FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-67fa |
Folha |
SA23 |
Nome_Unidade |
GJo1 |
Simbolo_Unidade |
GJo |
Quantidade_Componentes |
1 |
Legenda |
GJo - Gleissolo Tiomórfico Órtico |
Ordem |
GLEISSOLO |
Subordem |
TIOMÓRFICO |
Grande_Grupo |
Órtico |
Subgrupo |
sálico e solódico |
Textura |
indiscriminada |
Horizonte_Superficial |
A moderado |
Erosao |
|
Pedregosidade |
|
Rochosidade |
|
Relevo_Local |
plano |
Descricao_Componente_Parte_1 |
GLEISSOLO TIOMÓRFICO Órtico sálico e solódico indiscriminada A moderado plano |
Descricao_Componente_Parte_2 |
|
Descricao_Componente_Parte_3 |
|
Descricao_Componente_Parte_4 |
|
Descricao_Inclusao_Parte_1 |
|
Descricao_Inclusao_Parte_2 |
|
Descricao_Inclusao_Parte_3 |
|
Area_Poligono_Km2 |
2.401 |
the_geom |
MULTIPOLYGON (((-45.55639476439099 -1.2836064865733416, -45.558630566025144 -1.2847310805869776, -45.55925931872636 -1.2855735928603018, -45.559608776801554 -1.2862770093947955, -45.56009731056897 -1.2863481312698049, -45.56016732190389 -1.2861362748283416, -45.56058653501888 -1.2856449112722728, -45.56114452648216 -1.2852221586795436, -45.56233246190112 -1.284730662475034, -45.5636598041313 -1.283955971064465, -45.56484627809678 -1.2831824171959452, -45.56568407341109 -1.2823401943230026, -45.56631267706605 -1.2809330254350282, -45.56617188475116 -1.2800899781980288, -45.56568337824176 -1.2793868511595958, -45.56505581027326 -1.2788952923888028, -45.56351812626542 -1.2785437309119434, -45.56170118194977 -1.2784729019269514, -45.56058444154325 -1.2782629239694896, -45.55946770118859 -1.2782633119061395, -45.55904818351866 -1.2784046629620678, -45.558908244038975 -1.2788256676298422, -45.558628404263104 -1.2784045493932032, -45.55807025598408 -1.2776312716775298, -45.55702264035098 -1.2769990183056712, -45.55492651702197 -1.2761552125409898, -45.55373990894779 -1.275311954954292, -45.55283138919371 -1.2742577402049677, -45.55136366396364 -1.2741177077157604, -45.551155000807796 -1.273836579947256, -45.55136377571628 -1.2732734958307717, -45.55073508198385 -1.272220558491363, -45.54947746098362 -1.2703930470303275, -45.54801053976806 -1.2688465790426864, -45.54591468222682 -1.2667367931436457, -45.5443084455967 -1.2652612938522447, -45.54346983573166 -1.2650506695640502, -45.54305146532236 -1.2655438784970952, -45.543470194144604 -1.2668080712671748, -45.54402909689576 -1.2680039990550624, -45.54472800202177 -1.2689874757330664, -45.54472785789324 -1.2700420750458794, -45.54479898106831 -1.2724327364754762, -45.544798491219744 -1.2739787906022688, -45.544660768397335 -1.2753148039837103, -45.54403063944716 -1.2768597347620279, -45.543542390244724 -1.2787590069773005, -45.54333313854956 -1.2806568211898424, -45.54340414812101 -1.2818513844506156, -45.544102121899044 -1.2830469715368236, -45.5458488539784 -1.2829770349007985, -45.54801307719757 -1.282413871087034, -45.55031902127513 -1.281850484311047, -45.55192464611655 -1.2818496471386576, -45.55408931691272 -1.282411736941843, -45.55639476439099 -1.2836064865733416))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-67f9 |
Folha |
SA23 |
Nome_Unidade |
GJo1 |
Simbolo_Unidade |
GJo |
Quantidade_Componentes |
1 |
Legenda |
GJo - Gleissolo Tiomórfico Órtico |
Ordem |
GLEISSOLO |
Subordem |
TIOMÓRFICO |
Grande_Grupo |
Órtico |
Subgrupo |
sálico e solódico |
