0°

180°

90°

135°

45°

-45°

-90°

-135°

Axis

Equator

Octants

Greenwich meridian

Crust

Meridians

Parallels

Trópico de Cáncer

Tropic of Capricornio

Artict circle

Antarctic circle

Country

SEE

Capital city

Latitude

Longitude

Afghanistan

Kabul

Albania

Tirana

Andorra

Andorra La Vella

Angola

Luanda

Antigua and Barbuda

Saint John's

Argentina

Buenos Aires

Armenia

Yerevan

Australia

Canberra

Austria

Vienna

Azerbaijan

Baku

Bangladesh

Dhaka

Barbados

Bridgetown

Belgium

Brussels

Belize

Belmopan

Benin

Porto-Novo

Bolivia

La Paz

Bosnia-Herzegovina

Sarajevo

Botswana

Gaborone

Brazil

Brasilia

Bulgaria

Sofía

Burkina Faso

Ouagadougou

Burundi

Bujumbura

Cabo Verde

Praia

Cambodia

Phnom Penh

Cameroon

Yaounde

Canada

Ottawa

Central African Republic.

Bangui

Chile

Santiago

China

Beijing

Colombia

Bogotá

Cote d'Ivoire

Yamoussoukro

Croatia

Zagreb

Cuba

Havana

Denmark

Copenhagen

Dominica

Roseau

Dominican Republic

Santo Domingo

Ecuador

Quito

Egypt

Cairo

El Salvador

San Salvador

Estonia

Tallinn

Ethiopia

Addis Ababa

Finland

Helsinki

France

Paris

Gabon

Libreville

Gambia

Banjul

Georgia

Tbilisi

Ghana

Accra

Greece

Athens

Greenland

Nuuk

Guatemala

Guatemala City

Guinea

Conakry

Guyana

Georgetown

Haiti

Port-au-Prince

Honduras

Tegucigalpa

Hungary

Budapest

India

New Delhi

Indonesia

Jakarta

Iraq

Baghdad

Iran

Tehran

Ireland

Dublin

Israel

Jerusalem

Italy

Rome

Jamaica

Kingston

Japan

Tokyo

Jordan

Amman

Kazakhstan

Astana

Kenya

Nairobi

Kyrgyzstan

Bishkek

Laos

Vientiane

Lebanon

Beirut

Liberia

Monrovia

Libya

Tripoli

Liechtenstein

Vaduz

Lithuania

Vilnius

Luxembourg

Luxembourg (city)

Macedonia

Madagascar

Antananarivo

Malaysia

Kuala Lumpur

Maldives

Male

Mali

Bamako

Malta

Valletta

Mauritius

Port Louis

Mexico

Mexico City

Moldova

Chisinau

Monaco

Monaco

Mongolia

Ulaanbaatar

Mozambique

Maputo

Nambia

Windhoek

Nepal

Kathmandu

Nicaragua

Managua

Niger

Niamey

Nigeria

Abuja

Norway

Oslo

Oman

Muscat

Pakistan

Islamabad

Palestine

Jerusalem

Panama

Panama City

Papua New Guinea

Port Moresby

Paraguay

Asunción

Peru

Lima

Poland

Warsaw

Portugal

Lisbon

Puerto Rico

San Juan

Romania

Bucharest

Russia

Moscow

Saint Vincent and the Grenadines

Kingstown

Sao Tome and Principe

São Tomé

Senegal

Dakar

Serbia

Belgrade

Seychelles

Victoria

Sierra Leone

Freetown

Singapore

Singapore

Sri Lanka

Sri Jayawardenepura Kotte

Sudan

Khartoum

Sweden

Stockholm

Switzerland

Bern

Taiwan

Taipei

Tanzania

Dodoma

Togo

Lomé

Tonga

Nuku'alofa

Trinidad and Tobago

Port of Spain

Tunisia

Tunis

Turkmenistan

Ashgabat

Ukraine

Kiev

Uruguay

Montevideo

Uzbekistan

Tashkent

Vanuatu

Port Vila

Venezuela

Caracas

Vietnam

Hanoi

Yemen

Sana'a

Zambia

Lusaka

Zimbabwe

Harare

OTHER CITIES

Country

SEE

City

Latitude

Longitude

Brazil

Rio de Janeiro

USA

Boston

USA

Chicago

USA

Philadelphia

USA

Kansas City

USA

Las Vegas

USA

Los Angeles

USA

Miami

USA

Minneapolis

USA

New Orleans

USA

New York

USA

Oklahoma City

USA

San Francisco

USA

Seattle

Cities

Capital

Other

Label

0]

O

E

Point A

N

S

E

O

Position of point A

Loxodromic

Point B

Point C

Position of point B

Position of point C

Connect

Choose plane

Orthodromic

M

Orthodromics

N

S

Rotation speed

Time zone

UT + 4:30

UT + 1

UT + 1

UT + 1

UT - 4

UT - 3

UT + 4

UT + 10

UT + 1

UT + 3

UT + 6

UT - 4

UT + 1

UT - 6

UT + 1

UT - 4

UT + 1

UT + 2

UT - 3

UT + 2

UT

UT + 2

UT - 1

UT + 7

UT + 1

UT - 5

UT + 1

UT - 4

UT + 8

UT - 5

UT

UT + 1

UT - 5

UT + 1

UT - 4

UT - 4

UT - 5

UT + 1

UT - 6

UT + 2

UT + 3

UT + 2

UT + 1

UT + 1

UT

UT + 4

UT

UT + 2

UT - 3

UT - 6

UT

UT - 3

UT - 5

UT - 6

UT + 1

UT + 5:30

UT + 8

UT + 3

UT + 3:30

UT

UT + 2

UT + 1

UT - 5

UT + 9

UT + 2

UT + 6

UT + 3

UT + 5

UT + 7

UT + 2

UT

UT + 2

UT + 1

UT + 2

UT + 1

UT + 1

UT + 3

UT + 8

UT + 5

UT

UT + 1

UT + 4

UT - 6

UT + 2

UT + 1

UT + 8

UT + 2

UT + 1

UT + 5:45

UT - 6

UT + 1

UT + 1

UT + 1

UT + 4

UT + 5

UT + 2

UT - 5

UT + 10

UT - 4

UT - 5

UT + 1

UT

UT - 4

UT + 2

UT + 3

UT - 4

UT

UT

UT + 1

UT + 4

UT

UT + 8

UT + 5:30

UT + 2

UT + 1

UT+1

UT + 8

UT + 3

UT

UT + 13

UT - 4

UT + 1

UT + 5

UT + 2

UT - 3

UT + 5

UT + 11

UT - 4

UT + 7

UT + 3

UT + 4:30

UT + 1

Time zone

UT - 3

UT - 5

UT - 6

UT - 5

UT - 6

UT - 8

UT - 8

UT - 5

UT - 6

UT - 6

UT - 5

UT - 6

UT - 8

UT - 8

−

+

Scale

Parallel

Skopje

India

Mumbai

UT + 5:30

España

Córdoba

UT + 1

Germany

Berlin

UT + 1

Saudia Arabia

Riyadh

UT + 3

Algeria

Algiers

UT + 1

Bahrain

Manama

UT + 3

Belorrusia

Minsk

UT + 2

Qatar

Doha

UT + 3

Czech Republic

Prague

UT + 1

Cyprus

Nicosia

UT + 2

Republic of the Congo

Brazzaville

UT + 1

Democratic Republic of the Congo

Kinshasa

UT + 1

North Korea

Pyongyang

UT + 9

Costa Rica

San Jose

UT - 6

United Arab Emirates

Abu Dhabi

UT + 4

Slovakia

Bratislava

UT + 1

Slovenia

Ljubljana

UT + 1

Spain

Madrid

UT + 1

Philippines

Manila

UT + 8

Grenada

Saint George's

UT - 4

Iceland

Reykjavik

UT

Cook Islands

Avarua

UT - 10

Marshall Islands

Majuro

UT + 12

Solomon Islands

Honiara

UT + 11

Kuwait

Kuwait City

UT + 3

Latvia

Riga

UT + 2

Lesotho

Maseru

UT + 2

Malawi

Lilongwe

UT + 2

Morocco

Rabat

UT

Mauritania

Nouakchott

UT

New Zealand

Wellington

UT + 12

Netherlands

Amsterdam

UT+1

United Kingdom

London

UT

United States of America

Washington, D.C.

