2#楼原图材质分区核对图

这是原CAD二维材质证据,不是效果图,也不代表已全部应用到三维。米制u、z坐标;第二向u与建筑X反向。悬停区域可查看源编号。米黄色=石灰石,蓝色=不透明玻璃,灰色=未确认,红框=4处不可自动赋材的候选。空白不能自动认透明玻璃。

2# CAD MATERIAL EVIDENCE — NOT A FACADE RENDERSource polygons in metres; view1 u reversed from building X. Colours classify evidence, not finish colour.VIEW 0 | limestone / opaque glass / unresolved0510152025303540455004812162024284B39 | unresolved | confidence=04B3C | unresolved | confidence=04B3E | unresolved | confidence=076CA | limestone | confidence=0.976CD | limestone | confidence=0.976D4 | limestone | confidence=0.976D9 | opaque_glass | confidence=0.9976EA | limestone | confidence=0.976ED | limestone | confidence=0.976FA | limestone | confidence=0.976FD | opaque_glass | confidence=0.997700 | opaque_glass | confidence=0.997703 | opaque_glass | confidence=0.997706 | limestone | confidence=0.97709 | opaque_glass | confidence=0.99770C | limestone | confidence=0.9770F | limestone | confidence=0.97712 | opaque_glass | confidence=0.997715 | limestone | confidence=0.97718 | opaque_glass | confidence=0.99771B | opaque_glass | confidence=0.99771E | opaque_glass | confidence=0.997739 | limestone | confidence=0.97781 | limestone | confidence=0.9779B | limestone | confidence=0.9779E | limestone | confidence=0.977B8 | limestone | confidence=0.977E9 | opaque_glass | confidence=0.9977ED | opaque_glass | confidence=0.9977F0 | opaque_glass | confidence=0.9977F3 | limestone | confidence=0.977F6 | opaque_glass | confidence=0.9977F9 | opaque_glass | confidence=0.997819 | limestone | confidence=0.97836 | opaque_glass | confidence=0.997839 | limestone | confidence=0.9783C | opaque_glass | confidence=0.997841 | limestone | confidence=0.97846 | opaque_glass | confidence=0.997849 | opaque_glass | confidence=0.99784C | limestone | confidence=0.9784F | limestone | confidence=0.97852 | opaque_glass | confidence=0.997855 | limestone | confidence=0.97858 | opaque_glass | confidence=0.99785C | limestone | confidence=0.9788F | limestone | confidence=0.97892 | limestone | confidence=0.978AC | limestone | confidence=0.978B5 | limestone | confidence=0.978BB | limestone | confidence=0.978BE | limestone | confidence=0.978C1 | opaque_glass | confidence=0.9978C6 | limestone | confidence=0.978C9 | limestone | confidence=0.978CC | opaque_glass | confidence=0.9978D1 | limestone | confidence=0.978D4 | limestone | confidence=0.978D7 | opaque_glass | confidence=0.9978DC | opaque_glass | confidence=0.9978E1 | limestone | confidence=0.978E4 | limestone | confidence=0.978E7 | limestone | confidence=0.978EA | limestone | confidence=0.978ED | opaque_glass | confidence=0.9978F0 | limestone | confidence=0.978F3 | opaque_glass | confidence=0.9978F6 | limestone | confidence=0.978F9 | opaque_glass | confidence=0.9978FC | opaque_glass | confidence=0.9978FF | opaque_glass | confidence=0.997902 | limestone | confidence=0.97905 | opaque_glass | confidence=0.997908 | limestone | confidence=0.9790B | limestone | confidence=0.9790E | opaque_glass | confidence=0.997911 | limestone | confidence=0.97914 | opaque_glass | confidence=0.997917 | opaque_glass | confidence=0.99791A | opaque_glass | confidence=0.99791D | limestone | confidence=0.9793B | limestone | confidence=0.97983 | limestone | confidence=0.9799D | limestone | confidence=0.979A0 | limestone | confidence=0.979BA | limestone | confidence=0.979EB | opaque_glass | confidence=0.9979EF | opaque_glass | confidence=0.9979F2 | opaque_glass | confidence=0.9979F5 | limestone | confidence=0.979F8 | opaque_glass | confidence=0.9979FB | opaque_glass | confidence=0.9979FE | opaque_glass | confidence=0.997A01 | opaque_glass | confidence=0.997A04 | limestone | confidence=0.97A07 | opaque_glass | confidence=0.997A0B | limestone | confidence=0.97A10 | opaque_glass | confidence=0.997A13 | opaque_glass | confidence=0.997A16 | limestone | confidence=0.97A19 | limestone | confidence=0.97A1C | opaque_glass | confidence=0.997A1F | limestone | confidence=0.97A22 | opaque_glass | confidence=0.997A26 | limestone | confidence=0.97A59 | limestone | confidence=0.97A5C | limestone | confidence=0.97A76 | limestone | confidence=0.97A81 | limestone | confidence=0.97AA0 | limestone | confidence=0.97ABE | limestone | confidence=0.97AC1 | opaque_glass | confidence=0.997AC4 | opaque_glass | confidence=0.997AC7 | limestone | confidence=0.97ACA | limestone | confidence=0.97ACD | opaque_glass | confidence=0.997AD0 | limestone | confidence=0.97AD3 | opaque_glass | confidence=0.997AD7 | opaque_glass | confidence=0.997ADA | limestone | confidence=0.97ADD | opaque_glass | confidence=0.997AE2 | limestone | confidence=0.97B13 | limestone | confidence=0.97B16 | limestone | confidence=0.97B30 | limestone | confidence=0.97B39 | limestone | confidence=0.97B3F | limestone | confidence=0.97B42 | limestone | confidence=0.97B45 | limestone | confidence=0.97B49 | limestone | confidence=0.97B4C | opaque_glass | confidence=0.997B50 | limestone | confidence=0.97B54 | opaque_glass | confidence=0.997B58 | limestone | confidence=0.97B5C | opaque_glass | confidence=0.997B5F | opaque_glass | confidence=0.997B62 | opaque_glass | confidence=0.997B65 | limestone | confidence=0.97B68 | opaque_glass | confidence=0.997B6B | limestone | confidence=0.97B6E | limestone | confidence=0.97B71 | opaque_glass | confidence=0.997B74 | limestone | confidence=0.97B77 | opaque_glass | confidence=0.997B7A | opaque_glass | confidence=0.997B7D | opaque_glass | confidence=0.997B80 | limestone | confidence=0.97B9E | limestone | confidence=0.97BE6 | limestone | confidence=0.97C00 | limestone | confidence=0.97C03 | limestone | confidence=0.97C1D | limestone | confidence=0.97C4E | opaque_glass | confidence=0.997C52 | opaque_glass | confidence=0.997C55 | opaque_glass | confidence=0.997C58 | limestone | confidence=0.97C5B | opaque_glass | confidence=0.997C5E | opaque_glass | confidence=0.997C62 | opaque_glass | confidence=0.997C66 | opaque_glass | confidence=0.997C69 | limestone | confidence=0.97C6C | opaque_glass | confidence=0.997C6F | limestone | confidence=0.97C72 | opaque_glass | confidence=0.997C75 | opaque_glass | confidence=0.997C78 | limestone | confidence=0.97C7B | limestone | confidence=0.97C7E | opaque_glass | confidence=0.997C81 | limestone | confidence=0.97C84 | opaque_glass | confidence=0.997CA4 | limestone | confidence=0.97CC4 | limestone | confidence=0.97CF5 | limestone | confidence=0.97CF8 | limestone | confidence=0.97D12 | limestone | confidence=0.97D17 | limestone | confidence=0.97D1D | limestone | confidence=0.97D20 | limestone | confidence=0.97D23 | limestone | confidence=0.97D26 | limestone | confidence=0.97D29 | opaque_glass | confidence=0.997D2C | limestone | confidence=0.97D2F | opaque_glass | confidence=0.997D32 | limestone | confidence=0.97D39 | opaque_glass | confidence=0.997D3D | opaque_glass | confidence=0.997D40 | opaque_glass | confidence=0.997D43 | limestone | confidence=0.97D46 | opaque_glass | confidence=0.997D49 | opaque_glass | confidence=0.997D4C | opaque_glass | confidence=0.997D4F | limestone | confidence=0.97D52 | opaque_glass | confidence=0.997D55 | opaque_glass | confidence=0.997D58 | opaque_glass | confidence=0.997D5B | limestone | confidence=0.97D5E | opaque_glass | confidence=0.997D61 | limestone | confidence=0.97D64 | limestone | confidence=0.97D67 | opaque_glass | confidence=0.997D6A | limestone | confidence=0.97D6D | opaque_glass | confidence=0.997D70 | opaque_glass | confidence=0.997D73 | opaque_glass | confidence=0.997D8D | limestone | confidence=0.97DD5 | limestone | confidence=0.97DEF | limestone | confidence=0.97DF2 | limestone | confidence=0.97E0C | limestone | confidence=0.97E59 | limestone | confidence=0.97E77 | limestone | confidence=0.97E7A | limestone | confidence=0.97E7D | opaque_glass | confidence=0.997E81 | opaque_glass | confidence=0.997E84 | opaque_glass | confidence=0.997E87 | limestone | confidence=0.97E8A | opaque_glass | confidence=0.997E8D | opaque_glass | confidence=0.997E90 | opaque_glass | confidence=0.997EAF | limestone | confidence=0.97ECD | opaque_glass | confidence=0.997ED0 | limestone | confidence=0.97ED3 | opaque_glass | confidence=0.997ED6 | limestone | confidence=0.97EDD | limestone | confidence=0.97EE0 | limestone | confidence=0.97EE3 | limestone | confidence=0.97EE6 | opaque_glass | confidence=0.997EE9 | opaque_glass | confidence=0.997EEC | opaque_glass | confidence=0.997EEF | limestone | confidence=0.97EF2 | opaque_glass | confidence=0.997EF5 | limestone | confidence=0.97EF8 | limestone | confidence=0.97EFB | opaque_glass | confidence=0.997EFE | limestone | confidence=0.97F01 | opaque_glass | confidence=0.997F04 | opaque_glass | confidence=0.997F07 | opaque_glass | confidence=0.997F21 | limestone | confidence=0.97F69 | limestone | confidence=0.97F83 | limestone | confidence=0.97F86 | limestone | confidence=0.97FA0 | limestone | confidence=0.97FD1 | opaque_glass | confidence=0.997FD4 | limestone | confidence=0.97FD7 | opaque_glass | confidence=0.997FDE | limestone | confidence=0.97FE1 | limestone | confidence=0.97FE4 | opaque_glass | confidence=0.997FE7 | opaque_glass | confidence=0.997FEA | limestone | confidence=0.97FED | limestone | confidence=0.97FF0 | opaque_glass | confidence=0.997FF3 | limestone | confidence=0.97FF6 | opaque_glass | confidence=0.997FFA | limestone | confidence=0.9802B | limestone | confidence=0.9802E | limestone | confidence=0.98048 | limestone | confidence=0.98051 | opaque_glass | confidence=0.998054 | limestone | confidence=0.98057 | opaque_glass | confidence=0.99805A | opaque_glass | confidence=0.99805D | opaque_glass | confidence=0.998060 | limestone | confidence=0.98063 | limestone | confidence=0.98068 | limestone | confidence=0.9806B | limestone | confidence=0.9806E | limestone | confidence=0.98071 | opaque_glass | confidence=0.998074 | opaque_glass | confidence=0.998077 | opaque_glass | confidence=0.99807A | limestone | confidence=0.9807D | opaque_glass | confidence=0.998080 | limestone | confidence=0.98083 | limestone | confidence=0.98086 | opaque_glass | confidence=0.998089 | limestone | confidence=0.9808C | opaque_glass | confidence=0.99808F | opaque_glass | confidence=0.998092 | opaque_glass | confidence=0.998095 | limestone | confidence=0.98098 | opaque_glass | confidence=0.99809B | opaque_glass | confidence=0.99809E | limestone | confidence=0.980A1 | limestone | confidence=0.980A4 | opaque_glass | confidence=0.9980A7 | opaque_glass | confidence=0.9980DE | limestone | confidence=0.980E1 | limestone | confidence=0.98114 | limestone | confidence=0.98192 | limestone | confidence=0.981AC | limestone | confidence=0.981AF | limestone | confidence=0.981C9 | limestone | confidence=0.98274 | limestone | confidence=0.98277 | limestone | confidence=0.9827A | limestone | confidence=0.9827D | limestone | confidence=0.98280 | limestone | confidence=0.98283 | limestone | confidence=0.98286 | opaque_glass | confidence=0.99828B | opaque_glass | confidence=0.998290 | opaque_glass | confidence=0.998295 | opaque_glass | confidence=0.99829A | opaque_glass | confidence=0.99829F | opaque_glass | confidence=0.9982A4 | opaque_glass | confidence=0.9982A9 | opaque_glass | confidence=0.9982AE | opaque_glass | confidence=0.9982B3 | opaque_glass | confidence=0.9982B8 | opaque_glass | confidence=0.9982BD | opaque_glass | confidence=0.998332 | opaque_glass | confidence=0.999487 | limestone | confidence=0.99488 | limestone | confidence=0.9949D | limestone | confidence=0.9949E | limestone | confidence=0.9A09B | opaque_glass | confidence=0.99A09D | opaque_glass | confidence=0.99A0A0 | opaque_glass | confidence=0.99A0A1 | opaque_glass | confidence=0.99A2B7 | unresolved | confidence=0A2C6 | unresolved | confidence=0A308 | unresolved | confidence=0A317 | unresolved | confidence=0NOT ASSIGNABLE: ['A2B7']; 125mm, not verified fritNOT ASSIGNABLE: ['A2C6']; 125mm, not verified fritNOT ASSIGNABLE: ['A308']; 125mm, not verified fritNOT ASSIGNABLE: ['A317']; 125mm, not verified fritVIEW 1 | limestone / opaque glass / unresolved051015202530354045500481216202428456E | unresolved | confidence=04571 | unresolved | confidence=04573 | unresolved | confidence=04575 | unresolved | confidence=04577 | unresolved | confidence=0457A | unresolved | confidence=0457C | unresolved | confidence=0457E | unresolved | confidence=0457F | unresolved | confidence=08335 | limestone | confidence=0.98339 | limestone | confidence=0.9833D | limestone | confidence=0.98341 | limestone | confidence=0.98345 | limestone | confidence=0.98349 | limestone | confidence=0.9834D | limestone | confidence=0.98351 | limestone | confidence=0.98355 | limestone | confidence=0.98359 | limestone | confidence=0.9835D | limestone | confidence=0.98361 | limestone | confidence=0.98365 | limestone | confidence=0.98369 | limestone | confidence=0.9836D | limestone | confidence=0.98371 | limestone | confidence=0.98375 | limestone | confidence=0.98379 | limestone | confidence=0.9837D | limestone | confidence=0.98381 | limestone | confidence=0.98385 | limestone | confidence=0.98389 | limestone | confidence=0.9838C | limestone | confidence=0.9838F | limestone | confidence=0.98392 | limestone | confidence=0.98395 | limestone | confidence=0.98399 | limestone | confidence=0.9839D | limestone | confidence=0.983A0 | limestone | confidence=0.983A3 | limestone | confidence=0.983A6 | limestone | confidence=0.983A9 | limestone | confidence=0.983AD | limestone | confidence=0.983B1 | limestone | confidence=0.983B4 | limestone | confidence=0.983B7 | limestone | confidence=0.983BA | limestone | confidence=0.983BD | limestone | confidence=0.983C1 | limestone | confidence=0.983C5 | limestone | confidence=0.983C8 | limestone | confidence=0.983CB | limestone | confidence=0.983CE | limestone | confidence=0.983D1 | limestone | confidence=0.983D5 | limestone | confidence=0.983D9 | limestone | confidence=0.983DC | limestone | confidence=0.983DF | limestone | confidence=0.983E2 | limestone | confidence=0.983E5 | limestone | confidence=0.983F1 | limestone | confidence=0.983FB | limestone | confidence=0.983FD | limestone | confidence=0.98401 | limestone | confidence=0.98404 | limestone | confidence=0.98407 | limestone | confidence=0.9840A | limestone | confidence=0.9840D | limestone | confidence=0.98419 | limestone | confidence=0.98424 | limestone | confidence=0.98427 | limestone | confidence=0.9842B | limestone | confidence=0.9842E | limestone | confidence=0.98431 | limestone | confidence=0.98434 | limestone | confidence=0.98437 | limestone | confidence=0.98443 | limestone | confidence=0.9844E | limestone | confidence=0.98451 | limestone | confidence=0.98455 | limestone | confidence=0.98458 | limestone | confidence=0.9845B | limestone | confidence=0.9845E | limestone | confidence=0.98461 | limestone | confidence=0.9846D | limestone | confidence=0.98478 | limestone | confidence=0.9847B | limestone | confidence=0.9847F | limestone | confidence=0.98482 | limestone | confidence=0.98485 | limestone | confidence=0.98488 | limestone | confidence=0.9848B | limestone | confidence=0.98497 | limestone | confidence=0.984A2 | limestone | confidence=0.984A5 | limestone | confidence=0.984A9 | limestone | confidence=0.984AC | limestone | confidence=0.984AF | limestone | confidence=0.984B2 | limestone | confidence=0.984B5 | limestone | confidence=0.984B9 | opaque_glass | confidence=0.9984BD | opaque_glass | confidence=0.9984C2 | opaque_glass | confidence=0.9984C7 | opaque_glass | confidence=0.9984CC | opaque_glass | confidence=0.9984D1 | limestone | confidence=0.984D5 | limestone | confidence=0.984D9 | limestone | confidence=0.984DD | limestone | confidence=0.984E0 | limestone | confidence=0.984E3 | limestone | confidence=0.984E6 | limestone | confidence=0.984E9 | limestone | confidence=0.984ED | limestone | confidence=0.984F1 | limestone | confidence=0.984F5 | limestone | confidence=0.98501 | limestone | confidence=0.98504 | limestone | confidence=0.98507 | limestone | confidence=0.98512 | limestone | confidence=0.98515 | limestone | confidence=0.98519 | limestone | confidence=0.9851D | limestone | confidence=0.98521 | limestone | confidence=0.9852D | limestone | confidence=0.98530 | limestone | confidence=0.98533 | limestone | confidence=0.9853E | limestone | confidence=0.98541 | limestone | confidence=0.98545 | limestone | confidence=0.98549 | limestone | confidence=0.9854D | limestone | confidence=0.98559 | limestone | confidence=0.9855C | limestone | confidence=0.9855F | limestone | confidence=0.9856A | limestone | confidence=0.9856D | limestone | confidence=0.98571 | limestone | confidence=0.98575 | limestone | confidence=0.98579 | limestone | confidence=0.98585 | limestone | confidence=0.98588 | limestone | confidence=0.9858B | limestone | confidence=0.98596 | limestone | confidence=0.98599 | limestone | confidence=0.9859D | limestone | confidence=0.985A0 | limestone | confidence=0.985A2 | limestone | confidence=0.985A4 | limestone | confidence=0.985A6 | limestone | confidence=0.985A8 | limestone | confidence=0.985AB | limestone | confidence=0.985AE | limestone | confidence=0.985B1 | limestone | confidence=0.985BC | limestone | confidence=0.985BE | limestone | confidence=0.985C0 | limestone | confidence=0.985CA | limestone | confidence=0.985CC | limestone | confidence=0.985CF | limestone | confidence=0.985D1 | limestone | confidence=0.985D3 | limestone | confidence=0.985DB | limestone | confidence=0.985E8 | limestone | confidence=0.985EB | limestone | confidence=0.985EE | limestone | confidence=0.985F1 | limestone | confidence=0.985F4 | limestone | confidence=0.985F8 | limestone | confidence=0.985FC | limestone | confidence=0.98600 | limestone | confidence=0.98604 | limestone | confidence=0.98607 | limestone | confidence=0.9860A | limestone | confidence=0.9860D | limestone | confidence=0.98610 | limestone | confidence=0.98614 | limestone | confidence=0.98618 | limestone | confidence=0.9861C | limestone | confidence=0.98620 | limestone | confidence=0.98623 | limestone | confidence=0.98626 | limestone | confidence=0.9862A | limestone | confidence=0.9862E | limestone | confidence=0.98632 | limestone | confidence=0.98636 | limestone | confidence=0.98639 | limestone | confidence=0.9863C | limestone | confidence=0.98640 | limestone | confidence=0.98644 | limestone | confidence=0.98648 | limestone | confidence=0.9864C | limestone | confidence=0.9864F | limestone | confidence=0.98652 | limestone | confidence=0.98656 | limestone | confidence=0.9865A | limestone | confidence=0.9865E | limestone | confidence=0.98662 | limestone | confidence=0.98665 | limestone | confidence=0.98668 | limestone | confidence=0.9866C | limestone | confidence=0.9866F | limestone | confidence=0.98671 | limestone | confidence=0.98673 | limestone | confidence=0.98675 | limestone | confidence=0.98677 | limestone | confidence=0.9867A | limestone | confidence=0.9867D | limestone | confidence=0.98680 | limestone | confidence=0.98683 | limestone | confidence=0.98685 | limestone | confidence=0.98687 | limestone | confidence=0.9868A | limestone | confidence=0.9868C | limestone | confidence=0.9868E | limestone | confidence=0.98692 | limestone | confidence=0.98695 | limestone | confidence=0.98698 | limestone | confidence=0.9869F | limestone | confidence=0.986AC | limestone | confidence=0.986AF | limestone | confidence=0.98700 | opaque_glass | confidence=0.998701 | unresolved | confidence=08703 | unresolved | confidence=08704 | unresolved | confidence=08706 | opaque_glass | confidence=0.998707 | opaque_glass | confidence=0.998709 | opaque_glass | confidence=0.99870D | opaque_glass | confidence=0.99870E | unresolved | confidence=08710 | unresolved | confidence=08711 | unresolved | confidence=08713 | opaque_glass | confidence=0.998714 | opaque_glass | confidence=0.998716 | opaque_glass | confidence=0.998718 | opaque_glass | confidence=0.998719 | unresolved | confidence=0871B | unresolved | confidence=0871C | unresolved | confidence=0871E | opaque_glass | confidence=0.998720 | opaque_glass | confidence=0.998723 | opaque_glass | confidence=0.998725 | opaque_glass | confidence=0.998726 | unresolved | confidence=08728 | unresolved | confidence=0872A | unresolved | confidence=0872C | opaque_glass | confidence=0.99872E | opaque_glass | confidence=0.998732 | opaque_glass | confidence=0.998735 | opaque_glass | confidence=0.998738 | opaque_glass | confidence=0.99873B | unresolved | confidence=0873E | unresolved | confidence=08741 | opaque_glass | confidence=0.998744 | opaque_glass | confidence=0.998756 | unresolved | confidence=08759 | unresolved | confidence=08762 | opaque_glass | confidence=0.998766 | opaque_glass | confidence=0.99876A | opaque_glass | confidence=0.99876E | opaque_glass | confidence=0.998774 | opaque_glass | confidence=0.998777 | opaque_glass | confidence=0.99877A | opaque_glass | confidence=0.99877D | unresolved | confidence=08780 | opaque_glass | confidence=0.998783 | unresolved | confidence=08786 | unresolved | confidence=08789 | opaque_glass | confidence=0.99878C | unresolved | confidence=0878F | opaque_glass | confidence=0.998792 | opaque_glass | confidence=0.998795 | opaque_glass | confidence=0.998798 | opaque_glass | confidence=0.99879D | opaque_glass | confidence=0.9987A0 | opaque_glass | confidence=0.9987A3 | opaque_glass | confidence=0.9987A6 | unresolved | confidence=087A9 | opaque_glass | confidence=0.9987AC | unresolved | confidence=087AF | unresolved | confidence=087B2 | opaque_glass | confidence=0.9987B5 | unresolved | confidence=087B8 | opaque_glass | confidence=0.9987BB | opaque_glass | confidence=0.9987BE | opaque_glass | confidence=0.9987C1 | opaque_glass | confidence=0.9987C4 | opaque_glass | confidence=0.9987C7 | opaque_glass | confidence=0.9987CA | opaque_glass | confidence=0.9987CD | opaque_glass | confidence=0.9987D0 | unresolved | confidence=087D3 | opaque_glass | confidence=0.9987D6 | unresolved | confidence=087D9 | unresolved | confidence=087DD | opaque_glass | confidence=0.9987E1 | unresolved | confidence=087E5 | opaque_glass | confidence=0.9987E9 | opaque_glass | confidence=0.9987ED | opaque_glass | confidence=0.9987F1 | opaque_glass | confidence=0.9987F6 | opaque_glass | confidence=0.9987F9 | opaque_glass | confidence=0.9987FC | opaque_glass | confidence=0.9987FF | unresolved | confidence=08802 | opaque_glass | confidence=0.998805 | unresolved | confidence=08808 | unresolved | confidence=0880B | unresolved | confidence=0880E | opaque_glass | confidence=0.998811 | opaque_glass | confidence=0.99881B | opaque_glass | confidence=0.99881F | opaque_glass | confidence=0.998822 | opaque_glass | confidence=0.998825 | opaque_glass | confidence=0.998828 | opaque_glass | confidence=0.99882B | opaque_glass | confidence=0.99882E | opaque_glass | confidence=0.998831 | opaque_glass | confidence=0.998834 | opaque_glass | confidence=0.998837 | opaque_glass | confidence=0.99883A | unresolved | confidence=0883D | unresolved | confidence=08840 | opaque_glass | confidence=0.998843 | opaque_glass | confidence=0.998847 | opaque_glass | confidence=0.99884A | opaque_glass | confidence=0.99884D | opaque_glass | confidence=0.998850 | unresolved | confidence=08853 | unresolved | confidence=08856 | opaque_glass | confidence=0.998859 | opaque_glass | confidence=0.99885D | opaque_glass | confidence=0.998860 | opaque_glass | confidence=0.998863 | opaque_glass | confidence=0.998866 | unresolved | confidence=08869 | unresolved | confidence=0886C | opaque_glass | confidence=0.99886F | opaque_glass | confidence=0.998873 | opaque_glass | confidence=0.998876 | opaque_glass | confidence=0.998879 | opaque_glass | confidence=0.99887C | unresolved | confidence=0887F | unresolved | confidence=08882 | opaque_glass | confidence=0.998885 | opaque_glass | confidence=0.998889 | opaque_glass | confidence=0.99888C | opaque_glass | confidence=0.99888F | opaque_glass | confidence=0.998892 | opaque_glass | confidence=0.998895 | unresolved | confidence=08898 | opaque_glass | confidence=0.99889B | unresolved | confidence=0889E | unresolved | confidence=088A1 | unresolved | confidence=088A4 | opaque_glass | confidence=0.9988A7 | opaque_glass | confidence=0.9988AE | opaque_glass | confidence=0.9988B1 | opaque_glass | confidence=0.9988B4 | opaque_glass | confidence=0.9988B7 | opaque_glass | confidence=0.9988BA | opaque_glass | confidence=0.9988BD | opaque_glass | confidence=0.9988C0 | opaque_glass | confidence=0.9988C3 | opaque_glass | confidence=0.9988C7 | opaque_glass | confidence=0.9988CA | opaque_glass | confidence=0.9988CD | opaque_glass | confidence=0.9988D0 | opaque_glass | confidence=0.9988D3 | unresolved | confidence=088D6 | unresolved | confidence=088D9 | opaque_glass | confidence=0.9988DC | opaque_glass | confidence=0.9988DF | opaque_glass | confidence=0.9988E2 | opaque_glass | confidence=0.9988E5 | opaque_glass | confidence=0.9988E9 | opaque_glass | confidence=0.9988F6 | opaque_glass | confidence=0.9988F9 | opaque_glass | confidence=0.9988FC | opaque_glass | confidence=0.9988FF | opaque_glass | confidence=0.998902 | opaque_glass | confidence=0.998906 | opaque_glass | confidence=0.998909 | opaque_glass | confidence=0.99890C | opaque_glass | confidence=0.99890F | opaque_glass | confidence=0.998912 | unresolved | confidence=08915 | unresolved | confidence=08918 | opaque_glass | confidence=0.99891B | opaque_glass | confidence=0.99891E | opaque_glass | confidence=0.998921 | opaque_glass | confidence=0.998924 | opaque_glass | confidence=0.998928 | opaque_glass | confidence=0.99892C | opaque_glass | confidence=0.998930 | unresolved | confidence=08934 | opaque_glass | confidence=0.998937 | opaque_glass | confidence=0.99893A | opaque_glass | confidence=0.99893D | opaque_glass | confidence=0.998940 | opaque_glass | confidence=0.998944 | opaque_glass | confidence=0.998947 | opaque_glass | confidence=0.99894A | unresolved | confidence=0894D | opaque_glass | confidence=0.998950 | opaque_glass | confidence=0.998953 | opaque_glass | confidence=0.998956 | opaque_glass | confidence=0.998959 | unresolved | confidence=0895D | opaque_glass | confidence=0.99896A | unresolved | confidence=0896D | opaque_glass | confidence=0.998978 | unresolved | confidence=0897B | unresolved | confidence=08982 | unresolved | confidence=08985 | opaque_glass | confidence=0.998988 | opaque_glass | confidence=0.99898E | opaque_glass | confidence=0.99899F | opaque_glass | confidence=0.9989A2 | opaque_glass | confidence=0.9989A5 | unresolved | confidence=089DA | opaque_glass | confidence=0.9989FB | unresolved | confidence=08A08 | unresolved | confidence=08A0B | unresolved | confidence=08A1F | opaque_glass | confidence=0.998A30 | unresolved | confidence=08A3D | unresolved | confidence=08A40 | unresolved | confidence=08A5C | unresolved | confidence=08A64 | unresolved | confidence=08A8B | unresolved | confidence=08AA2 | unresolved | confidence=08AAF | unresolved | confidence=08AB2 | unresolved | confidence=08ABF | unresolved | confidence=08AD6 | unresolved | confidence=08ADE | unresolved | confidence=08B05 | unresolved | confidence=08B1C | unresolved | confidence=08B29 | unresolved | confidence=08B2C | unresolved | confidence=08B39 | unresolved | confidence=08B50 | unresolved | confidence=08B58 | unresolved | confidence=08B79 | unresolved | confidence=08B89 | unresolved | confidence=08B94 | unresolved | confidence=08B96 | unresolved | confidence=08BA1 | unresolved | confidence=08BB1 | unresolved | confidence=08BB7 | unresolved | confidence=08BC4 | unresolved | confidence=08BC6 | unresolved | confidence=08BC9 | unresolved | confidence=08BCB | unresolved | confidence=08BCF | unresolved | confidence=08BD1 | unresolved | confidence=08BD4 | unresolved | confidence=08BD6 | unresolved | confidence=08BD8 | unresolved | confidence=0A0BE | unresolved | confidence=0A0C9 | unresolved | confidence=0Beige: limestone (0.90). Blue: opaque glass (0.99). Grey: unresolved. Red: 4 unassignable candidates.