burritojustice/old_sf_streets.tangramplay

## old_sf_streets.tangramplay
{"name":"old sf street names","view":{"label":"","lat":37.75543221712659,"lng":-122.41236969912961,"zoom":14.25},"date":"2018-01-25T23:23:31.239Z","versions":{"tangram":"v0.14.2","leaflet":"1.0.3"},"user":null}

## scene.yaml
# fork of 404 with red
#thanks to Eric Fischer, Chris Salvano
import:
    - https://mapzen.com/carto/refill-style/7/refill-style.yaml
    - https://mapzen-assets.s3.amazonaws.com/resources/demo.yaml

sources:
    mapzen:
        url: https://{s}.tiles.nextzen.org/mapzen/vector/v1/512/all/{z}/{x}/{y}.topojson
        url_subdomains: ['a', 'b', 'c', 'd']
        url_params: null
    # mapzen:
    #     type: TopoJSON
    #     url: https://tile.mapzen.com/mapzen/vector/v1/all/{z}/{x}/{y}.topojson
    #     url_params:
    #         api_key: global.sdk_mapzen_api_key

global:
    sdk_road_shields: false

    draw_swap_txt_source:
        draw:
            text-blend-order:
                text_source: global.swap_text_source

        red:
            filter:
                - function() { return global.id_1861[feature.id] || global.streets_1861[feature.name]; }
            draw:
                text-blend-order:
                    font:
                        fill: red


    swap_text_source: |
        function() {
            return global.id_1861[feature.id] || global.streets_1861[feature.name] || feature.name;
            }

    swap_text_year: |
       function() {
          return global.id_1861[feature.id] || global.streets_1861[feature].name || feature.name;
            }


    id_1861:
        # uses OSM IDs to override old names in the old street list (think 3rd St vs Railroad Ave)

        8921644: El Dorado St.
        391862870: Santa Clara St.
        419657507: Santa Clara St.
        27028821: Santa Clara St.
        162324928: Santa Clara St.
        254759972: Santa Clara St.
        27028807: Santa Clara St.
        224384043: Santa Clara St.
        224384044: Santa Clara St.
        29482558: Santa Clara St.
        8917416: Santa Clara St.
        24444954: Solano St.
        29482569: Solano St.
        183198861: Solano St.
        183198859: Solano St.
        28843660: Solano St.
        27239368: Solano St.
        148902188: Solano St.
        29482571: Solano St.
        8917787: Solano St.
        50501875: Butte St.
        46272291: Butte St.
        29482577: Butte St.
        8916295: Butte St.
        29482576: Butte St.
        24444482: Sierra St.
        28669973: Sierra St.
        8922049: Sierra St.
        255170276: Sierra St.
        152906274: Sierra St.
        414894752: Sierra St.
        283523313: Sierra St.
        255170275: Sierra St.
        27239291: Sierra St.
        8922041: Sierra St.
        389359766: Nevada St.
        224384048: Nevada St.
        389359767: Nevada St.
        24547840: Nevada St.
        224384049: Nevada St.
        225847537: Nevada St.
        133781849: Nevada St.
        24547841: Nevada St.
        8920706: Nevada St.
        46271111: Nevada St.
        224384051: Nevada St.
        8920710: Nevada St.
        8920709: Nevada St.
        97635888: Nevada St.
        97635887: Nevada St.
        27043786: Nevada St.
        27043782: Nevada St.
        27239293: Nevada St.
        8920707: Nevada St.
        #224384054: Yolo St.
        #24444478: Yolo St.
        #8917650: Yolo St.
        #283523317: Yolo St.
        #283523315: Yolo St.
        #24670791: Yolo St.
        #224384054: Yolo St.
        #224384054: Yolo St.
        #224384054: Yolo St.
        #224384054: Yolo St.
        24444477: Yolo St.
        224384056: Yolo St.
        225847539: Yolo St.
        224384055: Yolo St.
        255170283: Yolo St.
        129381989: Yolo St.
        283523323: Yolo St.
        27239299: Yolo St.
        476750150: Colusi St.
        30758073: Colusi St.
        27023110: Colusi St.
        30758013: Colusi St.
        256787325: Colusi St.
        437540989: Colusi St.
        477788518: Colusi St.
        417385451: Colusi St.
        468128865: Colusi St.
        477788919: Colusi St.
        477788921: Colusi St.
        417385444: Colusi St.
        417385463: Colusi St.
        468128864: Colusi St.
        30758421: Colusi St.
        30758414: Colusi St.
        417385469: Colusi St.
        30758376: Colusi St.
        27239380: Colusi St.
        283529736: Colusi St.
        30758418: Colusi St.
        27043792: Colusi St.
        408595882: Colusi St.
        417385466: Colusi St.
        32930330: Colusi St.
        27044037: Colusi St.
        133755896: Colusi St.
        417385460: Colusi St.
        32395974: Colusi St.
        133755900: Colusi St.
        23968587: Colusi St.
        27023142: Colusi St.
        8919908: Colusi St.