UT - 5

Rwanda

Kigali

UT + 2

San Marino

San Marino

UT + 1

Samoa

Apia

UT - 11

Eritrea

Asmara

UT + 3

Syria

Damascus

UT + 2

Somalia

Mogadishu

UT + 3

Saint Kitts and Nevis

Basseterre

UT - 4

Saint Lucia

Castries

UT - 4

South Africa

Pretoria

UT + 2

South Korea

Seoul

UT + 9

Suriname

Paramaribo

UT - 3

Swaziland

Mbabane

UT + 2

Thailand

Bangkok

UT + 7

Tajikistan

Dushanbe

UT + 5

Turkey

Ankara

UT + 2

Uganda

Kampala

UT + 3

Brasil

São Paulo

UT - 3

Ecuador

Chuquipata

UT - 5

Brasil

Rio Grande do Sul

UT - 3

Austria

Linz

UT + 1

rot = 0.08726646259971647 rad (slider from -180° to 180°, step °)
capitalesLista: B2:B181
capitalesNum = Length(capitalesLista)
tiempo: {408, 22, 28, 14, 8, 7, 2017, "Julio", "Sábado", 7}
año = Element(tiempo, 7)
PS: (5; 180°; -90°)
PN: (5; 180°; 90°)
eje = Segment(PS + (0.075 * PS), PN + (0.075 * PN))
verEje = true
verEcuador = true
verOctantes = false
verGreenwich = true
menu = 4 (slider from 1 to 5, step 1)
menus: {"Parameters", "Geography", "References", "1 point", "2 points", "3 points"}
menuTexto: "" + (Element[menus, menu + 1]) + ""
verCorteza = true
verMeridianos = false
verParalelos = false
verCancer = true
verCapricornio = true
verArtico = true
verAntartico = true
B2: 0
D2: 34.52
E2: 69.1800000000001
B3: 0
D3: 41.33
E3: 19.83
B5: 0
D5: 42.5
E5: 1.52
B6: 0
D6: -8.84000000000001
E6: 13.23
B7: 0
D7: 17.12
E7: -61.8500000000001
B8: 2
D8: -34.61
E8: -58.4700000000001
B9: 0
D9: 40.18
E9: 44.5
B10: 0
D10: -35.28
E10: 149.22
B11: 0
D11: 48.2000000000001
E11: 16.37
B12: 0
D12: 40.39
E12: 49.8600000000001
B14: 0
D14: 23.72
E14: 90.4100000000001
B15: 0
D15: 13.1
E15: -59.6200000000001
B16: 0
D16: 50.8300000000001
E16: 4.33
B17: 0
D17: 17.25
E17: -88.7700000000001
B19: 0
D19: 6.48000000000001
E19: 2.62
B20: 0
D20: -12.97
E20: -67.0200000000001
B21: 0
D21: 43.85
E21: 18.38
B22: 0
D22: -24.67
E22: 25.92
B23: 0
D23: -15.78
E23: -47.92
B24: 0
D24: 42.68
E24: 23.32
B25: 0
D25: 12.36
E25: -1.54
B26: 0
D26: -3.38
E26: 29.36
B27: 0
D27: 14.92
E27: -23.52
B28: 0
D28: 11.55
E28: 104.92
B29: 0
D29: 3.87
E29: 11.52
B30: 0
D30: 45.42
E30: -75.7000000000001
B31: 0
D31: 4.3
E31: 17.45
B32: 0
D32: -33.45
E32: -70.6700000000001
B33: 0
D33: 39.9
E33: 116.41
B34: 0
D34: 4.63
E34: -74.0800000000001
B37: 0
D37: 6.82000000000001
E37: -5.28000000000001
B38: 0
D38: 45.8
E38: 16
B39: 0
D39: 23.13
E39: -82.3600000000001
B43: 0
D43: 55.6700000000001
E43: 12.58
B44: 0
D44: 15.3
E44: -61.4000000000001
B45: 0
D45: 18.47
E45: -69.9000000000001
B46: 0
D46: -0.22
E46: -78.5000000000001
B47: 0
D47: 30.05
E47: 31.25
B48: 0
D48: 13.7
E48: -89.2000000000001
B50: 0
D50: 59.4300000000001
E50: 24.73
B51: 0
D51: 9.03000000000001
E51: 38.7
B52: 0
D52: 60.1800000000001
E52: 24.93
B53: 2
D53: 48.8500000000001
E53: 2.34
B54: 0
D54: 0.38
E54: 9.45000000000001
B55: 0
D55: 13.45
E55: -16.58
B56: 0
D56: 41.7
E56: 44.81
B58: 0
D58: 5.55000000000001
E58: -0.22
B59: 0
D59: 37.98
E59: 23.73
B60: 0
D60: 64.1900000000001
E60: -51.7200000000001
B62: 0
D62: 14.63
E62: -90.5200000000001
B63: 0
D63: 9.51000000000001
E63: -13.71
B64: 0
D64: 6.80000000000001
E64: -58.1700000000001
B65: 0
D65: 18.53
E65: -72.3300000000001
B66: 0
D66: 14.1
E66: -87.2200000000001
B67: 0
D67: 47.5
E67: 19.08
B69: 0
D69: 28.63
E69: 77.2200000000001
B70: 0
D70: -6.17000000000001
E70: 106.8
B71: 0
D71: 33.34
E71: 44.39
B72: 0
D72: 35.67
E72: 51.4200000000001
B73: 0
D73: 53.3300000000001
E73: -6.25000000000001
B74: 0
D74: 31.77
E74: 35.23
B75: 0
D75: 41.9
E75: 12.48
B76: 0
D76: 18
E76: -76.8000000000001
B77: 0
D77: 35.7
E77: 139.77
B78: 0
D78: 31.95
E78: 35.93
B79: 0
D79: 51.1700000000001
E79: 71.5000000000001
B80: 0
D80: -1.28
E80: 36.82
B82: 0
D82: 42.9
E82: 74.6000000000001
B83: 0
D83: 17.97
E83: 102.6
B85: 0
D85: 33.87
E85: 35.51
B87: 0
D87: 6.31000000000001
E87: -10.81
B88: 0
D88: 32.89
E88: 13.18
B89: 0
D89: 47.13
E89: 9.52000000000001
B90: 0
D90: 54.6800000000001
E90: 25.32
B91: 0
D91: 49.6100000000001
E91: 6.13000000000001
B92: 0
D92: 42
E92: 21.43
B93: 0
D93: -18.92
E93: 47.52
B95: 0
D95: 3.17
E95: 101.7
B96: 0
D96: 4.18
E96: 73.5000000000001
B97: 0
D97: 12.65
E97: -8
B98: 0
D98: 35.9
E98: 14.52
B101: 0
D101: -20.17
E101: 57.5100000000001
B102: 0
D102: 19.4
E102: -99.1500000000001
B103: 0
D103: 47
E103: 28.86
B104: 0
D104: 43.73
E104: 7.42000000000001
B105: 0
D105: 47.92
E105: 106.92
B107: 0
D107: -25.97
E107: 32.59
B108: 0
D108: -22.57
E108: 17.08
B109: 0
D109: 27.72
E109: 85.3200000000001
B112: 0
D112: 12.15
E112: -86.2800000000001
B113: 0
D113: 13.52
E113: 2.12
B114: 0
D114: 9.07000000000001
E114: 7.48000000000001
B116: 0
D116: 59.9200000000001
E116: 10.75
B117: 0
D117: 23.62
E117: 58.6000000000001
B118: 0
D118: 33.7
E118: 73.1700000000001
B119: 0
D119: 31.5
E119: 34.47
B120: 0
D120: 8.97000000000001
E120: -79.5300000000001
B121: 0
D121: -9.48000000000001
E121: 147.18
B122: 0
D122: -25.27
E122: -57.6700000000001
B123: 0
D123: -12.05
E123: -77.0500000000001
B125: 0
D125: 52.2500000000001
E125: 21
B126: 0
