Fix specs
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@ -6,7 +6,7 @@ require 'rails_helper'
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module Tables
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RSpec.describe Distribution do
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describe '#save!' do
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let(:tables_arrangement) { TablesArrangement.create! }
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around do |example|
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ActsAsTenant.with_tenant(create(:wedding)) do
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@ -14,16 +14,16 @@ module Tables
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end
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end
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describe '#save!' do
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let(:people) { create_list(:guest, 2, status: :invited) }
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let(:distribution) do
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described_class.new(min_per_table: 5, max_per_table: 10).tap{|d| d.random_distribution(people)}
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described_class.new(min_per_table: 5, max_per_table: 10, tables_arrangement_id: tables_arrangement.id)
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.tap { |d| d.random_distribution(people) }
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end
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context 'when tables_arrangement_id is nil' do
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it { expect { distribution.save! }.to change { TablesArrangement.count }.by(1) }
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it { expect { distribution.save! }.to change { Seat.count }.by(2) }
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it { expect { distribution.save! }.to change(TablesArrangement, :count).by(1) }
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it { expect { distribution.save! }.to change(Seat, :count).by(2) }
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end
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context 'when tables_arrangement_id is set' do
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@ -34,13 +34,15 @@ module Tables
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distribution.tables_arrangement_id = existing_arrangement.id
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end
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it { expect { distribution.save! }.not_to change { TablesArrangement.count } }
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it { expect { distribution.save! }.to change { Seat.count }.by(1) }
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it { expect { distribution.save! }.not_to(change(TablesArrangement, :count)) }
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it { expect { distribution.save! }.to change(Seat, :count).by(1) }
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end
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end
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describe '#random_distribution' do
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subject(:distribution) { described_class.new(min_per_table: 5, max_per_table: 10) }
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subject(:distribution) do
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described_class.new(min_per_table: 5, max_per_table: 10, tables_arrangement_id: tables_arrangement.id)
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end
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context 'when there are fewer people than the minimum per table' do
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it 'creates one table' do
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@ -17,7 +17,7 @@ module Tables
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context 'when there are two tables with two people each' do
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let(:initial_solution) do
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Distribution.new(min_per_table: 2, max_per_table: 2).tap do |distribution|
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Distribution.new(min_per_table: 2, max_per_table: 2, tables_arrangement_id: nil).tap do |distribution|
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distribution.tables << Set[:a, :b].to_table
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distribution.tables << Set[:c, :d].to_table
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end
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@ -35,7 +35,7 @@ module Tables
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context 'when there are two tables with three people each' do
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let(:initial_solution) do
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Distribution.new(min_per_table: 3, max_per_table: 3).tap do |distribution|
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Distribution.new(min_per_table: 3, max_per_table: 3, tables_arrangement_id: nil).tap do |distribution|
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distribution.tables << Set[:a, :b, :c].to_table
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distribution.tables << Set[:d, :e, :f].to_table
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end
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@ -17,7 +17,7 @@ module Tables
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context 'when there are two tables with two people each' do
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let(:initial_solution) do
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Distribution.new(min_per_table: 2, max_per_table: 2).tap do |distribution|
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Distribution.new(min_per_table: 2, max_per_table: 2, tables_arrangement_id: nil).tap do |distribution|
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distribution.tables << Set[:a, :b].to_table
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distribution.tables << Set[:c, :d].to_table
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end
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@ -35,7 +35,7 @@ module Tables
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context 'when there are two tables with three people each' do
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let(:initial_solution) do
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Distribution.new(min_per_table: 3, max_per_table: 3).tap do |distribution|
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Distribution.new(min_per_table: 3, max_per_table: 3, tables_arrangement_id: nil).tap do |distribution|
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distribution.tables << Set[:a, :b, :c].to_table
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distribution.tables << Set[:d, :e, :f].to_table
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end
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@ -58,7 +58,7 @@ module Tables
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context 'when there are three tables with two people each' do
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let(:initial_solution) do
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Distribution.new(min_per_table: 2, max_per_table: 2).tap do |distribution|
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Distribution.new(min_per_table: 2, max_per_table: 2, tables_arrangement_id: nil).tap do |distribution|
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distribution.tables << Set[:a, :b].to_table
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distribution.tables << Set[:c, :d].to_table
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distribution.tables << Set[:e, :f].to_table
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@ -8,7 +8,7 @@ module Tables
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RSpec.describe WheelSwap do
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context 'when the solution has three tables' do
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let(:initial_solution) do
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Distribution.new(min_per_table: 3, max_per_table: 3).tap do |distribution|
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Distribution.new(min_per_table: 3, max_per_table: 3, tables_arrangement_id: nil).tap do |distribution|
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distribution.tables << Set[:a, :b, :c].to_table
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distribution.tables << Set[:d, :e, :f].to_table
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distribution.tables << Set[:g, :h, :i].to_table
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