Textura |
indiscriminada |
Horizonte_Superficial |
A moderado |
Erosao |
|
Pedregosidade |
|
Rochosidade |
|
Relevo_Local |
plano |
Descricao_Componente_Parte_1 |
GLEISSOLO TIOMÓRFICO Órtico sálico e solódico indiscriminada A moderado plano |
Descricao_Componente_Parte_2 |
|
Descricao_Componente_Parte_3 |
|
Descricao_Componente_Parte_4 |
|
Descricao_Inclusao_Parte_1 |
|
Descricao_Inclusao_Parte_2 |
|
Descricao_Inclusao_Parte_3 |
|
Area_Poligono_Km2 |
1.35 |
the_geom |
MULTIPOLYGON (((-46.15053788729784 -1.241625820389257, -46.150607175110686 -1.2414881365929669, -46.15258315935599 -1.2375977057448755, -46.152696103683496 -1.237373295795432, -46.15269707519018 -1.2373706028668474, -46.15393356043373 -1.2340476704178966, -46.15406201509167 -1.2325205645066468, -46.15408488990675 -1.2322455325526884, -46.15408616302855 -1.2322319659880703, -46.153959725042355 -1.231746843876807, -46.1535705157017 -1.230260358976031, -46.15337616206955 -1.2293788256194598, -46.153364154176664 -1.229326794278337, -46.15334243156082 -1.22930169292661, -46.15300263303083 -1.228911173306467, -46.15299907395632 -1.2289101654710493, -46.15299817790261 -1.2289101400477491, -46.15299638579519 -1.228910089200805, -46.152991930667014 -1.2289090559421494, -46.15254009535659 -1.2288073639976558, -46.152231019674026 -1.229378074109844, -46.151561354940995 -1.2304690585570284, -46.15050414021173 -1.2316297483531187, -46.14981046399327 -1.2323899481195983, -46.14897765186625 -1.2328641665238422, -46.14816316079288 -1.2333243924249861, -46.146721017589726 -1.2343625886439797, -46.14517499930567 -1.235298072133014, -46.143733726117254 -1.2365947193304996, -46.14275530130973 -1.2377902424170928, -46.142550129436515 -1.2388807699799174, -46.142550748599156 -1.2388907626699621, -46.14255129223775 -1.238903473696145, -46.142550537036136 -1.2401249462174981, -46.1425513576 -1.2401276899996196, -46.14255133242519 -1.2401285961082458, -46.14256693811343 -1.240212467212674, -46.142808988684216 -1.241474384517406, -46.143582325787165 -1.2432392544038728, -46.143776331123405 -1.2436482971349645, -46.144665046548695 -1.2455216183079416, -46.145335183567234 -1.2466115875045634, -46.145903172542496 -1.2468589512216977, -46.14662306953919 -1.247223070191663, -46.147292327119935 -1.2471178390497173, -46.14778298412083 -1.246500632626609, -46.147898227586275 -1.246355188100753, -46.14790380550309 -1.2463480920018413, -46.14790938341964 -1.246340995902854, -46.1479103046863 -1.2463401152500815, -46.148425944739685 -1.2451459787714674, -46.14914627822408 -1.243911399547698, -46.15005493596692 -1.2424182751385373, -46.15053788729784 -1.241625820389257))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-67f8 |
Folha |
SA23 |
Nome_Unidade |
GJo1 |
Simbolo_Unidade |
GJo |
Quantidade_Componentes |
1 |
Legenda |
GJo - Gleissolo Tiomórfico Órtico |
Ordem |
GLEISSOLO |
Subordem |
TIOMÓRFICO |
Grande_Grupo |
Órtico |
Subgrupo |
sálico e solódico |
Textura |
indiscriminada |
Horizonte_Superficial |
A moderado |
Erosao |
|
Pedregosidade |
|
Rochosidade |
|
Relevo_Local |
plano |
Descricao_Componente_Parte_1 |
GLEISSOLO TIOMÓRFICO Órtico sálico e solódico indiscriminada A moderado plano |
Descricao_Componente_Parte_2 |
|
Descricao_Componente_Parte_3 |
|
Descricao_Componente_Parte_4 |
|
Descricao_Inclusao_Parte_1 |