D126: 38.72
E126: -9.13000000000001
B127: 0
D127: 18.47
E127: -66.1100000000001
B130: 0
D130: 44.43
E130: 26.1
B131: 0
D131: 55.7500000000001
E131: 37.58
B135: 0
D135: 13.13
E135: -61.2200000000001
B138: 0
D138: 0.33
E138: 6.73000000000001
B140: 0
D140: 14.67
E140: -17.43
B141: 0
D141: 44.83
E141: 20.5
B142: 0
D142: -4.62
E142: 55.4500000000001
B143: 0
D143: 8.49000000000001
E143: -13.23
B144: 0
D144: 1.29
E144: 103.86
B152: 0
D152: 6.93000000000001
E152: 79.8500000000001
B153: 0
D153: 15.59
E153: 32.53
B156: 0
D156: 59.3300000000001
E156: 18.05
B157: 0
D157: 46.92
E157: 7.47000000000001
B159: 0
D159: 25.02
E159: 121.45
B161: 0
D161: -6.25000000000001
E161: 35.75
B163: 0
D163: 6.13000000000001
E163: 1.22
B164: 0
D164: -21.13
E164: -175.2
B165: 0
D165: 10.65
E165: -61.5200000000001
B166: 0
D166: 36.8
E166: 10.18
B168: 0
D168: 37.95
E168: 58.3800000000001
B170: 0
D170: 50.4300000000001
E170: 30.52
B174: 0
D174: -34.88
E174: -56.1800000000001
B175: 0
D175: 41.32
E175: 69.2500000000001
B176: 0
D176: -17.74
E176: 168.32
B177: 0
D177: 10.5
E177: -66.9200000000001
B178: 0
D178: 21.03
E178: 105.85
B179: 0
D179: 15.36
E179: 44.21
B180: 0
D180: 34.52
E180: 69.1800000000001
B181: 0
D181: 41.33
E181: 19.83
B186: 0
D186: -22.9
E186: -43.23
B193: 0
D193: 42.36
E193: -71.0600000000001
B194: 0
D194: 41.88
E194: -87.6300000000001
B195: 0
D195: 39.95
E195: -75.1700000000001
B196: 0
D196: 39.11
E196: -94.5900000000001
B197: 0
D197: 36.18
E197: -115.14
B198: 0
D198: 34.05
E198: -118.25
B199: 0
D199: 25.79
E199: -80.2200000000001
B200: 0
D200: 44.98
E200: -93.2700000000001
B201: 0
D201: 29.96
E201: -90.0700000000001
B202: 0
D202: 40.72
E202: -74
B203: 0
D203: 35.48
E203: -97.5400000000001
B204: 0
D204: 37.78
E204: -122.42
B205: 0
D205: 47.6
E205: -122.32
ciudadesLista: B186:B201
ciudadesNum = Length(ciudadesLista)
ciudadesElegidas1 = Sequence(If[Element[ciudadesLista, k] > 0, k, 0], k, 1, ciudadesNum)
ciudadesLatitud: D186:D201
ciudadesLongitud: E186:E201
ciudadesNombres: C186:C201
ciudadesElegidas2 = KeepIf(x > 0, ciudadesElegidas1)
ciudadesNumElegidas = Length(ciudadesElegidas2)
ciudades = Sequence((5; Element[ciudadesLongitud, Element[ciudadesElegidas2, k]]°; Element[ciudadesLatitud, Element[ciudadesElegidas2, k]]°), k, 1, ciudadesNumElegidas)
verCiudades = true
verCapital = true
verOtras = true
verEtiqueta = true
baseCiudades = Sequence((1.5 * Element[ciudades, k]), k, 1, ciudadesNumElegidas)
ciudadesNombresVisibles = Sequence(Text[Element[ciudadesNombres, Element[ciudadesElegidas2, k]], Element[baseCiudades, k] + (0.03, 0.03, 0.03)], k, 1, ciudadesNumElegidas)
K116: 0
hora: Element[tiempo, 4] + Element[tiempo, 3] / 60 + Element[tiempo, 2] / 3600
dias = 189
latA = 0.6614797865058509 rad (slider from -1.5707963267948966 to 1.5707963267948966, step 0.1°)
lonA = -0.08377580409572781 rad (slider from -3.141592653589793 to 3.141592653589793, step 0.1°)
A: (5; lonA; latA)
verA = true
verPosiciónA = false
lox = 0.6108652381980153 rad (slider from -90° to 90°, step °)
laserOtros = Sequence(Segment[(0, 0, 0), Element[baseCiudades, k]], k, 1, ciudadesNumElegidas)
loxAux: lonA + ((4 / 3 * tan(lox + 90°)) * tan((3 / 4 * latA)))
verLoxodrómica = false
verB = true
latB = 0.1832595714594046 rad (slider from -1.5707963267948966 to 1.5707963267948966, step 0.1°)
verC = true
lonB = -1.1676252695842064 rad (slider from -3.141592653589793 to 3.141592653589793, step 0.1°)
verPosiciónB = false
B: (5; lonB; latB)
laserA = Ray(A, (2 * A))
laserB = Ray(B, (2 * B))
latC = 0.7103490055616922 rad (slider from -90° to 90°, step 0.1°)
lonC = -1.2915436464758039 rad (slider from -180° to 180°, step °)
verPosiciónC = false
C: (5; lonC; latC)
conecta = false
eligePlano = false
verOrtodrómica = false
tierra = Sphere((0, 0, 0), (0.999 * 5))
ortodromiaAB = IntersectPath(Plane[(0, 0, 0), A, B], tierra)
arcoOrtodromiaAB = Arc(ortodromiaAB, A, B)
eje2 = Segment(PN, PS)
L = Point(eje2)
circuloLAB = IntersectPath(Plane[L, A, B], tierra)
D = Center(circuloLAB)
segmentoDA = Segment(A, D)
segmentoDB = Segment(D, B)
arcoCirculoLAB = Arc(circuloLAB, A, B)
verOrtodrómicas = true
laserC = Ray(C, (2 * C))
ortodromiaAC = IntersectPath(Plane[(0, 0, 0), A, C], tierra)
ortodromiaBC = IntersectPath(Plane[(0, 0, 0), B, C], tierra)
arcoOrtodromiaAC = Arc(ortodromiaAC, A, C)
arcoOrtodromiaBC = Arc(ortodromiaBC, B, C)
angAOB = Angle(A, (0, 0, 0), B)
angAOC = Angle(A, (0, 0, 0), C)
angBOC = Angle(B, (0, 0, 0), C)
texto1: "\widehat {AOB}\;=\; " + (LaTeX[angAOB]) + ""
texto2: "\widehat {AOC}\;=\; " + (LaTeX[angAOC]) + ""
texto3: "\widehat {BOC}\;=\; " + (LaTeX[angBOC]) + ""
anguloEcliptica: 23.44°
anguloPolar: 90° - anguloEcliptica
inclinacion = 0.17453292519943295 rad (slider from -90° to 90°, step °)
dir = Vector((1; (-rot) + 180°; (-inclinacion)))
velocidad = 1 (slider from 0 to 5, step 1)
A': (5; lonA; 0)
g = Ray((0, 0, 0), Midpoint[A, A'])
A'' = Intersect(g, tierra)
sectorLatitudA = CircumcircleSector(A, A'', A')
h = Ray((0, 0, 0), Midpoint[(5; 0; 0), A'])
