def display_polyhedra(polyhedra_data):
    print("Polyhedra")
    
    # Calculate the length of the longest line
    longest_line_length = max(len(polyhedron['Name']) for polyhedron in polyhedra_data)
    
    # Format the table header
    header_format = "{:<{}} {:<17} {:<6} {:<8} {:<6} {:<6} {:<6} {:<6} {:<8} {:<6} {:<10}"
    header = header_format.format(
        "Name", longest_line_length,
        "Wythoff", "Sym.", "C#", "W#", "U#", "K#", "Vert.", "Edges", "Faces", "Faces by Type"
    )
    print(header)
    
    # Format the line of dashes
    line_format = "{:-<{}}"
    line = line_format.format("-", len(header))
    print(line)
    
    # Format and display the polyhedra data
    data_format = "{:<{}} {:<17} {:<6} {:<8} {:<6} {:<6} {:<6} {:<6} {:<8} {:<6} {:<10}"
    for polyhedron in polyhedra_data:
        name = polyhedron['Name']
        wythoff = polyhedron['Wythoff']
        symbol = polyhedron['Sym.']
        c_num = polyhedron['C#']
        w_num = polyhedron['W#']
        u_num = polyhedron['U#']
        k_num = polyhedron['K#']
        vertices = polyhedron['Vert.']
        edges = polyhedron['Edges']
        faces = polyhedron['Faces']
        faces_by_type = polyhedron['Faces by Type']
        data_line = data_format.format(
            name, longest_line_length,
            wythoff, symbol, c_num, w_num, u_num, k_num, vertices,
            edges, faces, faces_by_type
        )
        print(data_line)
    print()