        255330068: 3rd Ave.
        111552058: 3rd Ave.
        397144001: 3rd Ave.
        397144265: 3rd Ave.
        397144264: 3rd Ave.
        397104880: 3rd Ave.
        254299142: 3rd Ave.
        417396768: 3rd Ave.
        417396772: 3rd Ave.
        417396764: 3rd Ave.
        437913409: 3rd Ave.
        133735130: 3rd Ave.
        396945235: 3rd Ave.
        26943623: 3rd Ave.
        27656675: 3rd Ave.
        396945233: 3rd Ave.
        133755930: 3rd Ave.
        280398663: 3rd Ave.
        280398660: 3rd Ave.
        280398655: 3rd Ave.
        27656674: 3rd Ave.
        155373677: Old County Rd.
        8921086: Old County Rd.
        41380022: Old County Rd.
        8921059: Old County Rd.
        28952785: Old County Rd.
        255178102: Old County Rd.
        285975137: Old County Rd.
        397103492: Old County Rd.
        214514829: Old County Rd.
        286434721: Old County Rd.
        158468712: Point Lobos Ave.
        158468718: Point Lobos Ave.
        158468953: Point Lobos Ave.
        396961256: Point Lobos Ave.
        396962024 : Point Lobos Ave.
        158468958 : Point Lobos Ave.
        396959898 : Point Lobos Ave.
        396959344 : Point Lobos Ave.
        158468954 : Point Lobos Ave.
        158468956 : Point Lobos Ave.
        158468962 : Point Lobos Ave.
        396959340 : Point Lobos Ave.
        86331208 : Point Lobos Ave.
        396959339 : Point Lobos Ave.
        396959901 : Point Lobos Ave.
        158468959 : Point Lobos Ave.
        158468711 : Point Lobos Ave.
        158468957 : Point Lobos Ave.
        396962022 : Point Lobos Ave.
        396959346 : Point Lobos Ave.
        396959904 : Point Lobos Ave.
        396959345 : Point Lobos Ave.
        86331242 : Point Lobos Ave.
        396959338 : Point Lobos Ave.
        158804429 : Point Lobos Ave.
        396959350 : Point Lobos Ave.
        158804435 : Point Lobos Ave.
        254297756 : Point Lobos Ave.
        396950805 : Point Lobos Ave.
        396950802 : Point Lobos Ave.
        396950801 : Point Lobos Ave.
        396950798 : Point Lobos Ave.
        158804440 : Point Lobos Ave.
        158804447 : Point Lobos Ave.
        396950800 : Point Lobos Ave.
        396950807 : Point Lobos Ave.
        396950812 : Point Lobos Ave.
        396950799 : Point Lobos Ave.
        158804434 : Point Lobos Ave.
        396950806 : Point Lobos Ave.
        396950809 : Point Lobos Ave.
        158804430 : Point Lobos Ave.
        158804431 : Point Lobos Ave.
        396950822 : Point Lobos Ave.
        396950821 : Point Lobos Ave.
        158804432 : Point Lobos Ave.
        396948936 : Point Lobos Ave.
        396948934 : Point Lobos Ave.
        396948935 : Point Lobos Ave.
        396947820 : Point Lobos Ave.
        158804439 : Point Lobos Ave.
        254453305 : Point Lobos Ave.
        396947818 : Point Lobos Ave.
        158804446 : Point Lobos Ave.
        396947819 : Point Lobos Ave.
        91517994 : Point Lobos Ave.
        86331269 : Point Lobos Ave.
        396945625 : Point Lobos Ave.
        396945626 : Point Lobos Ave.
        396945627 : Point Lobos Ave.
        396945627 : Point Lobos Ave.
        318094348 : Point Lobos Ave.
        8919594 : Point Lobos Ave.
        396945623 : Point Lobos Ave.
        399565819 : Point Lobos Ave.
        399599875 : Point Lobos Ave.
        474100982 : Point Lobos Ave.
        224199015: Point Lobos Ave.
        396947821: Point Lobos Ave.
        158804437: Point Lobos Ave.
        396962028: Point Lobos Ave.
        396959341: Point Lobos Ave.
        158468960: Point Lobos Ave.
        8915957: 33rd St.
        32005399: 33rd St.
        361615805: 33rd St.
        8918084: 34th St.
        110353197: 34th St.
        8918084: 34th St.
        8918084: 34th St.
        8921052: Plank Road
        26943484: Plank Road
        397093084: Plank Road
        417087474: Plank Road
        417087489: Plank Road
        23959829: Plank Road
        27029263: Plank Road
        88572874: Plank Road
        88572887: Plank Road
        88572914: Plank Road
        88572941: Plank Road
        88572932: Plank Road
        51392402: Plank Road
        51392400: Plank Road
        111560680: Plank Road
        111560679: Plank Road
        86334994: Plank Road
        24335441: Plank Road
        417087485: Plank Road