A''' = Intersect(h, tierra)
sectorLongitudA = CircumcircleSector((5; 0; 0), A''', A')
ecuador2 = Circle((0, 0, 0), 5, eje)
loxodromia = CurveCartesian(((5 * cos(loxAux + (tan(lox + 90°) * ln(tan(t / 2))))) * sin(t)), ((5 * sin(lonA + ((4 / 3 * tan(lox + 90°)) * tan((3 / 4 * latA))) + (tan(lox + 90°) * ln(tan(t / 2))))) * sin(t)), (5 * cos(t)), t, 0, 6.28319)
antartico = Circle((5; 0; (-anguloPolar)), (5; 90°; (-anguloPolar)), (5; 180°; (-anguloPolar)))
artico = Circle((5; 0; anguloPolar), (5; 90°; anguloPolar), (5; 180°; anguloPolar))
cancer = Circle((5; 0; anguloEcliptica), (5; 90°; anguloEcliptica), (5; 180°; anguloEcliptica))
capricornio = Circle((5; 0; (-anguloEcliptica)), (5; 90°; (-anguloEcliptica)), (5; 180°; (-anguloEcliptica)))
ecuador = Circle((0, 0, 0), 5, eje)
greenwich = Circle(PN, (5; 0; 0), PS)
meridianos = Sequence(Circle[PN, (5; (15° * k); 0), PS], k, 1, 11)
paralelosN = Sequence(Circle[(5; 0; (15° * k)), (5; 90°; (15° * k)), (5; 180°; (15° * k))], k, 1, 5)
paralelosS = Sequence(Circle[(5; 0; (-15° * k)), (5; 90°; (-15° * k)), (5; 180°; (-15° * k))], k, 1, 5)
Em135: ((1.0914 * (5 - (cos(rot - 285°) * 0.6))); -135°; -2°)
Em45: ((1.07 * (5 - (cos(rot - 195°) * 0.4))); -45°; -2°)
Em90: ((1.07 * (5 - (cos(rot - 240°) * 0.4))); -90°; -2°)
Ep0: ((1.07 * (5 - (cos(rot - 150°) * 0.2))); 0; -2°)
Ep135: ((1.08 * (5 - (cos(rot - 15°) * 0.6))); 135°; -2°)
Ep180: ((1.08 * (5 - (cos(rot + 30°) * 0.6))); 180°; -2°)
Ep45: ((1.07 * (5 - (cos(rot - 105°) * 0.4))); 45°; -2°)
Ep90: ((1.07 * (5 - (cos(rot - 60°) * 0.4))); 90°; -2°)
segmentoOA = Segment((0, 0, 0), A)
segmentoOB = Segment((0, 0, 0), B)
escala = 0.9999999999999998
texto6: "" + (round((10 * escala)) / 10) + ""
radio = Segment((0, 0, 0), (5; 0; 0))
verParaleloA = false
planoA = OrthogonalPlane(A, zAxis)
paraleloA = IntersectPath(planoA, tierra)
esfera = Sphere((0, 0, 0), 5)
f = Ray((0, 0, 0), Midpoint[A, B])
AB = Intersect(f, tierra)
sectorOrtodromiaAB = CircumcircleSector(A, AB, B)
radioC = Segment((0, 0, 0), C)
B191: 0
D191: 18.96
E191: 72.8300000000003
D192: 37.8800000000000
E192: -4.77000000000000
B192: 2
B57: 0
D57: 52.5200000000002
E57: 13.4
B139: 0
D139: 24.67
E139: 46.71
B4: 0
D4: 36.76
E4: 3.05
B13: 0
D13: 26.24
E13: 50.5800000000002
B18: 0
D18: 53.9000000000002
E18: 27.57
B128: 0
D128: 25.3
E128: 51.1500000000002
B41: 0
D41: 50.0800000000002
E41: 14.47
B40: 0
D40: 35.17
E40: 33.37
B129: 0
D129: -4.26
E129: 15.29
B42: 0
D42: 1.98
E42: 14.78
B115: 0
D115: 39.01
E115: 125.77
B36: 0
D36: 9.93000000000002
E36: -84.0800000000002
B171: 0
D171: 24.47
E171: 54.3700000000002
B145: 0
D145: 48.1500000000002
E145: 17.12
B146: 0
D146: 46.06
E146: 14.51
B151: 0
D151: 40.4
E151: -3.68
B124: 0
D124: 14.58
E124: 121
B61: 0
D61: 12.06
E61: -61.7500000000002
B68: 0
D68: 64.1500000000002
E68: -21.95
B35: 0
D35: -21.2
E35: -159.77
B99: 0
D99: 7.10000000000002
E99: 171.38
B147: 0
D147: -9.43000000000002
E147: 159.95
B81: 0
D81: 29.37
E81: 47.98
B84: 0
D84: 56.9500000000002
E84: 24.1
B86: 0
D86: -29.32
E86: 27.48
B94: 0
D94: -13.98
E94: 33.78
B106: 0
D106: 34.03
E106: -6.83000000000002
B100: 0
D100: 18.1
E100: -15.95
B111: 0
D111: -41.3
E111: 174.78
B110: 0
D110: 52.3500000000002
E110: 4.92
B172: 0
D172: 51.5200000000002
E172: -0.11
B173: 0
D173: 38.9
E173: -77.0400000000004
B132: 0
D132: -1.95
E132: 30.07
B137: 0
D137: 43.93
E137: 12.45
B136: 0
D136: -13.83
E136: -171.73
B49: 0
D49: 15.33
E49: 38.93
B158: 0
D158: 33.5
E158: 36.3
B148: 0
D148: 2.03
E148: 45.35
B133: 0
D133: 17.3
E133: -62.7200000000004
B134: 0
D134: 14
E134: -61
B149: 0
D149: -25.73
E149: 28.22
B150: 0
D150: 37.57
E150: 127
B154: 0
D154: 5.83000000000002
E154: -55.1700000000002
B155: 0
D155: -26.32
E155: 31.13
B162: 0
D162: 13.75
E162: 100.52
B160: 0
D160: 38.09
E160: 70.0100000000002
B167: 0
D167: 39.93
E167: 32.87
B169: 0
D169: 0.32
E169: 32.58
capitalesLatitud: D2:D181
capitalesLongitud: E2:E181
capitalesNombres: C2:C181
B187: 2
D187: -23.5500000000000
E187: -46.6300000000001
B188: 2
D188: -2.80000000000000
E188: -78.8700000000001
B189: 2
D189: -29.5000000000000
E189: -51.3000000000001
B190: 2
D190: 48.3400000000001
E190: 14.3100000000000
capitalesElegidas1 = Sequence(If[Element[capitalesLista, k] > 0, k, 0], k, 1, capitalesNum)
capitalesElegidas2 = KeepIf(x > 0, capitalesElegidas1)
capitalesNumElegidas = Length(capitalesElegidas2)
capitales = Sequence((5; Element[capitalesLongitud, Element[capitalesElegidas2, k]]°; Element[capitalesLatitud, Element[capitalesElegidas2, k]]°), k, 1, capitalesNumElegidas)
baseCapitales = Sequence((1.5 * Element[capitales, k]), k, 1, capitalesNumElegidas)
capitalesNombresVisibles = Sequence(Text[Element[capitalesNombres, Element[capitalesElegidas2, k]], Element[baseCapitales, k] + (0.03, 0.03, 0.03)], k, 1, capitalesNumElegidas)
laserCapital = Sequence(Segment[(0, 0, 0), Element[baseCapitales, k]], k, 1, capitalesNumElegidas)