def parse_polyhedra_data():
    polyhedra_data = []
    polyhedra = [
        ["Tetrahedron", "3 | 2 3", "Td", "C15", "W001", "U01", "K06", 4, 6, 4, "4{3}"],
        ["Triangular prism", "2 3 | 2", "D3h", "C33a", "—", "U76a", "K01a", 6, 9, 5, "2{3}+3{4}"],
        ["Truncated tetrahedron", "2 3 | 3", "Td", "C16", "W006", "U02", "K07", 12, 18, 8, "4{3}+4{6}"],
        ["Truncated cube", "2 3 | 4", "Oh", "C21", "W008", "U09", "K14", 24, 36, 14, "8{3}+6{8}"],
        ["Truncated dodecahedron", "2 3 | 5", "Ih", "C29", "W010", "U26", "K31", 60, 90, 32, "20{3}+12{10}"],
        ["Cube", "3 | 2 4", "Oh", "C18", "W003", "U06", "K11", 8, 12, 6, "6{4}"],
        ["Pentagonal prism", "2 5 | 2", "D5h", "C33b", "—", "U76b", "K01b", 10, 15, 7, "5{4}+2{5}"],
        ["Hexagonal prism", "2 6 | 2", "D6h", "C33c", "—", "U76c", "K01c", 12, 18, 8, "6{4}+2{6}"],
        ["Heptagonal prism", "2 7 | 2", "D7h", "C33d", "—", "U76d", "K01d", 14, 21, 9, "7{4}+2{7}"],
        ["Octagonal prism", "2 8 | 2", "D8h", "C33e", "—", "U76e", "K01e", 16, 24, 10, "8{4}+2{8}"],
        ["Enneagonal prism", "2 9 | 2", "D9h", "C33f", "—", "U76f", "K01f", 18, 27, 11, "9{4}+2{9}"],
        ["Decagonal prism", "2 10 | 2", "D10h", "C33g", "—", "U76g", "K01g", 20, 30, 12, "10{4}+2{10}"],
        ["Hendecagonal prism", "2 11 | 2", "D11h", "C33h", "—", "U76h", "K01h", 22, 33, 13, "11{4}+2{11}"],
        ["Dodecagonal prism", "2 12 | 2", "D12h", "C33i", "—", "U76i", "K01i", 24, 36, 14, "12{4}+2{12}"],
        ["Truncated octahedron", "2 4 | 3", "Oh", "C20", "W007", "U08", "K13", 24, 36, 14, "6{4}+8{6}"],
        ["Truncated cuboctahedron", "2 3 4 |", "Oh", "C23", "W015", "U11", "K16", 48, 72, 26, "12{4}+8{6}+6{8}"],
        ["Truncated icosidodecahedron", "2 3 5 |", "Ih", "C31", "W016", "U28", "K33", 120, 180, 62, "30{4}+20{6}+12{10}"],
        ["Dodecahedron", "3 | 2 5", "Ih", "C26", "W005", "U23", "K28", 20, 30, 12, "12{5}"],
        ["Truncated icosahedron", "2 5 | 3", "Ih", "C27", "W009", "U25", "K30", 60, 90, 32, "12{5}+20{6}"],
        ["Octahedron", "4 | 2 3", "Oh", "C17", "W002", "U05", "K10", 6, 12, 8, "8{3}"],
        ["Square antiprism", "| 2 2 4", "D4d", "C34a", "—", "U77a", "K02a", 8, 16, 10, "8{3}+2{4}"],
        ["Pentagonal antiprism", "| 2 2 5", "D5d", "C34b", "—", "U77b", "K02b", 10, 20, 12, "10{3}+2{5}"],
        ["Hexagonal antiprism", "| 2 2 6", "D6d", "C34c", "—", "U77c", "K02c", 12, 24, 14, "12{3}+2{6}"],
        ["Heptagonal antiprism", "| 2 2 7", "D7d", "C34d", "—", "U77d", "K02d", 14, 28, 16, "14{3}+2{7}"],
        ["Octagonal antiprism", "| 2 2 8", "D8d", "C34e", "—", "U77e", "K02e", 16, 32, 18, "16{3}+2{8}"],
        ["Enneagonal antiprism", "| 2 2 9", "D9d", "C34f", "—", "U77f", "K02f", 18, 36, 20, "18{3}+2{9}"],
        ["Decagonal antiprism", "| 2 2 10", "D10d", "C34g", "—", "U77g", "K02g", 20, 40, 22, "20{3}+2{10}"],
        ["Hendecagonal antiprism", "| 2 2 11", "D11d", "C34h", "—", "U77h", "K02h", 22, 44, 24, "22{3}+2{11}"],
        ["Dodecagonal antiprism", "| 2 2 12", "D12d", "C34i", "—", "U77i", "K02i", 24, 48, 26, "24{3}+2{12}"],
        ["Cuboctahedron", "2 | 3 4", "Oh", "C19", "W011", "U07", "K12", 12, 24, 14, "8{3}+6{4}"],
        ["Rhombicuboctahedron", "3 4 | 2", "Oh", "C22", "W013", "U10", "K15", 24, 48, 26, "8{3}+(6+12){4}"],
        ["Rhombicosidodecahedron", "3 5 | 2", "Ih", "C30", "W014", "U27", "K32", 60, 120, 62, "20{3}+30{4}+12{5}"],
        ["Icosidodecahedron", "2 | 3 5", "Ih", "C28", "W012", "U24", "K29", 30, 60, 32, "20{3}+12{5}"],
        ["Icosahedron", "5 | 2 3", "Ih", "C25", "W004", "U22", "K27", 12, 30, 20, "20{3}"],
        ["Snub cube", "| 2 3 4", "O", "C24", "W017", "U12", "K17", 24, 60, 38, "(8+24){3}+6{4}"],
        ["Snub dodecahedron", "| 2 3 5", "I", "C32", "W018", "U29", "K34", 60, 150, 92, "(20+60){3}+12{10}"],
        ["Octahemioctahedron", "3/2 3 | 3", "Oh", "C37", "W068", "U03", "K08", 12, 24, 12, "8{3}+4{6}"],
        ["Tetrahemihexahedron", "3/2 3 | 2", "Td", "C36", "W067", "U04", "K09", 6, 12, 7, "4{3}+3{4}"],