    streets_1861:
        Divisadero St.: Devisadaro St.
        Ocean Ave.: Ocean House Rd.
        # San Jose Ave.: Old San Jose Rd. #1865
        San Jose Ave.:
            name: Old San Jose Rd.
            # date: 1865
            # source: url

        # Richland Ave.: 34th St. #SFA E48, 1890
        # Highland Ave.: 33rd St. #SFA E48, 1890
        Los Palmos Dr.: 32nd St. # SFA E144, 1892
        Church St.: Silver St. #SFA C144, 1851
        Sanchez St.: Cristal St. #SFA C144, 1851
        Noe St.: Pearl St. #SFA C144, 1851
        Castro St.: Diamond St. #SFA C144, 1851

        #1854, walkingsf/5417086088
        Collingwood St.: Blackwell St. #1854, walkingsf/5417086088
        Diamond St.: Douglass St. #1854, walkingsf/5417086088
        Eureka St.: Homer St. #1854, walkingsf/5417086088
        Douglass St.: Young America St.
        Worth St.: Ocean St.
        Homestead St.: Ocean St.
        Ord St.: Ocean St.
        Hattie St.: Sonora St.
        Hoffman Ave.: Sonora St.
        Fulton St.: Shilaber
        Grove St.: Parsons St.
        Hayes St.: Hays St.
        Fell St.: William St.
        Oak St.: Graham St.
        Page St.: Haight St.
        Haight St.: Middleton St.
        Waller St.: Beverly St.


        Brook St.: 31st. St.
        Stillings Ave.: 34th St. # SFA E144, 1892
        30th St.: Grove St.
        29th St.: Dale St.
        28th St.: Yale St.
        27th St.: Figg St.
        Cesar Chavez St.: Army St.
        26th St.: Navy St.
        25th St.: Temple St.
        24th St.: Park St.
        23rd St.: Horner St.
        Alvarado St.: M St.
        22nd St.: John St.
        21st St.: Alta St.
        20th St.: Napa St.
        19th St.: Eagle St.
        18th St.: Falcon St.
        17th St.: Corbett St.
        16th St.: Center St.
        15th St.: Sparks St.
        14th St.: Tracy St.
        13th St.: Ellen St.
        12th St.: Brown St.
        11th St.: Wood St.
        10th St.: Thorne St.
        9th St.: Johnston St.
        8th St.: Price St.
        7th St.: Harris St.
        6th St.: Simmons St.

        Duboce Ave.: Ridley St.
        S Van Ness Ave.: Howard St.
        Grant Ave.: Dupont St.
        Tiffany Ave.: Valencia St.
        Division St.: New Channel St.
        Treat Ave.: Division St.
        Polk St.: Stark St.
        3rd St.: Railroad Ave.
        Marina Blvd.: Tonquin St.
        Bayshore Blvd.: San Bruno Rd.
        Appleton Ave.: West Ave.
        Park St.:  West Park St.