Costa: {PolyLine[(5; 3.142; 1.204), (5; 3.117; 1.211), (5; 3.067; 1.22), (5; 3.031; 1.219), (5; 2.975; 1.223), (5; 2.967; 1.216), (5; 2.981; 1.204), (5; 2.96; 1.199), (5; 2.93; 1.214), (5; 2.896; 1.212), (5; 2.863; 1.216), (5; 2.832; 1.215), (5; 2.809; 1.212), (5; 2.787; 1.217), (5; 2.79; 1.23), (5; 2.775; 1.237), (5; 2.74; 1.24), (5; 2.67; 1.236), (5; 2.624; 1.25), (5; 2.609; 1.26), (5; 2.452; 1.271), (5; 2.429; 1.264), (5; 2.441; 1.248), (5; 2.413; 1.25), (5; 2.4; 1.245), (5; 2.366; 1.251), (5; 2.336; 1.246), (5; 2.308; 1.254), (5; 2.291; 1.236), (5; 2.264; 1.242), (5; 2.242; 1.256), (5; 2.252; 1.264), (5; 2.244; 1.275), (5; 2.216; 1.284), (5; 2.188; 1.284), (5; 2.151; 1.287), (5; 2.15; 1.274), (5; 2.077; 1.276), (5; 2.073; 1.284), (5; 2.017; 1.287), (5; 1.989; 1.284), (5; 1.981; 1.28), (5; 1.973; 1.291), (5; 1.957; 1.288), (5; 1.931; 1.292), (5; 1.909; 1.295), (5; 1.922; 1.3), (5; 1.968; 1.31), (5; 1.988; 1.315), (5; 1.992; 1.324), (5; 1.978; 1.33), (5; 1.939; 1.339), (5; 1.888; 1.339), (5; 1.872; 1.335), (5; 1.867; 1.343), (5; 1.828; 1.346), (5; 1.851; 1.35), (5; 1.821; 1.356), (5; 1.78; 1.349), (5; 1.763; 1.341), (5; 1.759; 1.334), (5; 1.726; 1.334), (5; 1.687; 1.325), (5; 1.673; 1.329), (5; 1.627; 1.327), (5; 1.621; 1.322), (5; 1.575; 1.32), (5; 1.541; 1.311), (5; 1.521; 1.311), (5; 1.501; 1.3), (5; 1.515; 1.29), (5; 1.478; 1.288), (5; 1.436; 1.289), (5; 1.405; 1.285), (5; 1.407; 1.267), (5; 1.422; 1.252), (5; 1.39; 1.262), (5; 1.354; 1.261), (5; 1.325; 1.254), (5; 1.333; 1.242), (5; 1.314; 1.245), (5; 1.321; 1.262), (5; 1.312; 1.271), (5; 1.303; 1.271), (5; 1.307; 1.259), (5; 1.276; 1.247), (5; 1.299; 1.233), (5; 1.285; 1.215), (5; 1.289; 1.205), (5; 1.308; 1.204), (5; 1.3; 1.193), (5; 1.31; 1.183), (5; 1.295; 1.174), (5; 1.29; 1.166), (5; 1.271; 1.161), (5; 1.264; 1.155), (5; 1.244; 1.158), (5; 1.278; 1.182), (5; 1.286; 1.194), (5; 1.266; 1.205), (5; 1.27; 1.229), (5; 1.265; 1.241), (5; 1.254; 1.246), (5; 1.271; 1.26), (5; 1.267; 1.27), (5; 1.221; 1.275), (5; 1.208; 1.271), (5; 1.196; 1.255), (5; 1.164; 1.24), (5; 1.164; 1.234), (5; 1.174; 1.221), (5; 1.168; 1.212), (5; 1.189; 1.211), (5; 1.19; 1.207), (5; 1.207; 1.198), (5; 1.196; 1.188), (5; 1.133; 1.208), (5; 1.108; 1.214), (5; 1.057; 1.219), (5; 1.048; 1.213), (5; 1.066; 1.203), (5; 1.046; 1.192), (5; 1.026; 1.202), (5; 1; 1.195), (5; 0.968; 1.195), (5; 0.956; 1.188), (5; 0.934; 1.19), (5; 0.951; 1.201), (5; 0.938; 1.202), (5; 0.84; 1.178), (5; 0.836; 1.167), (5; 0.809; 1.164), (5; 0.795; 1.17), (5; 0.795; 1.179), (5; 0.817; 1.181), (5; 0.807; 1.191), (5; 0.758; 1.197), (5; 0.771; 1.186), (5; 0.763; 1.175), (5; 0.777; 1.165), (5; 0.767; 1.153), (5; 0.751; 1.159), (5; 0.735; 1.16), (5; 0.694; 1.143), (5; 0.706; 1.13), (5; 0.691; 1.126), (5; 0.649; 1.137), (5; 0.638; 1.13), (5; 0.648; 1.123), (5; 0.646; 1.114), (5; 0.632; 1.119), (5; 0.61; 1.124), (5; 0.609; 1.142), (5; 0.608; 1.15), (5; 0.579; 1.163), (5; 0.592; 1.165), (5; 0.67; 1.152), (5; 0.698; 1.157), (5; 0.718; 1.166), (5; 0.717; 1.177), (5; 0.703; 1.186), (5; 0.637; 1.205), (5; 0.59; 1.21), (5; 0.561; 1.22), (5; 0.543; 1.214), (5; 0.524; 1.225), (5; 0.546; 1.23), (5; 0.492; 1.242), (5; 0.46; 1.239), (5; 0.428; 1.24), (5; 0.402; 1.225), (5; 0.373; 1.226), (5; 0.335; 1.219), (5; 0.287; 1.197), (5; 0.258; 1.184), (5; 0.216; 1.15), (5; 0.184; 1.126), (5; 0.149; 1.107), (5; 0.103; 1.093), (5; 0.087; 1.082), (5; 0.093; 1.041), (5; 0.099; 1.023), (5; 0.123; 1.014), (5; 0.146; 1.018), (5; 0.181; 1.038), (5; 0.193; 1.027), (5; 0.206; 1.003), (5; 0.22; 0.983), (5; 0.226; 0.966), (5; 0.246; 0.967), (5; 0.256; 0.981), (5; 0.277; 0.979), (5; 0.287; 0.996), (5; 0.294; 1.025), (5; 0.312; 1.029), (5; 0.328; 1.049), (5; 0.311; 1.058), (5; 0.299; 1.071), (5; 0.312; 1.095), (5; 0.345; 1.11), (5; 0.373; 1.124), (5; 0.37; 1.135), (5; 0.387; 1.147), (5; 0.417; 1.152), (5; 0.441; 1.144), (5; 0.443; 1.136), (5; 0.432; 1.133), (5; 0.392; 1.114), (5; 0.376; 1.103), (5; 0.368; 1.093), (5; 0.376; 1.077), (5; 0.372; 1.06), (5; 0.389; 1.054), (5; 0.399; 1.045), (5; 0.428; 1.048), (5; 0.458; 1.055), (5; 0.49; 1.056), (5; 0.508; 1.048), (5; 0.488; 1.038), (5; 0.47; 1.038), (5; 0.451; 1.04), (5; 0.429; 1.038), (5; 0.407; 1.033), (5; 0.409; 1.023), (5; 0.42; 1.017), (5; 0.426; 1.019), (5; 0.424; 1.009), (5; 0.421; 0.995), (5; 0.407; 0.995), (5; 0.393; 1.008), (5; 0.377; 1.002), (5; 0.368; 0.991), (5; 0.368; 0.978), (5; 0.371; 0.963), (5; 0.347; 0.958), (5; 0.343; 0.95), (5; 0.326; 0.95), (5; 0.325; 0.954), (5; 0.308; 0.957), (5; 0.286; 0.951), (5; 0.258; 0.943), (5; 0.246; 0.938), (5; 0.238; 0.944), (5; 0.219; 0.951), (5; 0.209; 0.946), (5; 0.191; 0.943), (5; 0.191; 0.949), (5; 0.173; 0.953), (5; 0.173; 0.96), (5; 0.168; 0.968), (5; 0.181; 0.981), (5; 0.186; 0.979), (5; 0.19; 0.985), (5; 0.181; 0.988), (5; 0.179; 0.993), (5; 0.184; 0.999), (5; 0.185; 1.008), (5; 0.171; 1.003), (5; 0.164; 0.998), (5; 0.149; 0.997), (5; 0.144; 0.992), (5; 0.141; 0.987), (5; 0.142; 0.969), (5; 0.149; 0.959), (5; 0.15; 0.949), (5; 0.154; 0.943), (5; 0.142; 0.934), (5; 0.139; 0.938), (5; 0.124; 0.937), (5; 0.121; 0.933), (5; 0.106; 0.934), (5; 0.082; 0.927), (5; 