG3L79m285heMo7vCQf0hWFu3R37+PW7MVD9yeHcMXy9mzeeYEfJeA2NPoTHJABqTCAV68PAej+QTu+vXnb5wHV5uzeeHX0wYjCci6Vw6GdS/JwLmvw+oJdi6/iMYSCSoVCi4cVP9yYHd2/l6TcUYgYvWki8//1eT++3Txx2XLp1nwmC0DHwmvEVKc3KQdvkob7TvLPqIbPh8GS6cPg57lwEwNdXn6+mE4DPGjyQejoGjoyOuX7/ORe/NIkH+/SA1MkDe3XzdpBnchDHDiEIJlFcokHzuTP37XL6Qit5ufZkwGC0DfVMrUlNWyOftXhqM7J9TMHbSGBzYG8cb8agJb5Dv9kfCyLwrKorqbjP5ZbSwtXcledlX+LKA4HcQEfZFA8M362RLSgry0NbIEPKHFc1GFDqYMBiP5GpWIfnw/XdRfP8eKmvViI3cCxfnhjM8LvwglBw5vBsd7Ozwwze/zgtbpgDp1cMFt3/OwIjRIxF/6GiD7VZHHyRhn32A5Z/+B1PGT2bCYLQeFoZuJCuXBCP17Fn09fBoVsb/KJgwGM8U35FTyfhX3eE3N6TFiEIHEwaD0QRMGK0MRZmK+L42Clk5V3TT40NPRVCpqEENP7+kEMrqahCRCBKJPjTqClRWK6EnkUChVqFWpZt8mwMnEEFLtBBwIqi1Sn5qnN8i1P3jOGg5fkp+XTROM/RVtwxSV0bX051AKBLq7sUCoXnC75uDSCik+yX8N+JCoQichkBZq6S7EYAIVNBqaEv1ROBjfLpu64btmDF7/FMdkZgwWhlD3HuSExfSn3cznirLli3D0qVLmTAYf42UpD1EQ3vjdsaGEOseyKAVo4b2/HScgJWFOSoq5RDRHlmomxBBqoaQDgmqchVkbcWQV9JXqRhmHTpATkcRiVINTiiD1Mis3jA1qgIiFD/hPFXNDCYMBqMJmDAYjCZgwmA0YNGiT4iiRoOFC/xhad30o9pUBTUkOPgtVLXRoI2+MVxNuiBofgg/KfOx8HiyNioMvXq74+OPl+KL1RtxPPUAoCdEO4EJgqbMhZdf4+8z4g/Hk/Avt8BQagQBdfOgVUOmJ8PydSthbGLUoP729ZFk3ISxMLF+dk/GYsJoZfhPn0e271rP53VPNx08qu7W8IPHkojviEEN6m6LOYzZM0Y1aXxCTki0/ASkwGy/udgWtY6vl3nqKnHy7gHLDja4W5jLfbZkPVkcOq9+u7Kb1TB2aPyg0XYmpqRUXtbofebMCcSmTeF8/e17j5B335yJqvISvDZmIo58+zUTBuOvcyEpm7gPsq9f3hG2DrOC6x7a2KdrTzJ0sDtWRERwelJ9olLW8HWKiqphZtbYkDeGx5LgOa/zeYfevXHz8mW+ztXMTNLD2QlXbqTBxaFuyk5OJCPQKGBlbYU7+XeaNGZ7p54kP+sa3cYW5Q9VyL6bx5eXqWtgLKx7/MSGjVvJO8F1vwFxdx+I8+eTmDAYT4dRr/4P+S6+bprODWFheDs4uJFx+c8LJdvXL+HzGRkZcHZuetYPscyAqBV1P0/95cbBCZP9ybEjB1BRVVK/jVBiSLS1Vejc2QZ5ebl/yph1vw40aNsWlXI59/ty3audc2/cyrjMhMF4OvgHUVdqS50rFUaFEdyEMIYNm0oSEnbDxuYl5OZm/aHxzXxrIYnevJLPJ+9JhefkvpxYakxWLF2FkEUB9dsJhFJCtEp0tqHCyH28MHLy5cSuswkCpr+OiNjoJoXR3toW9/Kf3ZQ7TBitjJAly8m60Pf5/B8JQ09PQlSqWqzZsAEhb7/9h8Z35NQ5Mtq7P5+3s+uK4CUrsMB/CjQaRYNtxHTEUPMjRmc6YuQ91pjtu3Yj2Vk3oS4lEJqgSWFIJFIoFDVMGIynw6LQ5eTzJXXC2BwRgaCAgAbGFbklmrwRNBMvOfdAVkb6Yw3PwsqGFBXehu7JH+D0MHa4Lw7Ef9VgO5GelGhUyvppdh63T4FIjwhoYK9WqxvV/UUY/M0lRMuEwXg6hK7dSpb8qy6A3bFjB2bNmtWoRxYIBdCoNX/K6NbHxZF5EyfWLz8khP+l3m/rCMVSolUr0bVrV9y4ceOR+927K5ZMoS5UwJx5iNi09hHCeLaTtDFhtDI2Rp4kwW+8wuejoqLg5/frcwJdBg0hGUknsGzhDkwKnoVPV4ZCVJSHqK8i+DopJwuIp4/1Hxqrs8dAZJxtfKVIZmRGFJUlcHR2xPWM6/Xro2P3ELc+PRoE994+PuRUYiLuFpXC0qzx9xQCgYiabONHGTxtmDBaGQuXrScrP6r7XmHzhs0IertuMud3gz4iYVuWNar/4apt+GT+bM7V1ZNcuXIWvbsPxOWrDY3/Za9+5PKZVMRQoc3wa/xATk4gJiBqtDU1h7zkAb/ezz+IxGzfwt9lS7S/ukQSSRvqIdXo7uRt0uh/O2Lk330Ia0ujZyIOJoxWRHpBAeljbwdNbd2N4o49XsbZ8ydhLDPijE06kHL5/UbbnL6QAS83Z667qxu5duUSJk4cg6+//raBMZ5Kiidvvvk2blxvHD+4uDmRjEuZ9cvjp7+GuNgj3OqNW8iC4CAMGDgUZ5KO12/X3eFl8u/5czArKKDRvtZH7yeL3pwJRa0CQqkBZgXOR8TaJUwYDMbfBRMGg9EE/wvq/BL7utgQXgAAAABJRU5ErkJggg==)
| Темный пурпурный 1 т
|
2. Граница распространения рапы
| ![](data:image/jpg;base64,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)
| Темный пурпурный 1 т
|
3. Котловина, бассейн, озеро:
|
| Темный пурпурный 1 т и светлый пурпурный 1с |
а) без рапы
| ![](data:image/jpg;base64,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)
|
|
б) с рапой
| ![](data:image/jpg;base64,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)
|
|
В условном обозначении 1 следует указывать высотную отметку береговой линии и дату ее определения.
В условном обозначении 2 буквами следует указывать тип рапы: С - сульфатный, Х - хлоридный и К - карбонатный. Буквы на плане следует располагать через 15-20 см друг от друга. Если граница распространения рапы изменяется, то на плане для каждого ее положения рядом с буквой через 30-40 см следует указывать высотную отметку и дату.
В условных обозначениях 3 следует указывать название или номер и, при необходимости, назначение озера, бассейна и др. При временном заполнении рапой штрихи следует наносить карандашом.
При разработке месторождений солей экскаваторами или комбайнами следует применять условные обозначения, приведенные в табл.2.
4. ОБОЗНАЧЕНИЕ ГОРНЫХ ВЫРАБОТОК ПРИ ПОДЗЕМНОМ СПОСОБЕ РАЗРАБОТКИ
4.1. Обозначение горных, дренажных и разведочных выработок для изображения на плане
Условные обозначения горных выработок при подземном способе разработки месторождений (в том числе россыпных), дренажных выработок при открытом способе разработки и разведочных выработок для изображения их на плане должны соответствовать приведенным в табл.5.