        # Hunters Point / Bayview / Butchertown
        Cargo Wy.: 1st Ave S.
        Burke Ave.: 2nd Ave S.
        Custer Ave.: 3rd Ave S.
        Davidson Ave.: 4th Ave S.
        Evans Ave.: 5th Ave S.
        Fairfax Ave.: 6th Ave S.
        Galvez Ave.: 7th Ave S.
        Hudson Ave.: 8th Ave S.
        Inness Ave.: 9th Ave S.
        Jerrold Ave.: 10th Ave S.
        Kirkwood Ave.: 11th Ave S.
        La Salle Ave.: 12th Ave S.
        McKinnon Ave.: 13th Ave S.
        Newcomb Ave.: 14th Ave S.
        Oakdale Ave.: 15th Ave S.
        Palou Ave.: 16th Ave S.
        Quesada Ave.: 17th Ave S.
        Revere Ave.: 18th Ave S.
        Shafter Ave.: 19th Ave S.
        Thomas Ave.: 20th Ave S.
        Underwood Ave.: 21st Ave S.
        Van Dyke Ave.: 22nd Ave S.
        Wallace Ave.: 23rd Ave S.
        Yosemite Ave.: 24th Ave S.
        Armstrong Ave.: 25th Ave S.
        Bancroft Ave.: 26th Ave S.
        Carroll Ave.: 27th Ave S.
        Donner Ave.: 28th Ave S.
        Egbert Ave.: 29th Ave S.
        Fitzgerald Ave.: 30th Ave S.
        Gilman Ave.: 31st Ave S.
        Hollister Ave.: 32nd Ave S.
        Ingerson Ave.: 33rd Ave S.
        Jamestown Ave.: 34th Ave S.
        Key Ave.: 35th Ave S.
        Le Conte Ave.: 36th Ave S.
        Meade Ave.: 37th Ave S.
        Alvord Ave.: A St S.
        Fischer Ave.: B St. S.
        Horn Ave.: B St S.
        Coleman Ave.: C St S.
        McCann St.: C St S.
        Donahue St.: D St S.
        Earl St.: E St S.
        Fitch St.: F St S.
        Griffith St.: G St S.
        Hawes St.: H St S.
        Ingalls St.: I St S.
        Jennings St.: J St S.
        Keith St.: K St S.
        Lane St.: L St S.
        Mendell St.: M St S.
        Newhall St.: N St S.
        Phelps St.: P St S.
        Quint St.: Q St S.
        Rankin St.: R St S.
        Selby St.: S St S.
        Toland St.: T St S.
        Upton St.: U St S.
        The Embarcadero: East St.
        Columbus Ave.: Montgomery Ave.
        # Geary Blvd.: Point Lobos Ave.

        # Outerlands
        Arguello Blvd.: 1st Ave.
        La Playa St.: 49th Ave.
        Anza St.: A St.
        Balboa St.: B St.
        Cabrillo St.: C St.
        Fulton St.: D St.
        Lincoln Wy.: H St.
        Irving St.: I St.
        Judah St.: J St.
        Kirkham St.: K St.
        Lawton St.: L St.
        Moraga St.: M St.
        Noriega St.: N St.
        Ortega St.: O St.
        Pacheco St.: P St.
        Quintara St.: Q St.
        Rivera St.: R St.
        Santiago St.: S St.
        Taraval St.: T St.
        Ulloa St.: U St.
        Vicente St.: V St.
        Wawona St.: W St.
        Yorba St.: Y St.


layers:
    pois:
        highway-exit:
            visible: false
    roads:
        el_dorado_15th:
            filter: {id: 8921644}
            draw:
                lines:
                    color: red
                    order: 1000
        highway:
            visible: false
        major_road:
            trunk_primary:
                routes:
                    labels-trunk_primary-route-z16:
                        old_labels: global.draw_swap_txt_source
                    labels-trunk_primary-route-z17-z18:
                        old_labels: global.draw_swap_txt_source
                labels-trunk_primary-z13:
                    old_labels: global.draw_swap_txt_source
                labels-trunk_primary-z14:
                    old_labels: global.draw_swap_txt_source
                labels-trunk_primary-z15:
                    old_labels: global.draw_swap_txt_source
                labels-trunk_primary-z16:
                    old_labels: global.draw_swap_txt_source
                labels-trunk_primary-z17:
                    old_labels: global.draw_swap_txt_source
                labels-trunk_primary-z18:
                    old_labels: global.draw_swap_txt_source
            secondary:
                labels-secondary-z15:
                    old_labels: global.draw_swap_txt_source
                labels-secondary-z16:
                    old_labels: global.draw_swap_txt_source
                labels-secondary-z17:
                    old_labels: global.draw_swap_txt_source
                labels-secondary-z18:
                    old_labels: global.draw_swap_txt_source
            tertiary:
                labels-tertiary-z15:
                    old_labels: global.draw_swap_txt_source
                labels-tertiary-z16:
                    old_labels: global.draw_swap_txt_source
                labels-tertiary-z17:
                    old_labels: global.draw_swap_txt_source
                labels-tertiary-z18:
                    old_labels: global.draw_swap_txt_source
        minor_road:
            labels-minor_road-z15:
                old_labels: global.draw_swap_txt_source
            labels-minor_road-z16:
                old_labels: global.draw_swap_txt_source
            labels-minor_road-z17:
                old_labels: global.draw_swap_txt_source
            labels-minor_road-z18:
                old_labels: global.draw_swap_txt_source