0.067; 0.901), (5; 0.058; 0.896), (5; 0.044; 0.893), (5; 0.029; 0.889), (5; 0.023; 0.875), (5; -0.017; 0.861), (5; -0.034; 0.869), (5; -0.028; 0.849), (5; -0.058; 0.853), (5; -0.08; 0.85), (5; -0.078; 0.837), (5; -0.052; 0.83), (5; -0.039; 0.821), (5; -0.021; 0.803), (5; -0.024; 0.768), (5; -0.033; 0.758), (5; -0.061; 0.759), (5; -0.076; 0.757), (5; -0.094; 0.76), (5; -0.118; 0.76), (5; -0.139; 0.764), (5; -0.164; 0.751), (5; -0.157; 0.743), (5; -0.158; 0.731), (5; -0.157; 0.725), (5; -0.153; 0.719), (5; -0.153; 0.711), (5; -0.157; 0.701), (5; -0.158; 0.694), (5; -0.165; 0.687), (5; -0.166; 0.676), (5; -0.162; 0.67), (5; -0.154; 0.668), (5; -0.153; 0.657), (5; -0.155; 0.644), (5; -0.146; 0.645), (5; -0.137; 0.643), (5; -0.13; 0.648), (5; -0.114; 0.645), (5; -0.109; 0.635), (5; -0.102; 0.629), (5; -0.094; 0.627), (5; -0.087; 0.634), (5; -0.076; 0.64), (5; -0.06; 0.64), (5; -0.038; 0.64), (5; -0.025; 0.653), (5; -0.012; 0.657), (5; -0.008; 0.668), (5; 0.002; 0.676), (5; -0.005; 0.686), (5; 0.002; 0.7), (5; 0.013; 0.71), (5; 0.014; 0.716), (5; 0.036; 0.72), (5; 0.053; 0.731), (5; 0.052; 0.741), (5; 0.054; 0.752), (5; 0.08; 0.757), (5; 0.114; 0.753), (5; 0.13; 0.763), (5; 0.137; 0.764), (5; 0.147; 0.772), (5; 0.155; 0.774), (5; 0.169; 0.769), (5; 0.178; 0.767), (5; 0.183; 0.749), (5; 0.195; 0.739), (5; 0.211; 0.728), (5; 0.225; 0.72), (5; 0.238; 0.719), (5; 0.245; 0.712), (5; 0.257; 0.709), (5; 0.262; 0.701), (5; 0.269; 0.699), (5; 0.274; 0.69), (5; 0.281; 0.68), (5; 0.277; 0.676), (5; 0.274; 0.667), (5; 0.274; 0.662), (5; 0.281; 0.663), (5; 0.29; 0.678), (5; 0.298; 0.679), (5; 0.3; 0.688), (5; 0.287; 0.695), (5; 0.294; 0.706), (5; 0.31; 0.703), (5; 0.319; 0.695), (5; 0.323; 0.701), (5; 0.321; 0.704), (5; 0.306; 0.713), (5; 0.293; 0.719), (5; 0.277; 0.725), (5; 0.282; 0.729), (5; 0.278; 0.732), (5; 0.264; 0.732), (5; 0.245; 0.746), (5; 0.236; 0.761), (5; 0.22; 0.77), (5; 0.214; 0.778), (5; 0.216; 0.783), (5; 0.215; 0.792), (5; 0.229; 0.798), (5; 0.243; 0.796), (5; 0.239; 0.794), (5; 0.238; 0.788), (5; 0.243; 0.782), (5; 0.249; 0.789), (5; 0.26; 0.787), (5; 0.26; 0.781), (5; 0.268; 0.774), (5; 0.265; 0.772), (5; 0.28; 0.759), (5; 0.295; 0.754), (5; 0.306; 0.748), (5; 0.322; 0.741), (5; 0.33; 0.738), (5; 0.334; 0.732), (5; 0.338; 0.731), (5; 0.341; 0.728), (5; 0.339; 0.723), (5; 0.337; 0.711), (5; 0.339; 0.702), (5; 0.348; 0.697), (5; 0.349; 0.693), (5; 0.352; 0.691), (5; 0.353; 0.687), (5; 0.362; 0.677), (5; 0.369; 0.669), (5; 0.372; 0.657), (5; 0.378; 0.643), (5; 0.393; 0.635), (5; 0.404; 0.636), (5; 0.397; 0.651), (5; 0.409; 0.653), (5; 0.404; 0.662), (5; 0.42; 0.657), (5; 0.419; 0.667), (5; 0.411; 0.672), (5; 0.401; 0.68), (5; 0.408; 0.684), (5; 0.399; 0.692), (5; 0.395; 0.703), (5; 0.398; 0.707), (5; 0.407; 0.697), (5; 0.417; 0.697), (5; 0.426; 0.7), (5; 0.414; 0.71), (5; 0.435; 0.715), (5; 0.444; 0.713), (5; 0.455; 0.712), (5; 0.454; 0.709), (5; 0.46; 0.701), (5; 0.475; 0.71), (5; 0.482; 0.716), (5; 0.503; 0.716), (5; 0.506; 0.721), (5; 0.491; 0.726), (5; 0.489; 0.733), (5; 0.483; 0.743), (5; 0.489; 0.756), (5; 0.498; 0.763), (5; 0.503; 0.784), (5; 0.509; 0.782), (5; 0.517; 0.786), (5; 0.517; 0.79), (5; 0.53; 0.803), (5; 0.537; 0.813), (5; 0.553; 0.815), (5; 0.554; 0.809), (5; 0.581; 0.804), (5; 0.586; 0.8), (5; 0.57; 0.794), (5; 0.566; 0.791), (5; 0.586; 0.786), (5; 0.582; 0.778), (5; 0.591; 0.774), (5; 0.615; 0.784), (5; 0.634; 0.787), (5; 0.638; 0.794), (5; 0.62; 0.793), (5; 0.611; 0.797), (5; 0.61; 0.808), (5; 0.625; 0.814), (5; 0.642; 0.815), (5; 0.653; 0.821), (5; 0.667; 0.822), (5; 0.683; 0.825), (5; 0.683; 0.821), (5; 0.657; 0.814), (5; 0.667; 0.807), (5; 0.653; 0.792), (5; 0.64; 0.79), (5; 0.655; 0.779), (5; 0.675; 0.773), (5; 0.697; 0.758), (5; 0.704; 0.753), (5; 0.713; 0.751), (5; 0.723; 0.744), (5; 0.728; 0.732), (5; 0.725; 0.725), (5; 0.705; 0.716), (5; 0.69; 0.717), (5; 0.669; 0.715), (5; 0.644; 0.722), (5; 0.614; 0.734), (5; 0.585; 0.733), (5; 0.565; 0.729), (5; 0.544; 0.717), (5; 0.51; 0.719), (5; 0.503; 0.706), (5; 0.476; 0.705), (5; 0.457; 0.689), (5; 0.468; 0.681), (5; 0.459; 0.667), (5; 0.472; 0.657), (5; 0.482; 0.64), (5; 0.501; 0.64), (5; 0.518; 0.631), (5; 0.53; 0.633), (5; 0.534; 0.64), (5; 0.553; 0.639), (5; 0.567; 0.63), (5; 0.594; 0.632), (5; 0.606; 0.642), (5; 0.62; 0.638), (5; 0.631; 0.64), (5; 0.624; 0.633), (5; 0.631; 0.625), (5; 0.627; 0.618), (5; 0.628; 0.605), (5; 0.628; 0.604), (5; 0.619; 0.592), (5; 0.613; 0.578), (5; 0.613; 0.577), (5; 0.61; 0.573), (5; 0.607; 0.56), (5; 0.602; 0.552), (5; 0.603; 0.551), (5; 0.598; 0.545), (5; 0.589; 0.541), (5; 0.576; 0.541), (5; 0.562; 0.546), (5; 0.558; 0.54), (5; 0.553; 0.549), (5; 0.541; 0.551), (5; 0.525; 0.549), (5; 0.518; 0.544), (5; 0.505; 0.539), (5; 0.497; 0.542), (5; 0.479; 0.547), (5; 0.463; 0.551), (5; 0.439; 0.551), (5; 0.435; 0.557), (5; 0.418; 0.559), (5; 0.412; 0.562), (5; 0.406; 0.562), (5; 0.4; 0.57), (5; 0.376; 0.573), (5; 0.364; 0.571), (5; 0.351; 0.563), (5; 0.346; 0.554), (5; 0.35; 0.541), (5; 0.342; 