20220921 14324100 1.0 TRUE PointDensity PDP_ZH_FeatureToPoint1 ob_kol C:\Users\User\Documents\ArcGIS\Projects\MyProject75\MyProject75.gdb\PointDe_PDP_9 60,320433600001 "Circle 800,33694666668 MAP" "Квадратные километры" {"type":"CIMLayerDocument","version":"2.9.0","build":32739,"layers":["CIMPATH=_____/pointde_pdp_9.xml"],"layerDefinitions":[{"type":"CIMRasterLayer","name":"PointDe_PDP_9","uRI":"CIMPATH=_____/pointde_pdp_9.xml","sourceModifiedTime":{"type":"TimeInstant"},"useSourceMetadata":true,"description":"PointDe_PDP_9","layerElevation":{"type":"CIMLayerElevationSurface","mapElevationID":"{8D55CAB0-3150-4E24-BABA-B9A979C93D01}"},"expanded":true,"layerType":"Operational","showLegends":true,"visibility":true,"displayCacheType":"Permanent","maxDisplayCacheAge":5,"showPopups":true,"serviceLayerID":-1,"refreshRate":-1,"refreshRateUnit":"esriTimeUnitsSeconds","blendingMode":"Alpha","allowDrapingOnIntegratedMesh":true,"dataConnection":{"type":"CIMStandardDataConnection","workspaceConnectionString":"DATABASE=..\\..\\..\\..\\Documents\\ArcGIS\\Projects\\MyProject75\\MyProject75.gdb","workspaceFactory":"FileGDB","dataset":"PointDe_PDP_9","datasetType":"esriDTRasterDataset"},"colorizer":{"type":"CIMRasterClassifyColorizer","resamplingType":"NearestNeighbor","normalizationType":"Nothing","classBreaks":[{"type":"CIMRasterClassBreak","upperBound":4074.71328124999991,"label":"0,001 - 4\u00A0074,713","color":{"type":"CIMRGBColor","values":[239,237,245,34]}},{"type":"CIMRasterClassBreak","upperBound":8149.42656249999982,"label":"4\u00A0074,714 - 8\u00A0149,427","color":{"type":"CIMRGBColor","values":[217.400000000000006,215.210000000000008,233.52000000000001,42.9500000000000028]}},{"type":"CIMRasterClassBreak","upperBound":12224.1398437499993,"label":"8\u00A0149,428 - 12\u00A0224,14","color":{"type":"CIMRGBColor","values":[195.800000000000011,193.41,222.039999999999992,51.8999999999999986]}},{"type":"CIMRasterClassBreak","upperBound":16298.853125,"label":"12\u00A0224,141 - 