## thumbnail.png
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
	# fork of 404 with red
	#thanks to Eric Fischer, Chris Salvano
	import:
	- https://mapzen.com/carto/refill-style/7/refill-style.yaml
	- https://mapzen-assets.s3.amazonaws.com/resources/demo.yaml

	sources:
	mapzen:
	url: https://{s}.tiles.nextzen.org/mapzen/vector/v1/512/all/{z}/{x}/{y}.topojson
	url_subdomains: ['a', 'b', 'c', 'd']
	url_params: null
	# mapzen:
	# type: TopoJSON
	# url: https://tile.mapzen.com/mapzen/vector/v1/all/{z}/{x}/{y}.topojson
	# url_params:
	# api_key: global.sdk_mapzen_api_key

	global:
	sdk_road_shields: false

	draw_swap_txt_source:
	draw:
	text-blend-order:
	text_source: global.swap_text_source

	red:
	filter:
	- function() { return global.id_1861[feature.id] \|\| global.streets_1861[feature.name]; }
	draw:
	text-blend-order:
	font:
	fill: red


	swap_text_source: \|
	function() {
	return global.id_1861[feature.id] \|\| global.streets_1861[feature.name] \|\| feature.name;
	}

	swap_text_year: \|
	function() {
	return global.id_1861[feature.id] \|\| global.streets_1861[feature].name \|\| feature.name;
	}


	id_1861:
	# uses OSM IDs to override old names in the old street list (think 3rd St vs Railroad Ave)

	8921644: El Dorado St.
	391862870: Santa Clara St.
	419657507: Santa Clara St.
	27028821: Santa Clara St.
	162324928: Santa Clara St.
	254759972: Santa Clara St.
	27028807: Santa Clara St.
	224384043: Santa Clara St.
	224384044: Santa Clara St.
	29482558: Santa Clara St.
	8917416: Santa Clara St.
	24444954: Solano St.
	29482569: Solano St.
	183198861: Solano St.
	183198859: Solano St.
	28843660: Solano St.
	27239368: Solano St.
	148902188: Solano St.
	29482571: Solano St.
	8917787: Solano St.
	50501875: Butte St.
	46272291: Butte St.
	29482577: Butte St.
	8916295: Butte St.
	29482576: Butte St.
	24444482: Sierra St.
	28669973: Sierra St.
	8922049: Sierra St.
	255170276: Sierra St.
	152906274: Sierra St.
	414894752: Sierra St.
	283523313: Sierra St.
	255170275: Sierra St.
	27239291: Sierra St.
	8922041: Sierra St.
	389359766: Nevada St.
	224384048: Nevada St.
	389359767: Nevada St.
	24547840: Nevada St.
	224384049: Nevada St.
	225847537: Nevada St.
	133781849: Nevada St.
	24547841: Nevada St.
	8920706: Nevada St.
	46271111: Nevada St.
	224384051: Nevada St.
	8920710: Nevada St.
	8920709: Nevada St.
	97635888: Nevada St.
	97635887: Nevada St.
	27043786: Nevada St.
	27043782: Nevada St.
	27239293: Nevada St.
	8920707: Nevada St.
	#224384054: Yolo St.
	#24444478: Yolo St.
	#8917650: Yolo St.
	#283523317: Yolo St.
	#283523315: Yolo St.
	#24670791: Yolo St.
	#224384054: Yolo St.
	#224384054: Yolo St.
	#224384054: Yolo St.
	#224384054: Yolo St.
	24444477: Yolo St.
	224384056: Yolo St.
	225847539: Yolo St.
	224384055: Yolo St.
	255170283: Yolo St.
	129381989: Yolo St.
	283523323: Yolo St.
	27239299: Yolo St.
	476750150: Colusi St.
	30758073: Colusi St.
	27023110: Colusi St.
	30758013: Colusi St.
	256787325: Colusi St.
	437540989: Colusi St.
	477788518: Colusi St.
	417385451: Colusi St.
	468128865: Colusi St.
	477788919: Colusi St.
	477788921: Colusi St.
	417385444: Colusi St.
	417385463: Colusi St.
	468128864: Colusi St.
	30758421: Colusi St.
	30758414: Colusi St.
	417385469: Colusi St.
	30758376: Colusi St.
	27239380: Colusi St.
	283529736: Colusi St.
	30758418: Colusi St.
	27043792: Colusi St.
	408595882: Colusi St.
	417385466: Colusi St.
	32930330: Colusi St.
	27044037: Colusi St.
	133755896: Colusi St.
	417385460: Colusi St.
	32395974: Colusi St.
	133755900: Colusi St.
	23968587: Colusi St.
	27023142: Colusi St.
	8919908: Colusi St.


