How to use create_tour method in SeleniumBase

Best Python code snippet using SeleniumBase

test_unit.py

Source:test_unit.py

2from core.tournament.models import Tour, Match3@pytest.mark.django_db4def test_tournaments(create_tournament, create_tour, create_match, create_player):5    tournament = create_tournament6    tour = create_tour(tournament.id)7    first_player = create_player("first player", "first_player", "email@example.com")8    second_player = create_player(9        "second player", "second_player", "email_1@example.com"10    )11    create_match(tour.id, first_player.id, second_player.id)12    assert tournament.tours_amount == 113    assert tournament.members_amount == 214@pytest.mark.django_db15def test_tournaments_invalid(16    create_tournament, create_tour, create_match, create_player17):18    tournament = create_tournament19    assert tournament.tours_amount == 020    assert tournament.members_amount == 021@pytest.mark.django_db22def test_tour_get_players_ids(23    create_tournament, create_tour, create_match, create_player24):25    tournament = create_tournament26    tour = create_tour(tournament.id)27    first_p = create_player("first player", "first_username", "email@example.com")28    second_p = create_player("second player", "second_username", "email1@example.com")29    create_match(tour.id, first_p.id, second_p.id)30    assert Tour.objects.last().get_players_ids() == {first_p.id, second_p.id}31@pytest.mark.django_db32def test_tour_get_players_points(33    create_tournament, create_tour, create_match, create_player, create_game_fix34):35    tournament = create_tournament36    tour = create_tour(tournament.id)37    first_p = create_player("first player", "first_username", "email@example.com")38    second_p = create_player("second player", "second_username", "email1@example.com")39    match = create_match(tour.id, first_p.id, second_p.id)40    game = create_game_fix((first_p, second_p))41    game.black_player_points = 542    game.white_player_points = 443    game.save()44    match.games.add(game)45    for i in Tour.objects.last().get_players_points():46        if i["username"] == "first player":47            assert i["point"] == 4.048        if i["username"] == "second player":49            assert i["point"] == 5.050@pytest.mark.django_db51def test_match_get_players_point(52    create_tournament, create_tour, create_match, create_player, create_game_fix53):54    tournament = create_tournament55    tour = create_tour(tournament.id)56    first_p = create_player("first player", "first_username", "email@example.com")57    second_p = create_player("second player", "second_username", "email1@example.com")58    match = create_match(tour.id, first_p.id, second_p.id)59    game = create_game_fix((first_p, second_p))60    game.black_player_points = 561    game.white_player_points = 462    game.save()63    match.games.add(game)...

H1_EulerianTourVer1.py

Source:H1_EulerianTourVer1.py

...6# Eulerian Tour Ver 17#8# Write a function, `create_tour` that takes as input a list of nodes9# and outputs a list of tuples representing edges between nodes that have an Eulerian tour.10def create_tour(nodes):11    graph = []12    tuple = (0,0)13    i = 014    j = 015    while i < len(nodes):16        j = 017        while j < len(nodes):18            a = nodes[i]19            b = nodes[j]20            if a != b:21                tuple = (a,b)22                graph.append(tuple)23            j = j + 124        i = i + 125    return graph26#########27def get_degree(tour):28    degree = {}29    for x, y in tour:30        degree[x] = degree.get(x, 0) + 131        degree[y] = degree.get(y, 0) + 132    return degree33def check_edge(t, b, nodes):34    """35    t: tuple representing an edge36    b: origin node37    nodes: set of nodes already visited38    if we can get to a new node from `b` following `t`39    then return that node, else return None40    """41    if t[0] == b:42        if t[1] not in nodes:43            return t[1]44    elif t[1] == b:45        if t[0] not in nodes:46            return t[0]47    return None48def connected_nodes(tour):49    """return the set of nodes reachable from50    the first node in `tour`"""51    a = tour[0][0]52    nodes = set([a])53    explore = set([a])54    while len(explore) > 0:55        # see what other nodes we can reach56        b = explore.pop()57        for t in tour:58            node = check_edge(t, b, nodes)59            if node is None:60                continue61            nodes.add(node)62            explore.add(node)63    return nodes64def is_eulerian_tour(nodes, tour):65    # all nodes must be even degree66    # and every node must be in graph67    degree = get_degree(tour)68    for node in nodes:69        try:70            d = degree[node]71            if d % 2 == 1:72                print "Node %s has odd degree" % node73                return False74        except KeyError:75            print "Node %s was not in your tour" % node76            return False77    connected = connected_nodes(tour)78    if len(connected) == len(nodes):79        return True80    else:81        print "Your graph wasn't connected"82        return False83def test():84    nodes = [20, 21, 22, 23, 24, 25]85    tour = create_tour(nodes)86    return is_eulerian_tour(nodes, tour)87nodes = [20, 21, 22, 23, 24, 25]88#print nodes[1]89#print create_tour(nodes)90#b= 1291#c = 2492#a = (b,c)93#print a...

3.py

Source:3.py

...5# input a list of nodes6# and outputs a list of tuples representing7# edges between nodes that have an Eulerian tour.8#9def create_tour(nodes):10    # your code here11    return []12#########13def get_degree(tour):14    degree = {}15    for x, y in tour:16        degree[x] = degree.get(x, 0) + 117        degree[y] = degree.get(y, 0) + 118    return degree19def check_edge(t, b, nodes):20    """21    t: tuple representing an edge22    b: origin node23    nodes: set of nodes already visited24    if we can get to a new node from `b` following `t`25    then return that node, else return None26    """27    if t[0] == b:28        if t[1] not in nodes:29            return t[1]30    elif t[1] == b:31        if t[0] not in nodes:32            return t[0]33    return None34def connected_nodes(tour):35    """return the set of nodes reachable from36    the first node in `tour`"""37    a = tour[0][0]38    nodes = set([a])39    explore = set([a])40    while len(explore) > 0:41        # see what other nodes we can reach42        b = explore.pop()43        for t in tour:44            node = check_edge(t, b, nodes)45            if node is None:46                continue47            nodes.add(node)48            explore.add(node)49    return nodes50def is_eulerian_tour(nodes, tour):51    # all nodes must be even degree52    # and every node must be in graph53    degree = get_degree(tour)54    for node in nodes:55        try:56            d = degree[node]57            if d % 2 == 1:58                print "Node %s has odd degree" % node59                return False60        except KeyError:61            print "Node %s was not in your tour" % node62            return False63    connected = connected_nodes(tour)64    if len(connected) == len(nodes):65        return True66    else:67        print "Your graph wasn't connected"68        return False69def test():70    nodes = [20, 21, 22, 23, 24, 25]71    tour = create_tour(nodes)...

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