|
Descricao_Inclusao_Parte_2 |
|
Descricao_Inclusao_Parte_3 |
|
Area_Poligono_Km2 |
0.413 |
the_geom |
MULTIPOLYGON (((-45.879000487760756 -1.2146961535811311, -45.87987592098979 -1.2151571825893792, -45.88104158493047 -1.215785439815794, -45.88183355253209 -1.216624008173392, -45.88295735420414 -1.2174614290655108, -45.88412456063107 -1.2178802169809853, -45.88479086013388 -1.2177546645218906, -45.88504090264119 -1.2170410061505337, -45.885206646510554 -1.2162024386505819, -45.88508126342567 -1.2151966151839977, -45.88449797013274 -1.2141483290554638, -45.883539497797756 -1.2131434421476797, -45.882498240588646 -1.2124299630584228, -45.881415964902075 -1.2118023392747488, -45.88058178032067 -1.2113416141980893, -45.879040602656325 -1.2112999861714617, -45.87741661688978 -1.211300356855829, -45.875625187623946 -1.211510741310911, -45.87504159723918 -1.212097610487355, -45.875541850240054 -1.2127262985895113, -45.87687543323512 -1.2135644771732168, -45.87787612605194 -1.2140663776318037, -45.879000487760756 -1.2146961535811311))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-67f7 |
Folha |
SA23 |
Nome_Unidade |
GJo1 |
Simbolo_Unidade |
GJo |
Quantidade_Componentes |
1 |
Legenda |
GJo - Gleissolo Tiomórfico Órtico |
Ordem |
GLEISSOLO |
Subordem |
TIOMÓRFICO |
Grande_Grupo |
Órtico |
Subgrupo |
sálico e solódico |
Textura |
indiscriminada |
Horizonte_Superficial |
A moderado |
Erosao |
|
Pedregosidade |
|
Rochosidade |
|
Relevo_Local |
plano |
Descricao_Componente_Parte_1 |
GLEISSOLO TIOMÓRFICO Órtico sálico e solódico indiscriminada A moderado plano |
Descricao_Componente_Parte_2 |
|
Descricao_Componente_Parte_3 |
|
Descricao_Componente_Parte_4 |
|
Descricao_Inclusao_Parte_1 |
|
Descricao_Inclusao_Parte_2 |
|
Descricao_Inclusao_Parte_3 |
|
Area_Poligono_Km2 |
0.176 |
the_geom |
MULTIPOLYGON (((-45.8765010096894 -1.2160792538722092, -45.87795960552529 -1.2164993742681502, -45.87820872201225 -1.2161620623986085, -45.877792992901455 -1.2157435532613483, -45.87712594627866 -1.2151145109175758, -45.87625168880744 -1.2146126960703487, -45.87479380120902 -1.2134815560606083, -45.873459674050565 -1.2123504132457106, -45.87171089731103 -1.2116378642519468, -45.87075111669843 -1.2114291718236723, -45.870502375650005 -1.211722053621569, -45.87054349793137 -1.2122257017085953, -45.87096184328452 -1.2130206786659021, -45.8719611222785 -1.2141954980711809, -45.87325228870491 -1.2150741619647434, -45.874503116717655 -1.2155779814184529, -45.87570951093933 -1.2159118021720983, -45.8765010096894 -1.2160792538722092))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-67f6 |
Folha |
SA23 |
Nome_Unidade |
GJo1 |
Simbolo_Unidade |
GJo |
Quantidade_Componentes |
1 |
Legenda |
GJo - Gleissolo Tiomórfico Órtico |
Ordem |
GLEISSOLO |
Subordem |
TIOMÓRFICO |
Grande_Grupo |
Órtico |
Subgrupo |
sálico e solódico |
Textura |
indiscriminada |
Horizonte_Superficial |
A moderado |
Erosao |
|
Pedregosidade |
|
Rochosidade |
|
Relevo_Local |
plano |
Descricao_Componente_Parte_1 |
GLEISSOLO TIOMÓRFICO Órtico sálico e solódico indiscriminada A moderado plano |
Descricao_Componente_Parte_2 |
|
Descricao_Componente_Parte_3 |
|
Descricao_Componente_Parte_4 |
|
Descricao_Inclusao_Parte_1 |
|
Descricao_Inclusao_Parte_2 |
|
Descricao_Inclusao_Parte_3 |
|
Area_Poligono_Km2 |
23.675 |
the_geom |