0.533), (5; 0.333; 0.528), (5; 0.315; 0.537), (5; 0.29; 0.544), (5; 0.274; 0.548), (5; 0.266; 0.563), (5; 0.243; 0.571), (5; 0.228; 0.574), (5; 0.221; 0.572), (5; 0.201; 0.578), (5; 0.194; 0.581), (5; 0.19; 0.589), (5; 0.18; 0.59), (5; 0.177; 0.599), (5; 0.189; 0.608), (5; 0.191; 0.623), (5; 0.185; 0.627), (5; 0.185; 0.635), (5; 0.194; 0.644), (5; 0.193; 0.647), (5; 0.178; 0.641), (5; 0.178; 0.65), (5; 0.166; 0.652), (5; 0.147; 0.645), (5; 0.135; 0.644), (5; 0.128; 0.648), (5; 0.109; 0.648), (5; 0.093; 0.641), (5; 0.084; 0.644), (5; 0.055; 0.642), (5; 0.026; 0.639), (5; 0.009; 0.634), (5; -0.002; 0.626), (5; -0.021; 0.623), (5; -0.038; 0.614), (5; -0.045; 0.614), (5; -0.064; 0.618), (5; -0.08; 0.617), (5; -0.091; 0.624), (5; -0.103; 0.624), (5; -0.109; 0.613), (5; -0.121; 0.595), (5; -0.134; 0.588), (5; -0.151; 0.58), (5; -0.162; 0.568), (5; -0.165; 0.559), (5; -0.171; 0.544), (5; -0.167; 0.522), (5; -0.182; 0.508), (5; -0.19; 0.503), (5; -0.204; 0.491), (5; -0.22; 0.489), (5; -0.229; 0.482), (5; -0.24; 0.465), (5; -0.252; 0.458), (5; -0.258; 0.448), (5; -0.259; 0.438), (5; -0.263; 0.428), (5; -0.269; 0.425), (5; -0.279; 0.414), (5; -0.285; 0.402), (5; -0.284; 0.396), (5; -0.29; 0.387), (5; -0.296; 0.382), (5; -0.297; 0.374), (5; -0.298; 0.367), (5; -0.289; 0.359), (5; -0.284; 0.351), (5; -0.286; 0.342), (5; -0.284; 0.333), (5; -0.282; 0.316), (5; -0.284; 0.3), (5; -0.289; 0.291), (5; -0.287; 0.282), (5; -0.291; 0.273), (5; -0.3; 0.26), (5; -0.308; 0.257), (5; -0.299; 0.251), (5; -0.292; 0.237), (5; -0.294; 0.23), (5; -0.291; 0.216), (5; -0.29; 0.212), (5; -0.285; 0.209), (5; -0.285; 0.206), (5; -0.281; 0.201), (5; -0.273; 0.2), (5; -0.264; 0.193), (5; -0.259; 0.19), (5; -0.256; 0.186), (5; -0.254; 0.178), (5; -0.25; 0.175), (5; -0.246; 0.173), (5; -0.239; 0.166), (5; -0.231; 0.155), (5; -0.229; 0.142), (5; -0.226; 0.136), (5; -0.217; 0.127), (5; -0.204; 0.12), (5; -0.2; 0.119), (5; -0.188; 0.107), (5; -0.173; 0.098), (5; -0.157; 0.084), (5; -0.139; 0.076), (5; -0.135; 0.076), (5; -0.131; 0.076), (5; -0.114; 0.082), (5; -0.102; 0.087), (5; -0.081; 0.09), (5; -0.07; 0.09), (5; -0.058; 0.087), (5; -0.05; 0.087), (5; -0.034; 0.082), (5; -0.019; 0.087), (5; -0.009; 0.093), (5; 0.019; 0.103), (5; 0.033; 0.107), (5; 0.047; 0.109), (5; 0.062; 0.109), (5; 0.076; 0.109), (5; 0.088; 0.098), (5; 0.094; 0.085), (5; 0.103; 0.074), (5; 0.117; 0.074), (5; 0.124; 0.078), (5; 0.13; 0.077), (5; 0.148; 0.083), (5; 0.148; 0.079), (5; 0.153; 0.076), (5; 0.156; 0.068), (5; 0.164; 0.065), (5; 0.171; 0.054), (5; 0.168; 0.04), (5; 0.162; 0.02), (5; 0.166; 0.018), (5; 0.162; 0.005), (5; 0.158; -0.008), (5; 0.154; -0.014), (5; 0.154; -0.019), (5; 0.164; -0.037), (5; 0.176; -0.052), (5; 0.194; -0.069), (5; 0.208; -0.088), (5; 0.213; -0.101), (5; 0.215; -0.106), (5; 0.213; -0.11), (5; 0.222; -0.121), (5; 0.226; -0.133), (5; 0.231; -0.149), (5; 0.226; -0.156), (5; 0.225; -0.16), (5; 0.229; -0.171), (5; 0.234; -0.181), (5; 0.239; -0.187), (5; 0.24; -0.197), (5; 0.238; -0.21), (5; 0.232; -0.218), (5; 0.222; -0.229), (5; 0.218; -0.236), (5; 0.213; -0.252), (5; 0.212; -0.26), (5; 0.206; -0.276), (5; 0.203; -0.291), (5; 0.205; -0.302), (5; 0.206; -0.315), (5; 0.22; -0.332), (5; 0.224; -0.343), (5; 0.233; -0.364), (5; 0.242; -0.379), (5; 0.249; -0.386), (5; 0.251; -0.395), (5; 0.252; -0.416), (5; 0.257; -0.443), (5; 0.262; -0.456), (5; 0.265; -0.473), (5; 0.272; -0.486), (5; 0.285; -0.499), (5; 0.298; -0.522), (5; 0.307; -0.536), (5; 0.318; -0.553), (5; 0.319; -0.566), (5; 0.313; -0.569), (5; 0.319; -0.581), (5; 0.318; -0.591), (5; 0.321; -0.596), (5; 0.321; -0.593), (5; 0.329; -0.601), (5; 0.335; -0.601), (5; 0.342; -0.608), (5; 0.35; -0.607), (5; 0.361; -0.601), (5; 0.376; -0.598), (5; 0.394; -0.591), (5; 0.401; -0.592), (5; 0.412; -0.59), (5; 0.431; -0.593), (5; 0.439; -0.59), (5; 0.45; -0.592), (5; 0.452; -0.588), (5; 0.461; -0.587), (5; 0.479; -0.58), (5; 0.493; -0.572), (5; 0.505; -0.561), (5; 0.525; -0.543), (5; 0.534; -0.531), (5; 0.539; -0.522), (5; 0.547; -0.513), (5; 0.55; -0.511), (5; 0.562; -0.502), (5; 0.567; -0.494), (5; 0.569; -0.479), (5; 0.573; -0.467), (5; 0.575; -0.458), (5; 0.57; -0.456), (5; 0.568; -0.449), (5; 0.576; -0.443), (5; 0.597; -0.433), (5; 0.612; -0.427), (5; 0.619; -0.421), (5; 0.622; -0.414), (5; 0.617; -0.411), (5; 0.62; -0.403), (5; 0.621; -0.386), (5; 0.618; -0.386), (5; 0.617; -0.381), (5; 0.614; -0.371), (5; 0.606; -0.358), (5; 0.607; -0.345), (5; 0.614; -0.341), (5; 0.627; -0.329), (5; 0.633; -0.326), (5; 0.653; -0.307), (5; 0.673; -0.298), (5; 0.689; -0.292), (5; 0.7; -0.281), (5; 0.707; -0.269), (5; 0.712; -0.256), (5; 0.709; -0.248), (5; 0.708; -0.221), (5; 0.706; -0.205), (5; 0.707; -0.188), (5; 0.704; -0.18), (5; 0.697; -0.176), (5; 0.69; -0.159), (5; 0.684; -0.148), (5; 0.685; -0.14), (5; 0.684; -0.134), (5; 0.689; -0.124), (5; 0.688; -0.119), (5; 0.677; -0.113), (5; 0.676; -0.103), (5; 0.684; -0.082), (5; 0.691; -0.076), (5; 0.695; -0.064), (5; 0.7; -0.057), (5; 0.703; -0.045), (5; 