16\u00A0298,853","color":{"type":"CIMRGBColor","values":[174.199999999999989,171.62,210.56,60.8500000000000014]}},{"type":"CIMRasterClassBreak","upperBound":20373.56640625,"label":"16\u00A0298,854 - 20\u00A0373,566","color":{"type":"CIMRGBColor","values":[152.599999999999994,149.819999999999993,199.080000000000013,69.7999999999999972]}},{"type":"CIMRasterClassBreak","upperBound":24448.2796874999985,"label":"20\u00A0373,567 - 24\u00A0448,28","color":{"type":"CIMRGBColor","values":[131,128.03,187.599999999999994,78.7600000000000051]}},{"type":"CIMRasterClassBreak","upperBound":28522.9929687499971,"label":"24\u00A0448,281 - 28\u00A0522,993","color":{"type":"CIMRGBColor","values":[113.28,95.5600000000000023,170.610000000000014,93.3799999999999955]}},{"type":"CIMRasterClassBreak","upperBound":32597.7062499999956,"label":"28\u00A0522,994 - 32\u00A0597,706","color":{"type":"CIMRGBColor","values":[96.1899999999999977,62.2700000000000031,154.080000000000013,100]}},{"type":"CIMRasterClassBreak","upperBound":36672.4195312499942,"label":"32\u00A0597,707 - 36\u00A0672,42","color":{"type":"CIMRGBColor","values":[79.3199999999999932,30.3000000000000007,138.97999999999999,100]}},{"type":"CIMRasterClassBreak","upperBound":40747.1328125,"label":"36\u00A0672,421 - 40\u00A0747,133","color":{"type":"CIMRGBColor","values":[63,0,125,100]}}],"classificationMethod":"EqualInterval","colorRamp":{"type":"CIMMultipartColorRamp","colorRamps":[{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"CIELAB"},"fromColor":{"type":"CIMRGBColor","values":[239,237,245,34]},"toColor":{"type":"CIMRGBColor","values":[128,125,186,80]}},{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"CIELAB"},"fromColor":{"type":"CIMRGBColor","values":[128,125,186,80]},"toColor":{"type":"CIMRGBColor","values":[106,81,163,100]}},{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"CIELAB"},"fromColor":{"type":"CIMRGBColor","values":[106,81,163,100]},"toColor":{"type":"CIMRGBColor","values":[84,39,143,100]}},{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"CIELAB"},"fromColor":{"type":"CIMRGBColor","values":[84,39,143,100]},"toColor":{"type":"CIMRGBColor","values":[63,0,125,100]}}],"weights":[57.1000000000000014,14.3000000000000007,14.3000000000000007,14.3000000000000007]},"exclusionLabel":"0","exclusionValues":[0],"field":"VALUE","hillshadeZFactor":1,"showInAscendingOrder":true}}]} 