MULTIPOLYGON (((-45.696045586648374 -1.2526157891894278, -45.699259872963175 -1.2478534386922544, -45.70285395718533 -1.2442341305947782, -45.70531392407782 -1.2409960705163865, -45.706825380568674 -1.2373776512799046, -45.707959134168384 -1.2347109675714418, -45.70644523980189 -1.232236032990584, -45.70720161209193 -1.2293793339288899, -45.7105846424721 -1.2214138222475452, -45.710037171340936 -1.219287006006056, -45.709468459141924 -1.2160494526109247, -45.708409221241 -1.2144949494547332, -45.705306305420685 -1.215478428707649, -45.70209000522387 -1.2150989729178103, -45.70057604730989 -1.2152902504344512, -45.69981843407403 -1.2143379003222254, -45.7020882803531 -1.210908844510841, -45.703979479981356 -1.2084333773625195, -45.70530470371323 -1.2069095368996512, -45.70416892585785 -1.2040529914045555, -45.702841946834305 -1.2013874913076998, -45.70151830170822 -1.198150661008209, -45.70038153158794 -1.1962472379165279, -45.699625851016606 -1.196055853390748, -45.6973550851054 -1.1979612863806435, -45.69565241159071 -1.2002465445918518, -45.694139520419874 -1.2019615483333708, -45.69395178266053 -1.2038659938138605, -45.693763525842186 -1.2078645864987114, -45.69433109755554 -1.2103403896707852, -45.693385134498094 -1.211863765709443, -45.69092695869711 -1.2128165769928028, -45.689034375190616 -1.2131977571363117, -45.68827767573801 -1.212246302163622, -45.68903353164363 -1.2099608331000797, -45.69035691150219 -1.2061523799216132, -45.69092438978185 -1.2031047871454437, -45.69205808705749 -1.1996769192442267, -45.69451755175329 -1.1966298653655287, -45.696218838906894 -1.1907256064288259, -45.69508269420585 -1.1867260185382136, -45.69300025664919 -1.1846317279906287, -45.690919505832476 -1.1842517432093358, -45.688460881545474 -1.185014120575324, -45.686190616854816 -1.187299584514079, -45.68467850883645 -1.1914898612668272, -45.684677680072284 -1.1937754848638138, -45.68392248889094 -1.1954896728472377, -45.68127388990454 -1.1968230959881763, -45.67862414150772 -1.1975850512913595, -45.67786958048199 -1.2002515549738058, -45.67711366838124 -1.2055844873683317, -45.677114148041476 -1.2074882193056715, -45.676168299279134 -1.2088220021347253, -45.674087401442605 -1.2107265412079784, -45.6727628876709 -1.2122502406078612, -45.671628034649245 -1.2126314460193948, -45.67011494847843 -1.2135844190146443, -45.668980093337275 -1.2147265367625084, -45.66822295919815 -1.2164405138054197, -45.6680358618077 -1.2198694261312153, -45.669928036243945 -1.2221538316614315, -45.67011815848514 -1.2251986317474155, -45.669740637914586 -1.231865682740896, -45.66879535241639 -1.2349115577804022, -45.668796160592876 -1.2371978263650167, -45.66974312078527 -1.2417679543053957, -45.670690810372676 -1.2450049613175778, -45.673340643042586 -1.2479721547876372, -45.67712470078485 -1.250830144092919, -45.67958481437018 -1.2515924454233305, -45.68355911483678 -1.2544505921485603, -45.68658750009822 -1.2563552713966344, -45.690181406912316 -1.2578788026369943, -45.69188395614501 -1.2584504552544817, -45.692830127414005 -1.2576890364789441, -45.6941534575999 -1.2557818367316176, -45.696045586648374 -1.2526157891894278))) |
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PWG – Powering Growth é um projeto para facilitar o |
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