        ["Cubohemioctahedron", "4/3 4 | 3", "Oh", "C51", "W078", "U15", "K20", 12, 24, 10, "6{4}+4{6}"],
        ["Great dodecahedron", "5/2 | 2 5", "Ih", "C44", "W021", "U35", "K40", 12, 30, 12, "12{5}"],
        ["Great icosahedron", "5/2 | 2 3", "Ih", "C69", "W041", "U53", "K58", 12, 30, 20, "20{3}"],
        ["Great ditrigonal icosidodecahedron", "3/2 | 3 5", "Ih", "C61", "W087", "U47", "K52", 20, 60, 32, "20{3}+12{5}"],
        ["Small rhombihexahedron", "2 4 (3/2 4/2) |", "Oh", "C60", "W086", "U18", "K23", 24, 48, 18, "12{4}+6{8}"],
        ["Small cubicuboctahedron", "3/2 4 | 4", "Oh", "C38", "W069", "U13", "K18", 24, 48, 20, "8{3}+6{4}+6{8}"],
        ["Great rhombicuboctahedron", "3/2 4 | 2", "Oh", "C59", "W085", "U17", "K22", 24, 48, 26, "8{3}+(6+12){4}"],
        ["Small dodecahemiicosahedron", "5/4 5 | 5", "Ih", "C65", "W091", "U51", "K56", 30, 60, 18, "12{5}+6{10}"],
        ["Great dodecahemidodecahedron", "5/4 5 | 3", "Ih", "C81", "W102", "U65", "K70", 30, 60, 22, "12{5}+10{6}"],
        ["Small icosihemidodecahedron", "3/2 3 | 5", "Ih", "C63", "W089", "U49", "K54", 30, 60, 26, "20{3}+6{10}"],
        ["Small dodecicosahemidodecahedron", "3/2 5 | 5", "Ih", "C42", "W072", "U33", "K38", 60, 120, 44, "20{3}+12{5}+12{10}"],
        ["Rhombicosahedron", "2 3 (5/4 5/2) |", "Ih", "C72", "W096", "U56", "K61", 60, 120, 50, "30{4}+20{6}"],
        ["Great icosicosidodecahedron", "3/2 3 | 5/3", "Ih", "C79", "W101", "U63", "K68", 60, 120, 52, "20{3}+12{5}+20{6}"],
        ["Great rhombidodecahedron", "2 5/2 (3/2 5/2) |", "Ih", "C89", "W109", "U73", "K78", 60, 120, 42, "30{4}+12{10/3}"],
        ["Icosidodecahedron", "2 5/3 (3/2 5/4) |", "Ih", "C91", "W118", "U72", "K77", 60, 120, 44, "20{3}+12{5/2}+12{5/2}"],
        ["Small dodecicosahemidodecahedron", "3/2 5 | 5", "Ih", "C90", "W117", "U74", "K79", 60, 120, 44, "20{3}+12{5/2}+12{5/2}"],
        ["Great snub cube", "| 2 3 4", "I", "C49", "W111", "U40", "K45", 60, 150, 84, "60{3}+12{5}+12{5/2}"],
        ["Great inverted snub dodecahedron", "| 2 3 5", "I", "C76", "W114", "U60", "K65", 60, 150, 84, "60{3}+12{5}+12{5/2}"],
        ["Great snub icosidodecahedron", "| 2 3 5", "I", "C73", "W113", "U57", "K62", 60, 150, 92, "(20+60){3}+12{5/2}"],
        ["Great inverted snub icosidodecahedron", "| 2 3 5", "I", "C88", "W116", "U69", "K74", 60, 150, 92, "(20+60){3}+12{5/2}"],
        ["Great inverted snub icosidodecahedron", "| 2 3 5", "I", "C80", "W115", "U64", "K69", 60, 180, 104, "(20+60){3}+(12+12){5/2}"],
        ["Snub dodecahedron", "| 5/3 2 5", "I", "C49", "W111", "U40", "K45", 60, 150, 84, "(60+12){3}+12{5}+12{5/2}"],
        ["Great snub dodecahedron", "| 3/2 5/2 5/3", "I", "C73", "W113", "U57", "K62", 60, 150, 92, "(20+60){3}+12{5/2}"],
        ["Great retrosnub dodecahedron", "| 3/2 5/2 5/4", "I", "C88", "W116", "U69", "K74", 60, 150, 92, "(20+60){3}+12{5/2}"],
        ["Great retrosnub icosidodecahedron", "| 3/2 5/2 5/4", "I", "C80", "W115", "U64", "K69", 60, 180, 104, "(20+60){3}+(12+12){5/2}"],
        ["Great retrosnub icosidodecahedron", "| 3/2 5/2 5/4", "I", "C90", "W117", "U74", "K79", 60, 180, 104, "(20+60){3}+(12+12){5/2}"],
        ["Great retrosnub icosicosidodecahedron", "| 3/2 5/3 3 5/2", "I", "C92", "W119", "U75", "K80", 60, 240, 124, "40{3}+60{4}+24{5/2}"],
    ]

    for polyhedron_data in polyhedra:
        polyhedron = {
            'Name': polyhedron_data[0],
            'Wythoff': polyhedron_data[1],
            'Sym.': polyhedron_data[2],
            'C#': polyhedron_data[3],
            'W#': polyhedron_data[4],
            'U#': polyhedron_data[5],
            'K#': polyhedron_data[6],
            'Vert.': polyhedron_data[7],
            'Edges': polyhedron_data[8],
            'Faces': polyhedron_data[9],
            'Faces by Type': polyhedron_data[10],
        }
        polyhedra_data.append(polyhedron)
    return polyhedra_data

# Parse the polyhedra data
polyhedra_data = parse_polyhedra_data()

# Display the polyhedra
display_polyhedra(polyhedra_data)