3d Плотность населения Плотность населения 2022 /9j/4AAQSkZJRgABAQEAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a HBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIy MjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADIASwDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2q4tY p9plQMVOQfSqgsHhR0in2h5DIcrnGewrSxjnOR6VG3KkiqTJaMxbu8SeOAw5OTlj0Ye3ofrWglxG 7Fc/MOo9DWM97IkxmnO62ifDMg+ZSfUVaksrW83XMLESuvyyI2MHsaGkwTaLQu45NQ+zKpZ0Uux7 L2qyyh1KsMg8EVzWn65HCZre5uPMmjfAK9XGew71u215HdW6TxEPGwyCKloaZna1beXYP9ngVt2A 2ewFZXypcQ+WHECIjkREYYnPX0HA+taOtakI54rYgiKQfvGK5HPQVHJay2ZiWAtLGw2hQM4J7k/y /GrRLNK2vPPWdWUFoyAGA6k/4VbSPyoRuc7vU81hX17Na3VpZ28JDMwy64IGOprfQ7gNy/MO46Up Kw4u42OcOuQcj8qlzkdvrSeWuQSoyvQ+lQzSCHacEAnlh0H1qCyc8DJNR7mfheF9aRHEwDE5TqMd 6lBB6HOPSgBAoXgUtLSYpALSUUtACg0jNg4HJo6c0oHfuapeYmJknjGPenY4xRRRcEMMeDlTg/zp N5X76/iORUlFIBmxH+ZTg+opMshG7BBOM0pjBOV+VvUUnMkbKfvCmMlFNLKDyRSI25AfzqB23Nnt Ut2ETh1PQ01hg7hz2NRx7TkHqelOiOGKmlcBNxQkCpA/yg4Jz1xQ6Bh7+tKi7Vx1prQB9LTV4OO1 OpAJSkAjBoooArTkNGFYZ55qIsmf9UtW3XPIHPSmqmFAK/rUtNsBQcNs/Wo1YMxUjknpUhU7gw7U n3WyQOe9bpohpla6sI7lNrblG7cdhxn6+o+tU5tN8+7Yoz2w8vbvhIBb61rFgOOtRuVjiaR+AoJP 0o6aj66HI3OhWVrqCmSV2RSCqOMjPXGewqW7nljvDarO7F8EgnG1vY1d0rWG1JCt1CiZbaGAwCfo aZPozm7eVmMkZJYBeGBJzVwa6mU0+gzTbWK4k+0vJLvQ4b5uG+tatk5kjJjHG4gHsRWaJ106VT5E ohk6q20Y/wAa142VTtygfHAGQAtOdugU79TKvdIxP9pQjcXHD5KgfQe+K17ebI2BCSMdBgfhVJpo hKkbXKzNJJ06ge3HStSIKgKqu0L3rJmqI7id4ITIygKOvfFZUEuoahDeLcQrEEbEYxye/eteYs0e EQNnvmm4nZQ2UUn8aSZTVzD0tL+GSaSdpXIb5YnfoPb2q1ba4kmfNjaNg2DgdCSAB+P9KpGZRcSz SuTOh+b+FcAkD61JZ3Fub7/SHG5gDGD0/wDrmra6madnY6HOev50rjYBznNMRcR43E8dT1qKGA20 IRZHkI7uck1n6mhPz7UnJ6mqwlkjY7vmXP4irCSLIMqfwouA8cU6mHpTlNAxaKKKACiimSyiJCeC R2z1oAfVeFpdxMyhCxIwD+VTg5ANNlGUz3HNAit9qjVpE54PpU6iNlBxSMBhGH3en4U8hRgY60mA 1o1HIFOCqcEdafRRYAoJA5NFMkDFNqjOapK4m7IenzDd69KfSdBiipGhruqKWY4A7mojdQj+MVMy