	255330068: 3rd Ave.
	111552058: 3rd Ave.
	397144001: 3rd Ave.
	397144265: 3rd Ave.
	397144264: 3rd Ave.
	397104880: 3rd Ave.
	254299142: 3rd Ave.
	417396768: 3rd Ave.
	417396772: 3rd Ave.
	417396764: 3rd Ave.
	437913409: 3rd Ave.
	133735130: 3rd Ave.
	396945235: 3rd Ave.
	26943623: 3rd Ave.
	27656675: 3rd Ave.
	396945233: 3rd Ave.
	133755930: 3rd Ave.
	280398663: 3rd Ave.
	280398660: 3rd Ave.
	280398655: 3rd Ave.
	27656674: 3rd Ave.
	155373677: Old County Rd.
	8921086: Old County Rd.
	41380022: Old County Rd.
	8921059: Old County Rd.
	28952785: Old County Rd.
	255178102: Old County Rd.
	285975137: Old County Rd.
	397103492: Old County Rd.
	214514829: Old County Rd.
	286434721: Old County Rd.
	158468712: Point Lobos Ave.
	158468718: Point Lobos Ave.
	158468953: Point Lobos Ave.
	396961256: Point Lobos Ave.
	396962024 : Point Lobos Ave.
	158468958 : Point Lobos Ave.
	396959898 : Point Lobos Ave.
	396959344 : Point Lobos Ave.
	158468954 : Point Lobos Ave.
	158468956 : Point Lobos Ave.
	158468962 : Point Lobos Ave.
	396959340 : Point Lobos Ave.
	86331208 : Point Lobos Ave.
	396959339 : Point Lobos Ave.
	396959901 : Point Lobos Ave.
	158468959 : Point Lobos Ave.
	158468711 : Point Lobos Ave.
	158468957 : Point Lobos Ave.
	396962022 : Point Lobos Ave.
	396959346 : Point Lobos Ave.
	396959904 : Point Lobos Ave.
	396959345 : Point Lobos Ave.
	86331242 : Point Lobos Ave.
	396959338 : Point Lobos Ave.
	158804429 : Point Lobos Ave.
	396959350 : Point Lobos Ave.
	158804435 : Point Lobos Ave.
	254297756 : Point Lobos Ave.
	396950805 : Point Lobos Ave.
	396950802 : Point Lobos Ave.
	396950801 : Point Lobos Ave.
	396950798 : Point Lobos Ave.
	158804440 : Point Lobos Ave.
	158804447 : Point Lobos Ave.
	396950800 : Point Lobos Ave.
	396950807 : Point Lobos Ave.
	396950812 : Point Lobos Ave.
	396950799 : Point Lobos Ave.
	158804434 : Point Lobos Ave.
	396950806 : Point Lobos Ave.
	396950809 : Point Lobos Ave.
	158804430 : Point Lobos Ave.
	158804431 : Point Lobos Ave.
	396950822 : Point Lobos Ave.
	396950821 : Point Lobos Ave.
	158804432 : Point Lobos Ave.
	396948936 : Point Lobos Ave.
	396948934 : Point Lobos Ave.
	396948935 : Point Lobos Ave.
	396947820 : Point Lobos Ave.
	158804439 : Point Lobos Ave.
	254453305 : Point Lobos Ave.
	396947818 : Point Lobos Ave.
	158804446 : Point Lobos Ave.
	396947819 : Point Lobos Ave.
	91517994 : Point Lobos Ave.
	86331269 : Point Lobos Ave.
	396945625 : Point Lobos Ave.
	396945626 : Point Lobos Ave.
	396945627 : Point Lobos Ave.
	396945627 : Point Lobos Ave.
	318094348 : Point Lobos Ave.
	8919594 : Point Lobos Ave.
	396945623 : Point Lobos Ave.
	399565819 : Point Lobos Ave.
	399599875 : Point Lobos Ave.
	474100982 : Point Lobos Ave.
	224199015: Point Lobos Ave.
	396947821: Point Lobos Ave.
	158804437: Point Lobos Ave.
	396962028: Point Lobos Ave.
	396959341: Point Lobos Ave.
	158468960: Point Lobos Ave.
	8915957: 33rd St.
	32005399: 33rd St.
	361615805: 33rd St.
	8918084: 34th St.
	110353197: 34th St.
	8918084: 34th St.
	8918084: 34th St.
	8921052: Plank Road
	26943484: Plank Road
	397093084: Plank Road
	417087474: Plank Road
	417087489: Plank Road
	23959829: Plank Road
	27029263: Plank Road
	88572874: Plank Road
	88572887: Plank Road
	88572914: Plank Road
	88572941: Plank Road
	88572932: Plank Road
	51392402: Plank Road
	51392400: Plank Road
	111560680: Plank Road
	111560679: Plank Road
	86334994: Plank Road
	24335441: Plank Road
	417087485: Plank Road


