FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-67b9 |
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 |
7.339 |
the_geom |
MULTIPOLYGON (((-47.46138757826103 -0.6914054593141639, -47.46071362304165 -0.6900869224607683, -47.46064376687274 -0.6884184704975238, -47.459907028450786 -0.6877279084239807, -47.45395779454817 -0.687791032696438, -47.45255894633963 -0.6854651426548533, -47.45266944423849 -0.6844767599743117, -47.45314661245076 -0.6839648866666688, -47.453428747140734 -0.6820531453049573, -47.45019981984687 -0.681861056738516, -47.44837054705286 -0.6779851845714653, -47.447950068238 -0.6754589923799249, -47.447476173895176 -0.6752088205846036, -47.44638734317799 -0.6756625501809648, -47.44600655234484 -0.6766127379974406, -47.44568568294063 -0.6802004292086514, -47.44506604990139 -0.6811458290486915, -47.44389970167059 -0.6798009568466431, -47.44342026856536 -0.6797904583534451, -47.44106644145837 -0.6779395085298904, -47.43731772627447 -0.6742585355509901, -47.43646758200544 -0.6748387267765433, -47.4364390041579 -0.6760361970362067, -47.43568101757661 -0.6778167216360835, -47.43748078301372 -0.6776188707916142, -47.4387438707124 -0.6800424977856575, -47.4378780527425 -0.6812227364096057, -47.438811997882084 -0.6823222887310166, -47.44036469056296 -0.6824773397042738, -47.44213863198558 -0.683476058604784, -47.44271490935407 -0.6844471749487038, -47.44013405539668 -0.6873851114176361, -47.43807233737022 -0.6885368527698031, -47.435079415248296 -0.6884692046413747, -47.43307961504309 -0.6868655684889156, -47.43175829641142 -0.6870756982462418, -47.43315326330995 -0.6889047323614577, -47.43336805097846 -0.6899880456231872, -47.43228594566931 -0.6914628243714039, -47.43039629947327 -0.6925241288659664, -47.4280576118503 -0.6928017242526242, -47.4270869257349 -0.6923616524257918, -47.425525860601674 -0.6925660310201749, -47.42439703786317 -0.693157669853995, -47.42255801273598 -0.6952383514906119, -47.42171735106255 -0.696756976369913, -47.422616084681074 -0.6994143456864995, -47.42496494147287 -0.6961114554917813, -47.426429218254334 -0.6949474053789619, -47.42762695851193 -0.6949741551918344, -47.42868819622918 -0.6957170335413828, -47.43023818336475 -0.6959919663852074, -47.43174007603221 -0.6984229864277838, -47.433277136329984 -0.6992961658731184, -47.43348451100547 -0.7007389528003797, -47.43430328980189 -0.701595913148134, -47.43418316792867 -0.7068665931111664, -47.430422413472456 -0.7115436158033457, -47.42949299512387 -0.7129910387821198, -47.42922731178788 -0.7141836135873665, -47.42681960476974 -0.7147283827398115, -47.42600271240946 -0.7137506837539869, -47.42502945690696 -0.7144231982576547, -47.42605004777292 -0.7169625077811782, -47.42504845694148 -0.7188577527349996, -47.4257529436046 -0.7194721831523495, -47.42806022335247 -0.7180867223876078, -47.429899080107305 -0.7162114208841502, -47.430857152811775 -0.7162333479714525, -47.43150494610258 -0.7176347811199034, -47.43214489438323 -0.7181377612230504, -47.4321511648765 -0.7180988558824124, -47.43224205294676 -0.7172654302670408, -47.43228962932626 -0.716988638466184, -47.43265430183892 -0.7166621818003978, -47.432884480476346 -0.7166168037671116, -47.43365227463839 -0.7161201150802037, -47.433805833195144 -0.7159820852700022, -47.4353514813721 -0.714592027985997, -47.436821242860965 -0.7136188586648893, -47.437008874668685 -0.7134780042826633, -47.43824478824489 -0.7125537517418006, -47.43870337359318 -0.7122295183246417, -47.439024660237685 -0.7119982920183686, -47.4396685536165 -0.7119046263215457, -47.440494276886646 -0.711533723135619, -47.44236445569634 -0.7108152777319664, -47.443587809189516 -0.7101622687362811, -47.4456710606112 -0.7090528582752417, -47.44741652178052 -0.7075711775876187, -47.448013056593375 -0.7069695442562022, -47.44824245315242 -0.706182065861678, -47.44824229076607 -0.705025813290381, -47.448149322329584 -0.7042842557197984, -47.447689357621556 -0.7035448711096446, -47.44723017842931 -0.7028491006962397, -47.44686258872109 -0.7020628593038385, -47.44672405903398 -0.7010077553458184, -47.44672335315657 -0.7009995638573845, -47.44672304359036 -0.6998887029754284, -47.44681455736785 -0.6986383254318945, -47.44727212275233 -0.69738756321836, -47.4479157744409 -0.6959068739221379, -47.44855786433364 -0.6946486772342545, -47.4485576416047 -0.6942317530212936, -47.4485577703251 -0.6939547181370942, -47.448603189920256 -0.6937705002109346, -47.44878668197904 -0.6937694122215541, -47.449200157586695 -0.6937692493053581, -47.449613786097636 -0.6937236732985361, -47.4506688693466 -0.6927959177419528, -47.451589351126856 -0.692193771552913, -47.45282879998461 -0.6917309067018342, -47.45429828913993 -0.6912662330199596, -47.45567665775121 -0.6909883197664806, -47.45701015921803 -0.6909872832491764, -47.458157314609934 -0.6910335916642552, -47.45951230428906 -0.6910321447926141, -47.45974211346002 -0.6910793819144857, -47.46006427441201 -0.6908472282720391, -47.46033902054305 -0.6908473898366778, -47.46056974507611 -0.69089373968941, -47.46084471855647 -0.6910782970433387, -47.46138757826103 -0.6914054593141639))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-67b8 |
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 |
0.023 |
the_geom |
MULTIPOLYGON (((-47.25106683359288 -0.6854075478588952, -47.25095497016399 -0.6852567450974638, -47.25069449984229 -0.6851831469095936, -47.24963855890492 -0.6857059337726913, -47.24911964663858 -0.6866024909652491, -47.24911966235271 -0.6867523705639321, -47.25000975926088 -0.6868813605236496, -47.250696507400356 -0.6863785997473733, -47.25106683359288 -0.6854075478588952))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-67b7 |
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 |
0.173 |
the_geom |
MULTIPOLYGON (((-47.24204515150251 -0.6861465925263023, -47.24263731524084 -0.6863845703725513, -47.2438201595873 -0.6859076154306032, -47.24387821123275 -0.6845964532987683, -47.24387660834737 -0.6830467383779634, -47.243639385416444 -0.681319555686176, -47.24263461272449 -0.6800686090007767, -47.24168718674007 -0.6798300884654963, -47.24121410966536 -0.6806051417590582, -47.24121584604309 -0.6820358759826157, -47.24139312186646 -0.6830476084395957, -47.24139462308738 -0.6843002854633269, -47.241394097730726 -0.6850741999644983, -47.24204515150251 -0.6861465925263023))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-67b6 |
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 |
4.901 |
the_geom |
MULTIPOLYGON (((-47.47616133064515 -0.6485688520937423, -47.47498238304717 -0.6490178720609204, -47.473168027218634 -0.6512224057928792, -47.47338295990117 -0.6523049155487997, -47.47445515374042 -0.65256923358628, -47.47554375642779 -0.6534825637659737, -47.47556334167223 -0.6541879774281516, -47.474767902167905 -0.6546133663345016, -47.473575857724974 -0.654346212517008, -47.473122153709795 -0.6532571455497314, -47.47086153172011 -0.6526076436477494, -47.469781946082605 -0.652703789032033, -47.46916621918017 -0.6534077731530876, -47.46703833912929 -0.6521618126040015, -47.46516554893335 -0.6521192155165928, -47.462843627713966 -0.6523066877272682, -47.46175117894651 -0.6530002534028742, -47.46231914177902 -0.6543327890273631, -47.46316633696469 -0.6539922397681491, -47.46672141488234 -0.6556299929656088, -47.46856276820924 -0.6589076631344364, -47.4702149549779 -0.6600233061783723, -47.47031463442966 -0.6608641410437798, -47.46993759405014 -0.661694584112357, -47.46681317729481 -0.662103795740899, -47.46553521224951 -0.6603974577169919, -47.4630164838486 -0.6605793518317147, -47.4631115184401 -0.6616599004573402, -47.46442253506787 -0.6619299145825668, -47.4654782294108 -0.6629124232998765, -47.46631352116547 -0.6630512339254966, -47.46629350276154 -0.6639600796800705, -47.46590176257704 -0.6653897092895698, -47.46418796450761 -0.6670277937436119, -47.46389674639338 -0.6692991485108, -47.46339893249775 -0.6701266952271985, -47.462186546197806 -0.6708182863121815, -47.46197243346447 -0.6716834427153405, -47.461021372759014 -0.6721795640361241, -47.457167292402794 -0.6703448780608702, -47.45674585225782 -0.6678186139348972, -47.45484845262056 -0.6669369125896377, -47.455284407108266 -0.663591610371897, -47.45432285296715 -0.6636895879401132, -47.45320634366587 -0.6654626214366538, -47.45094205335154 -0.6649309897415603, -47.44989833385413 -0.6634699821123778, -47.44628244116821 -0.6644668273678093, -47.443562607319684 -0.6682401339240862, -47.443551537812844 -0.6687195050668048, -47.444374915320466 -0.6693359125884327, -47.44512352574182 -0.6680356366657131, -47.446187474827106 -0.6686586713617736, -47.448240740395576 -0.6678654148241159, -47.450869249070905 -0.6681649944247873, -47.45205490818373 -0.6686718986160153, -47.45355962724618 -0.6709822704579446, -47.453531995330536 -0.6721806869661608, -47.45291795379185 -0.6728855395833035, -47.454958291592014 -0.672692379887422, -47.45647684459489 -0.6744044107138097, -47.45646027266041 -0.6751234531929979, -47.45523681898095 -0.6762934539459883, -47.454966726625216 -0.6776059954886443, -47.4563866551128 -0.6783564207141866, -47.45759998214144 -0.677664893694948, -47.459042857977785 -0.677458428774511, -47.460587254269775 -0.6779728860264239, -47.462687208999846 -0.6769408437068348, -47.46612290271113 -0.6767788862950174, -47.46681723768427 -0.6778726761523847, -47.46678779779754 -0.6791909265463241, -47.46724151895513 -0.6802799100745975, -47.46684976102957 -0.6817094635279901, 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-47.470848252152585 -0.6682457963502566, -47.47015917418131 -0.6682467269506651, -47.46947013796976 -0.6682458400231777, -47.46910320787844 -0.6682471357016462, -47.469103187652735 -0.6680145853706076, -47.46923979719822 -0.667599959790084, -47.47002110326409 -0.6668572372040659, -47.47158189625597 -0.6658395658017269, -47.47208719366505 -0.665191126688219, -47.472362634293404 -0.6642647172798067, -47.47231629391919 -0.6634778443769679, -47.472361902171436 -0.6625060144204876, -47.47268148043266 -0.6612554285811851, -47.47309575385681 -0.6602841490717624, -47.47355470092663 -0.6598607949052174, -47.47364692168145 -0.6593524454634591, -47.473922465807405 -0.6591218733423229, -47.47429004244011 -0.6589361765352123, -47.47484072762876 -0.658842932966405, -47.475207748248415 -0.6585645621510088, -47.475528368430766 -0.6582414873347748, -47.47589687175631 -0.6575479982839446, -47.475942513489585 -0.6568077998076907, -47.47607953519963 -0.6565303388295939, -47.47603301627052 -0.6557897724673194, -47.47603302465024 -0.6550493975485892, -47.47635376237011 -0.6544483387992064, -47.47699771485708 -0.653800424561417, -47.47754850033214 -0.6529231911978083, -47.47763995938333 -0.6521359182298874, -47.477593754773004 -0.651303595584808, -47.47722510491514 -0.6505626579251595, -47.47671998612942 -0.6496858526175681, -47.47625912808904 -0.648830077832921, -47.47616133064515 -0.6485688520937423))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-67b5 |
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 |
0.068 |
the_geom |
MULTIPOLYGON (((-47.21653690227628 -0.6832371354242296, -47.21649135852988 -0.6831206510585732, -47.2160252397084 -0.6828148636948357, -47.214350528375334 -0.6826764341468561, -47.21288271789871 -0.6822315178011065, -47.21267405052426 -0.6823499172882737, -47.21260450248338 -0.683050377171815, -47.21311724815812 -0.683801511965184, -47.21414152526696 -0.6842691125943837, -47.21584081926973 -0.6843154940616369, -47.216374680744586 -0.6838462924362577, -47.21653690227628 -0.6832371354242296))) |
|
PWG – Powering Growth é um projeto para facilitar o |
Sobre nós |
Privacidade |