hhgjINVjHtbyz0PKk/ypdAFkmjYYD4I6U1bsbRkZ96lWVOF6YpHLhjgLj6VN1uBLTUbeuSMClIyC KAMACtegtbjdoVtwHXrVTVJoorFxLkrJiMgHHXjr9Ku5rB8TapHp1unmRRyq38Dg/N26gY709xbG Tc21uLz7PGxQog2qZBuZyOM46fWp9P1a9eBYw0Uzf392f1FVJbSDVBJeyARyABk8l8lvxHUCqFlZ mCySOGJnYnA2N3z1rSCRnNuxpR6pcXOqeQzowCbvufKh75z0rctr6Bo189/Mdx0RCR+dYFvpCWeu FkZ5IvLJfd3Ppn8a6u2jiSFfJjChRgDbgVVXRE0tWQtY21sRJb2yiRzxxxnrz6VfQrtOcZI5oG4j BGKVEAI/Ksb9ze3Yj87nGPlp6cxY9OKj8osOBj60ofb90jb69ialaoW25mTRWdnHJv2SThSfLLZO CSe/40thBbX8KziMoA2NuMAnHUe3+FXZbGC6cSyIjHj5h7Zx/M1IIAF2AhVzxt4quYOUkLKoxnkD p1pMgqxWTk+vanpGqD5RVWW1jldj5mCeoB6VJQpO+FUmBDuMEx84P1pscDqn3yewbGG/H1qYbotq kZUcbqgvbyKyt/MYMwJwAgySfahK4PQsRtIG2uAR/eFS4I5rldIubx9RuZjcgWCnmN+WHv7fjXRW 12tzHuRgw9jmm42EpXLVFVZ4FugqvI4UdVBxn61KieXgKcIBgL6UiiD7ejSSxBWR0baNy5B4z2/r VcWsdzdmZXkYkDOeAv0q3gJc580DfzsOMn6VPgDpTEKBgYpaM0UgIlGUaM9uKch3xjPXoaOkw9xS L8srL2PIoAeBgYpaKTI9RQAtKKbuFKCKAHUUUVIAeKjlTzEwDhuqn0NP6mg9aAKjL5gDAYbOGHvS 7phxz+VSSQFm3I5UnrxR5CfxOxPuaXLqFiWmORgAkjPHFOprOqgsxAAGTWiAd1qD7HG0kkkmXL4G G6Ae1Ms7z7VLMFiZY0ICyHo/HardAkY8uhIbhZIHWFVYNtVBzj1qteaeI8FJwgzy3lg8+tbM03VV /E1VmKrbuWXcpGCPWtoxdrsxlJN2RVjjeKxj3TLMQScjjj2rRju0eMiEgkAfT86reSIERI2X92hw Cec1XR3tNMkuWCecw3MyjOfSk1cafKi7IXZt5uWjII4zwfarETuHAYAg85BrkTeXcjQySr5hZgTF tz68j06101jPPNGWliWNMfLg81MoWKhO43U717eDEY+ZuMhC20epAqG31CG9nMVvLlUXoBw1VtWK rfh3hnkVE5aM4259COas2cWJg/nPI0kfAkGCBnP9alrQq+pattxkk3IoCn5WB5wetVmvpo9UEJ2G DHzHByCc4/lWltZCEI4xVeeODf8AaHj3NGOCBk0X11C2gkd2t1C/lEh1J4I5BHtVGUJYedecAyEb 4weFb1NEt3cbQYIikPUnbggf/WrLg1WKO0msblHlkY4UAcsD70NBc1or54p1S/2RnbvUgjHvVK71 i2nnaKOMzL2MfJ9z/wDXqnbxahqflK277NGCqMRjPbn1onubbTZzFBNm4iAXaiY9zk1SQmzV0qyj gSacyyutxziTt2rL06f7HrqwSJOglY9Txk5wD+GajutWlnlkDSShH2hYwgK449ehyRzUq6jbS3UM 9xDCwjOI3XmRe2T6CqtfQi9tToLy+NtNDCkBmeTsD0qdbiNiiFtkrruEbHmuXub2KW485mc5OI3W QgirtiY4cvP5krKAwkk5K5HOD2pyoNK4o103Y25MshVlIyMZHWnQjZEqLkgDqTzUEd2jzRxLK291 3bSM8e9Sy3HkQtJKBsXrWFmjdak2X9BR8/tUEF5BPGHjc4qSO5jli8xHDL60ADBmkUBuQOaUxMSD v5HrRHgjf0Lc1ID60AM8tv7/AOlHlH++2akooGM8v1dvzqN0kByCWH61PRQIjW4UKMnPaniRWwQw qO4iQqZOQwHUU+FdsSg9cc1ICmVFz8wzTRKrZK5OKHhVjnp9KVE2E4xtpagNEhd9uCBUmB6Uveim