	streets_1861:
	Divisadero St.: Devisadaro St.
	Ocean Ave.: Ocean House Rd.
	# San Jose Ave.: Old San Jose Rd. #1865
	San Jose Ave.:
	name: Old San Jose Rd.
	# date: 1865
	# source: url

	# Richland Ave.: 34th St. #SFA E48, 1890
	# Highland Ave.: 33rd St. #SFA E48, 1890
	Los Palmos Dr.: 32nd St. # SFA E144, 1892
	Church St.: Silver St. #SFA C144, 1851
	Sanchez St.: Cristal St. #SFA C144, 1851
	Noe St.: Pearl St. #SFA C144, 1851
	Castro St.: Diamond St. #SFA C144, 1851

	#1854, walkingsf/5417086088
	Collingwood St.: Blackwell St. #1854, walkingsf/5417086088
	Diamond St.: Douglass St. #1854, walkingsf/5417086088
	Eureka St.: Homer St. #1854, walkingsf/5417086088
	Douglass St.: Young America St.
	Worth St.: Ocean St.
	Homestead St.: Ocean St.
	Ord St.: Ocean St.
	Hattie St.: Sonora St.
	Hoffman Ave.: Sonora St.
	Fulton St.: Shilaber
	Grove St.: Parsons St.
	Hayes St.: Hays St.
	Fell St.: William St.
	Oak St.: Graham St.
	Page St.: Haight St.
	Haight St.: Middleton St.
	Waller St.: Beverly St.


	Brook St.: 31st. St.
	Stillings Ave.: 34th St. # SFA E144, 1892
	30th St.: Grove St.
	29th St.: Dale St.
	28th St.: Yale St.
	27th St.: Figg St.
	Cesar Chavez St.: Army St.
	26th St.: Navy St.
	25th St.: Temple St.
	24th St.: Park St.
	23rd St.: Horner St.
	Alvarado St.: M St.
	22nd St.: John St.
	21st St.: Alta St.
	20th St.: Napa St.
	19th St.: Eagle St.
	18th St.: Falcon St.
	17th St.: Corbett St.
	16th St.: Center St.
	15th St.: Sparks St.
	14th St.: Tracy St.
	13th St.: Ellen St.
	12th St.: Brown St.
	11th St.: Wood St.
	10th St.: Thorne St.
	9th St.: Johnston St.
	8th St.: Price St.
	7th St.: Harris St.
	6th St.: Simmons St.