0.709; -0.044), (5; 0.713; -0.036), (5; 0.726; -0.029), (5; 0.73; -0.025), (5; 0.734; -0.016), (5; 0.753; 0.005), (5; 0.769; 0.018), (5; 0.795; 0.036), (5; 0.813; 0.05), (5; 0.833; 0.074), (5; 0.848; 0.093), (5; 0.863; 0.119), (5; 0.874; 0.141), (5; 0.882; 0.161), (5; 0.887; 0.179), (5; 0.891; 0.186), (5; 0.891; 0.195), (5; 0.892; 0.205), (5; 0.892; 0.21), (5; 0.885; 0.21), (5; 0.877; 0.204), (5; 0.868; 0.202), (5; 0.86; 0.199), (5; 0.854; 0.199), (5; 0.844; 0.199), (5; 0.838; 0.195), (5; 0.83; 0.194), (5; 0.814; 0.189), (5; 0.795; 0.187), (5; 0.779; 0.182), (5; 0.77; 0.182), (5; 0.762; 0.19), (5; 0.759; 0.197), (5; 0.753; 0.2), (5; 0.746; 0.205), (5; 0.756; 0.209), (5; 0.756; 0.216), (5; 0.752; 0.222), (5; 0.743; 0.227), (5; 0.738; 0.233), (5; 0.728; 0.243), (5; 0.719; 0.253), (5; 0.695; 0.269), (5; 0.685; 0.278), (5; 0.681; 0.294), (5; 0.67; 0.314), (5; 0.661; 0.321), (5; 0.654; 0.325), (5; 0.648; 0.346), (5; 0.645; 0.364), (5; 0.649; 0.367), (5; 0.644; 0.384), (5; 0.64; 0.387), (5; 0.62; 0.403), (5; 0.619; 0.415), (5; 0.623; 0.418), (5; 0.607; 0.437), (5; 0.602; 0.447), (5; 0.595; 0.456), (5; 0.582; 0.483), (5; 0.571; 0.501), (5; 0.564; 0.519), (5; 0.566; 0.521), (5; 0.578; 0.496), (5; 0.586; 0.488), (5; 0.592; 0.483), (5; 0.596; 0.486), (5; 0.601; 0.495), (5; 0.605; 0.508), (5; 0.609; 0.515), (5; 0.61; 0.512), (5; 0.608; 0.505), (5; 0.607; 0.499), (5; 0.604; 0.49), (5; 0.613; 0.49), (5; 0.622; 0.478), (5; 0.633; 0.464), (5; 0.639; 0.451), (5; 0.645; 0.447), (5; 0.649; 0.438), (5; 0.648; 0.434), (5; 0.654; 0.424), (5; 0.664; 0.42), (5; 0.672; 0.413), (5; 0.682; 0.394), (5; 0.681; 0.384), (5; 0.683; 0.372), (5; 0.695; 0.355), (5; 0.702; 0.352), (5; 0.715; 0.34), (5; 0.719; 0.326), (5; 0.729; 0.311), (5; 0.738; 0.305), (5; 0.739; 0.298), (5; 0.744; 0.293), (5; 0.747; 0.285), (5; 0.747; 0.278), (5; 0.745; 0.274), (5; 0.747; 0.266), (5; 0.744; 0.265), (5; 0.749; 0.258), (5; 0.752; 0.245), (5; 0.755; 0.24), (5; 0.754; 0.231), (5; 0.759; 0.221), (5; 0.771; 0.22), (5; 0.776; 0.222), (5; 0.785; 0.222), (5; 0.788; 0.226), (5; 0.793; 0.227), (5; 0.796; 0.232), (5; 0.801; 0.233), (5; 0.815; 0.234), (5; 0.826; 0.237), (5; 0.837; 0.245), (5; 0.842; 0.243), (5; 0.85; 0.244), (5; 0.865; 0.257), (5; 0.893; 0.265), (5; 0.911; 0.272), (5; 0.911; 0.278), (5; 0.914; 0.286), (5; 0.927; 0.291), (5; 0.935; 0.292), (5; 0.947; 0.297), (5; 0.956; 0.296), (5; 0.965; 0.301), (5; 0.965; 0.308), (5; 0.971; 0.312), (5; 0.982; 0.312), (5; 0.986; 0.316), (5; 0.988; 0.324), (5; 0.999; 0.331), (5; 1.007; 0.331), (5; 1.009; 0.333), (5; 1.007; 0.345), (5; 1.009; 0.353), (5; 1.013; 0.357), (5; 1.021; 0.357), (5; 1.027; 0.368), (5; 1.035; 0.374), (5; 1.037; 0.379), (5; 1.044; 0.389), (5; 1.044; 0.393), (5; 1.038; 0.395), (5; 1.033; 0.401), (5; 1.025; 0.411), (5; 1.015; 0.415), (5; 1.002; 0.417), (5; 0.992; 0.423), (5; 0.984; 0.435), (5; 0.982; 0.449), (5; 0.984; 0.452), (5; 0.986; 0.459), (5; 0.984; 0.461), (5; 0.979; 0.455), (5; 0.968; 0.444), (5; 0.955; 0.433), (5; 0.943; 0.421), (5; 0.932; 0.421), (5; 0.918; 0.422), (5; 0.904; 0.419), (5; 0.903; 0.424), (5; 0.9; 0.423), (5; 0.897; 0.43), (5; 0.901; 0.44), (5; 0.9; 0.45), (5; 0.895; 0.456), (5; 0.89; 0.454), (5; 0.886; 0.445), (5; 0.887; 0.432), (5; 0.884; 0.436), (5; 0.882; 0.442), (5; 0.877; 0.447), (5; 0.875; 0.453), (5; 0.876; 0.459), (5; 0.875; 0.466), (5; 0.863; 0.473), (5; 0.86; 0.479), (5; 0.852; 0.483), (5; 0.845; 0.498), (5; 0.839; 0.512), (5; 0.841; 0.515), (5; 0.837; 0.523), (5; 0.848; 0.522), (5; 0.854; 0.529), (5; 0.865; 0.523), (5; 0.875; 0.526), (5; 0.887; 0.503), (5; 0.899; 0.486), (5; 0.916; 0.481), (5; 0.934; 0.468), (5; 0.955; 0.462), (5; 0.972; 0.471), (5; 0.986; 0.474), (5; 0.994; 0.471), (5; 1.002; 0.449), (5; 1.022; 0.447), (5; 1.041; 0.443), (5; 1.073; 0.438), (5; 1.098; 0.44), (5; 1.126; 0.441), (5; 1.158; 0.444), (5; 1.172; 0.43), (5; 1.177; 0.418), (5; 1.19; 0.413), (5; 1.21; 0.399), (5; 1.215; 0.392), (5; 1.207; 0.386), (5; 1.23; 0.364), (5; 1.242; 0.362), (5; 1.268; 0.373), (5; 1.271; 0.356), (5; 1.271; 0.335), (5; 1.276; 0.313), (5; 1.283; 0.279), (5; 1.299; 0.255), (5; 1.302; 0.244), (5; 1.307; 0.222), (5; 1.316; 0.206), (5; 1.322; 0.197), (5; 1.329; 0.18), (5; 1.337; 0.155), (5; 1.353; 0.139), (5; 1.36; 0.144), (5; 1.366; 0.156), (5; 1.382; 0.161), (5; 1.377; 0.167), (5; 1.385; 0.18), (5; 1.394; 0.181), (5; 1.394; 0.21), (5; 1.401; 0.227), (5; 1.4; 0.242), (5; 1.397; 0.264), (5; 1.402; 0.278), (5; 1.41; 0.278), (5; 1.426; 0.285), (5; 1.434; 0.289), (5; 1.434; 0.297), (5; 1.452; 0.308), (5; 1.465; 0.319), (5; 1.485; 0.34), (5; 1.51; 0.352), (5; 1.519; 0.362), (5; 1.518; 0.375), (5; 1.54; 0.379), (5; 1.551; 0.379), (5; 1.554; 0.385), (5; 1.561; 0.383), (5; 1.566; 0.382), (5; 1.568; 0.385), (5; 1.576; 0.381), (5; 1.581; 0.391), (5; 1.58; 0.398), (5; 1.596; 0.397), (5; 1.603; 0.387), (5; 1.606; 0.379), (5; 1.607; 0.37), (5; 1.612; 0.361), (5; 1.625; 0.347), (5; 1.635; 
(the line above was cut: it had 110523 characters; the first 20000 are kept)