BDJOkSbnIA96xNQvo3uXtpbd8ED5g+OPWn6zPeeXGLW3Eiu2MsOh9axbWw1OfVt7ErChIcyjOT6D 1HT0rohFGM5NGxplzKtyyRSx3FoT/ANvlH0HtWtLPuG1eB3qrb2kVlD5cSBQST9T60+tFBbmTnK1 gqG7ZVtyXOEyNx9qmrG127CH7IxKLgM747Vb10IWmpJdajDawuZBiXnyy4BJ/wA5qhJ4mjEKxJ5b SDAYMOM1zl7cG5JQu0jxDYm7PJHfp3pLPw7qDRLI0JYk7iM/412KhCMHKT1MHVk5WR3MF0TMmYUF uUDeaH4B9MYqzbym5tC1pICN5Clxx+lZ1hA9vELa5jYxMFAI5JbP8hWpYwQB38ngKcbAeB+FefWa bsdlFaXGG4vJJWhSJM8gt2U+9TJ9vX5ESPAAwX/+tUrxieB/s7mNn/jAwQfxqxHuVAGJJA5b1rBs 6Eil5moebiRYRH/eUnPSplmOCGAINTSYIBZQRUM0lvDgOdnuec1Lu0rC6koRDEAq7Qew4rIktIIS ZZrZJBuCjdgYH8quf2jaNJJB5mGQfMMEcVj63Bd3iP8AZ7yEwjB2c5GPcf4VpBN7kzdjXjEUqR/w rGfkCHAxWXrtqLkGSIAyIAcggMoz9Of/AK1YGlapenfDA5ZYnC9N388fpmrcd3Nc6uHmjyEQA7WK 7v8AgOOetbKHVGPtHsxJLOWIRzssNzdBS8QYYZR6dRkd81n65NaWcRZIEikaPzNq8kn3PpWjctpE t4YZoLpJ2ICygEgA8YGD0/CovEWkj+z/ACobQs4QBZAxOe+MVVJJVFzbE1G3D3dzjNG1LVL/AFdc TErnlSBtx6V6xCtv9kXztoO0ZAJrzvwxprrqYjmgaFYjl2LY5r0awVAESNfOtiuVkYjA9q7cyxNO o0qaSSObBUJQvzu5LBcWqL5hkTfjG4jnFWUuoZDtDgt6UvlQM2PLQj/dpzrFEVYRZOcDaOleOz1E ConzFVClupAwazJt9mkihXmZ3+Uu3r+HQVsFQaY8KuyluSvShDKERuFAAlBPGV21bYShu2PbipDG BzVP7GwJxdy8nOPShq4r9y0kwPBOD71LuFUo7NtwP2iQ+oIHNWPLIJ8skfypIZNTXBKkKcE96jLO oJZM4/umq0OqQSDPmrjvk4xQwD7AsToBPO+WyQz54rQqo0+JlfaSAMVMtzE38WPrxUq3QCWlqEzR lwu/Bz2qWm01uJNPYKKKKQxhANQMwVvl655qxTCsYyT2Oa1i0iJpvYqTuFkOe/pUG5c/fYe2DVmc ZkbHeoCkmOHGfcV0rZHM92LC6L8xdiB6iucvYZ9fM4Q+WqkAMfT2Fb17I9tpssmckjGBWdNo89/5 VwqoqMmQgOGBPvUc1pXL5bx0May8O3SXDJcSYT7zygct6Y9K6i0KrZnE/nCMld23HSq5ju7FYkbf LAF+f5eR+NWIGtjYOYjtj+Ynce9aSqOWpmqfLuV0aeaWOYPHuQkbGcqSPpitK0iKB5A2C5DZPP1r HtLSK82OHlLJ824NlTWnY2stlaOhYzNkkYPrWEtjeN7jooSJssV27y+ecmp7u5igaNppVjTPVjgU CJymQBkjoapXcMbJGZFTzIVyqnpkCsoJvc0crFmHUbe6mkiiYEKoO7sfpUzxxXSGORAwHZhXKJLb 3wN3dFROi4jjDYzjnmuh0u7FzboJmQXBXe0Y6qO1aSjZERnzMuGCM/wLn1xVI6Rb+YzqpQnGCpq8 yjII+XmlLDGDz9KhX6Fu3UyE0mC2uMpJKu8kqMcD9KytXgtrKVZkkBlJwTv6Hv8A0rob27FtGQAW lx8q4yWrFN3HdSLC9oFuJjnIAOOcc5+laxk+5lOK7GSjXExgmfc0auWV8ArngDODx1rcgvor1/s8 5Ab7ysjen61s21jFBAEVFA6kAY5oOm2pm80wp5mMbsc4puqiVSZSttJgjWZ5FRxIQflHGasJbMo2 Ry7RnIG3gVcKmNQAwx06Uuxu+D9Kzdnuaq6I4V8sAM+4+4xUwOeRjFN2kHO05+tNaVYhlyRn16Um