	Duboce Ave.: Ridley St.
	S Van Ness Ave.: Howard St.
	Grant Ave.: Dupont St.
	Tiffany Ave.: Valencia St.
	Division St.: New Channel St.
	Treat Ave.: Division St.
	Polk St.: Stark St.
	3rd St.: Railroad Ave.
	Marina Blvd.: Tonquin St.
	Bayshore Blvd.: San Bruno Rd.
	Appleton Ave.: West Ave.
	Park St.: West Park St.

	# Hunters Point / Bayview / Butchertown
	Cargo Wy.: 1st Ave S.
	Burke Ave.: 2nd Ave S.
	Custer Ave.: 3rd Ave S.
	Davidson Ave.: 4th Ave S.
	Evans Ave.: 5th Ave S.
	Fairfax Ave.: 6th Ave S.
	Galvez Ave.: 7th Ave S.
	Hudson Ave.: 8th Ave S.
	Inness Ave.: 9th Ave S.
	Jerrold Ave.: 10th Ave S.
	Kirkwood Ave.: 11th Ave S.
	La Salle Ave.: 12th Ave S.
	McKinnon Ave.: 13th Ave S.
	Newcomb Ave.: 14th Ave S.
	Oakdale Ave.: 15th Ave S.
	Palou Ave.: 16th Ave S.
	Quesada Ave.: 17th Ave S.
	Revere Ave.: 18th Ave S.
	Shafter Ave.: 19th Ave S.
	Thomas Ave.: 20th Ave S.
	Underwood Ave.: 21st Ave S.
	Van Dyke Ave.: 22nd Ave S.
	Wallace Ave.: 23rd Ave S.
	Yosemite Ave.: 24th Ave S.
	Armstrong Ave.: 25th Ave S.
	Bancroft Ave.: 26th Ave S.
	Carroll Ave.: 27th Ave S.
	Donner Ave.: 28th Ave S.
	Egbert Ave.: 29th Ave S.
	Fitzgerald Ave.: 30th Ave S.
	Gilman Ave.: 31st Ave S.
	Hollister Ave.: 32nd Ave S.
	Ingerson Ave.: 33rd Ave S.
	Jamestown Ave.: 34th Ave S.
	Key Ave.: 35th Ave S.
	Le Conte Ave.: 36th Ave S.
	Meade Ave.: 37th Ave S.
	Alvord Ave.: A St S.
	Fischer Ave.: B St. S.
	Horn Ave.: B St S.
	Coleman Ave.: C St S.
	McCann St.: C St S.
	Donahue St.: D St S.
	Earl St.: E St S.
	Fitch St.: F St S.
	Griffith St.: G St S.
	Hawes St.: H St S.
	Ingalls St.: I St S.
	Jennings St.: J St S.
	Keith St.: K St S.
	Lane St.: L St S.
	Mendell St.: M St S.
	Newhall St.: N St S.
	Phelps St.: P St S.
	Quint St.: Q St S.
	Rankin St.: R St S.
	Selby St.: S St S.
	Toland St.: T St S.
	Upton St.: U St S.
	The Embarcadero: East St.
	Columbus Ave.: Montgomery Ave.
	# Geary Blvd.: Point Lobos Ave.

	# Outerlands
	Arguello Blvd.: 1st Ave.
	La Playa St.: 49th Ave.
	Anza St.: A St.
	Balboa St.: B St.
	Cabrillo St.: C St.
	Fulton St.: D St.
	Lincoln Wy.: H St.
	Irving St.: I St.
	Judah St.: J St.
	Kirkham St.: K St.
	Lawton St.: L St.
	Moraga St.: M St.
	Noriega St.: N St.
	Ortega St.: O St.
	Pacheco St.: P St.
	Quintara St.: Q St.
	Rivera St.: R St.
	Santiago St.: S St.
	Taraval St.: T St.
	Ulloa St.: U St.
	Vicente St.: V St.
	Wawona St.: W St.
	Yorba St.: Y St.



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	highway-exit:
	visible: false
	roads:
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	filter: {id: 8921644}
	draw:
	lines:
	color: red
	order: 1000
	highway:
	visible: false
	major_road:
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	labels-trunk_primary-route-z16:
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	labels-trunk_primary-route-z17-z18:
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	labels-trunk_primary-z13:
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