l0GrkoPrRuHrUQuUcEqQQOuOadvZjhMYA5zSt1Kv0FZgeByaGG4fMPypN+37yEe4p4ZW6EGi4WGq vHU0ydpo0BgiEhzyM44qaikOxn/arsnZ9jbJ6ncMVgw6O1zqS743EQOWKNtwfcV1pAPWmb4+m8fn QKw02+B+7P8AwFulQv5XlsSCjr/CaWdgikK6h89O9KLdHUFlww796mUVuC13Ikg37m4UqeeangmZ kwQSR3qNkKt8zFc8bx0P1q0qKqoo5A7+tA9hQzegP0NKGOPukfiKMDPB570ZPpSAKYyjPTOTT6Kt OwNXIpIQx3ZxVYqPM2jpmrrDKkVUiH70e1bU5OzMKsVdeZVv5W+0Q28boNxAZWGc59q1EUKoAAAH AArKtreWTVpbmTaU6Jg54rXrJmyKmossVlLIxAULySM1knTJLyyiEEyRlTuOVyD6Vr6hb/a7CWDI G8Y5rnNDu5476SEIrxkbQqArjBIzVRdkyJRu0aum6bNaSyS3Bjdm/iC4P4e1Xo4NlzJOJXIcAbCe Bj0qSOVZ42KgjDY5qtNcTLO8UCo2xcsrA5OfSp3LskXBwPmOTVdIY5tzSRqfmOMgVRvri/8AspEV th2B5Vs7asWDFIFVnYt3DU+V9Bcy6kzWVu7KzQxkr0JUcVSXS2j11r9XGww7NoHvV030In8gODLt 3bRSySeVAzsACqknFCu9xPlWwrSIiDzDt3HGKQzBJXjEfRcjB5b6CsjTbuPUS8c3LOpyN56fTt+F XjZWiX4uBA7Tunl+aGJ2D8+KJRsEZXFaH+0VDSoVRTxGeDn39Ktw28cQG2NV4xwKraZugVrOQANE fl+csSvYknnNaFTexVrhRRTXJCkjrSGxxGRSY44JqJJS7hR+NSnk4FU01oyU01dADkUjIrD5u1Ix 2LxzRKA0eCcA9aVhpiYSNWI7++aWJNiAd+pqCG2jDBk3bV6ZYnNWqBhTWjRjkqM+tOopAR7GH3XP 0PNBL7SGXI9RUlBIFO4EAwQsYLcnntUhjUKQPl9xTtwpCc4wDQ2C0GxwjHzcnOeacy7R170+gjcM VIMjxkYPSoirxD5OV/u+n0qrc2d687Sw3hiBAG0Lke/WmLZXxVt+os+5do+QDB9eKWwbmhG6nBHI H508uc8KcVnQWN1FP5j3rSYGACgGfrjrVvz3Xhomz7dKdxW7FiiiimMbIcRt9KhtlzuJ+lSynETV HbfcP1rRfAzN/wARD4oI4ARGu0E5PNSUUVmaBWc9ncQSyTWjRlpGBYSA4Ax2xWjTXBZCA20nv6Uw KTollAxE6wGQ9X5UN+n86uInyhm2s+OWAxmmskcqiKRA699wqXGOB0pXAhn2LGWc4A5zWVqVs0yp PHcFdv8Ad5B/WtC9k2Ki+WZN7BSAOg9aoW9kZlKTIy28ZIjRjy3ua0i7GclcyorO/wDtKy6dNGYw AWDg72Oeck9PpXQXQM9lKsZVm2YIB/Ok08W8kkk8fEhHlum7ONpNXgijOFAz1wKHPUFDQx9KtrWO COZIUic9cnJz9TWgbVWeSVZJFaRcHaePqPepDaQM+8xgtTyu1AE4ApSlcqMbHI2K6rp11cTspktz Ntcs2XIzj06YxXSvqUCPAinzDMcLsIP41Q1bT7y6t5Vs59nmfeDL1/wrK0Tw/f2dw0xnMZQ/JHIM gnvyD0pDOwprruUihNwRQ5BbHJHTNK2dpx1xSW4PYjiTazHOT0p54ce9JGu0deT1pxGRVSd2KKsi MIfOLHoO9DfvflH3e59aVjuxGD9TUgGBgUmxpWEVQqgDoKWiipGFA5FFA4FABSdW+lLSL0z60DFo oooELRQOlFIAJA61EOTgcAmpcDNAUA5Ao0FqRsNrDGaM0Pv38LlcdaBgChoEPooopjGyLuXGM1HC MM+OlTUgUAkjvVKWliXHVMWiiipKCikJ6UdqAMzVnka1lt4wy+bGU80fwk4H581JHayR20KwTN8i hTubIOO/1qO6tna+h2s7KzZcE5VQORx9cVoKixoQqgAntVOxKuRpIZVMbHZN2/xFIkS2tud75IGX c9z61LLEJMHkMOhFZl2LpEl2J5m4fNEx4+ooQ2Z0F1FZ38hiR555MeWvTKknmumQlkUsu0kcj0rB 0exWR0vAWV1JRlYZGB6ZroPahggoooHSpGFIQDjPaoHugjspRjjuBU6ncoPrTAWiik3HdjH40gDB 3ZGMVUkgkViwk4LZAxVgyFn2pg465qCS6jSbbKdhA4FMETomzGTyetP4PNVBfWpx+9U84x71coAK KTnPtS0gEJxRu9ATS0UwGk5GO9OpvV/pTqQBRRR0FACjpS0gopALRSUUgGuDnhc0mB3TJqSk5p3F YSikVgyhlOQaWmMKKKKACiiigAopjlhgKPxqC5uks4WmlY7F5PGapRuS5JEq/NcOdo4GM0lw5SMk dRzzVSy1CKeeSNSxJUSAnpg1bnCyRYY4XOTg0rPqDemhKD8uTWbPPOZBiNCFP3ge31qtdC/1G6kt 4v8AR4Y+RL13itW3txDbJC218DDHbjcfWjYZHa3fmMY3UqwOMngN7j86tYGc45prwpIoBHToR1FP O1I9zMeBQMKQkLUDXcZ6OMUgmWQ8HJpDJCydSo/KpRjHHSolTdyelS0CCiiigCP7svs1OaNGOWRS fUikkGVyOo5FOVgygjoaBjfJizny1z9KfRRQAHOOKaxyO4wadSEAjBoEGD2P50ZPcflSKTgU6gBF 9T3pScDNFIRmgBA3qMZpx6UY4xTeR2yKYthwPUUtMUnfz3FPqWCCilopDEoopoZjyMUAQiEE7o3Z eOg6UpFwqjBRj6ninEFDlRkHqKTzHJwEx9asBvnyL9+Bseq804TxltpbB9CMUv7091HuKa6MRgkM D6iiwE1FRiTZw4Cjse1PDhuhBpAMmkEUbOeijNc9fXY1eP7JBuCuA2/t7g966KWNZY2RhlSMEVVs 9LtbN90UeDjGSc4FaRaREotmFNDd2D280Xlsc7CMnJQDp09qkgaZ5JI/mkxG23JI3Vt3VpFcyJne rRnIK8UQWccMvmbnd+mWPSqciFF3JoFIgQFcEAcelS0UVkbBUM5JXAOBipqgc5JpMCgQ57SY+gqz aRsSWbePZgKnjjzyelSNhVNC1Bsja4VTgDNKJUbjdiqlFdXsonL7aRfwKBkVWimIbDHIq1WEouLs zeElJXQUyPgsvoaf3qPIM3y88YNSaElFFFIAooooEIOCR+NLSHhgabI4ReaaV9Absh9FQpOGYLjF TU3FrcUZKS0CiiipGBHcdRSqcigU1fvZHSgQ+ikprnsOppDYpYDqeaFGFAoAwPeloEJRS0UXGNxg 5FI3IzT8UY4pqVmJq6IwTmgxo3JUU8KAc0tVKSewoprcj8r0Zh+NG2QdHB+oqWmE5PpUXKGEyA8o D9DSGVQRuyv1FT96YwBYAjIp3Bigg9Dmiozbxk5AKn/ZOKPKkX7szfiAaVwHOdq1COtK4nPVVbHo cUxXCuPMUrz3FGoyyBgCorptkX1qeqN5KGYIO3WtKScpoxrS5YMh8welHme1R0V38qODmZIJOela SD5BznismtCzZmiO4554rnxEfdudGHn71mOGZWYdEU4+tShQowBgVHD96Qf7VS1yXOwMUYopaAEx RiloNADHHynHWq18jtGHQ4xVumqAVKntxThLldyZx5o2MUNcZB+Qc1tId0an1FV/sS+YG3fLnpVv GBita04ytYxoQlG9wpKWkrA6AIB6gGmGPPfj0qSkpptCaTGDKjAU/nSDcQW4H1qSkYEqQO9NMVgA wOKa0hViNuafTGiDNnJ/OiNr6hK9tB9LRRUlCUUUUAFFFFABkCkAyc0UUAONN/jH0oopoTFooopD Corj/VfiP50UUwJe1UbuIhvMHQ9aKK0oyamrGVaKcHcq0UUV3nnBWnbDFuuKKKwxHwnRhvjYRf62 Ue4qXIzjvRRXGdzFpKKKQC0hoooAKb0kPuKKKAHUtFFABRRRQAdqSiigAooooAZhskoRg+oo8vPL Mc+1FFVdi5Uf/9k=