diff --git a/config/runtime.exs b/config/runtime.exs
index 41bbb154..94efb0bd 100644
--- a/config/runtime.exs
+++ b/config/runtime.exs
@@ -31,17 +31,23 @@ else
debug_errors: get_env("DEBUG_ERRORS", :boolean)
end
-ecto_ipv6? = get_env("ECTO_IPV6", :boolean)
+if config_env() === :test do
+ config :accent, Accent.Repo,
+ pool_size: System.schedulers_online() * 2,
+ url: get_env("DATABASE_URL")
+else
+ ecto_ipv6? = get_env("ECTO_IPV6", :boolean)
-config :accent, Accent.Repo,
- timeout: get_env("DATABASE_TIMEOUT", :integer) || 29_000,
- queue_target: get_env("DATABASE_QUEUE_TARGET", :integer) || 500,
- queue_interval: get_env("DATABASE_QUEUE_INTERVAL", :integer) || 2000,
- pool_size: get_env("DATABASE_POOL_SIZE", :integer),
- ssl: get_env("DATABASE_SSL", :boolean),
- ssl_opts: [verify: :verify_none],
- url: get_env("DATABASE_URL") || "postgres://localhost/accent_development",
- socket_options: if(ecto_ipv6?, do: [:inet6], else: [])
+ config :accent, Accent.Repo,
+ timeout: get_env("DATABASE_TIMEOUT", :integer) || 29_000,
+ queue_target: get_env("DATABASE_QUEUE_TARGET", :integer) || 500,
+ queue_interval: get_env("DATABASE_QUEUE_INTERVAL", :integer) || 2000,
+ pool_size: get_env("DATABASE_POOL_SIZE", :integer),
+ ssl: get_env("DATABASE_SSL", :boolean),
+ ssl_opts: [verify: :verify_none],
+ url: get_env("DATABASE_URL") || "postgres://localhost/accent_development",
+ socket_options: if(ecto_ipv6?, do: [:inet6], else: [])
+end
config :accent, Accent.MachineTranslations,
default_providers_config: %{
diff --git a/lib/graphql/resolvers/project.ex b/lib/graphql/resolvers/project.ex
index 499421cd..bf904524 100644
--- a/lib/graphql/resolvers/project.ex
+++ b/lib/graphql/resolvers/project.ex
@@ -62,7 +62,7 @@ defmodule Accent.GraphQL.Resolvers.Project do
"name" => args.name,
"main_color" => args.main_color,
"logo" => args.logo,
- "locked_file_operations" => args.is_file_operations_locked
+ "locked_file_operations" => args.is_file_operations_locked || false
}
case ProjectUpdater.update(
diff --git a/lib/graphql/resolvers/version.ex b/lib/graphql/resolvers/version.ex
index 22c3092e..4c4553e0 100644
--- a/lib/graphql/resolvers/version.ex
+++ b/lib/graphql/resolvers/version.ex
@@ -46,7 +46,7 @@ defmodule Accent.GraphQL.Resolvers.Version do
|> Version.changeset(%{
name: args[:name],
tag: args[:tag],
- copy_on_update_translation: args[:copy_on_update_translation]
+ copy_on_update_translation: args[:copy_on_update_translation] || false
})
|> Repo.update()
|> case do
diff --git a/lib/movement/migration/translation.ex b/lib/movement/migration/translation.ex
index 78486b9c..e18f250c 100644
--- a/lib/movement/migration/translation.ex
+++ b/lib/movement/migration/translation.ex
@@ -56,7 +56,7 @@ defmodule Movement.Migration.Translation do
locked: operation.locked,
file_index: operation.file_index,
file_comment: operation.file_comment,
- removed: operation.previous_translation && operation.previous_translation.removed,
+ removed: (operation.previous_translation && operation.previous_translation.removed) || false,
translated: is_nil(operation.translation_id),
revision_id: operation.revision_id,
document_id: operation.document_id,
@@ -82,11 +82,11 @@ defmodule Movement.Migration.Translation do
proposed_text: operation.text,
corrected_text: operation.text,
translated: (operation.previous_translation && operation.previous_translation.translated) || false,
- conflicted: operation.previous_translation && operation.previous_translation.conflicted,
+ conflicted: (operation.previous_translation && operation.previous_translation.conflicted) || false,
value_type: operation.value_type,
file_index: operation.file_index,
file_comment: operation.file_comment,
- removed: operation.previous_translation && operation.previous_translation.removed,
+ removed: (operation.previous_translation && operation.previous_translation.removed) || false,
revision_id: operation.revision_id,
document_id: operation.document_id,
version_id: operation.version_id,
diff --git a/mix.exs b/mix.exs
index 28757e38..b28fa91a 100644
--- a/mix.exs
+++ b/mix.exs
@@ -116,6 +116,7 @@ defmodule Accent.Mixfile do
# Mock testing
{:mox, "~> 1.0", only: :test},
{:mock, "~> 0.3.0", only: :test},
+ {:factori, path: "../mirego/factori", only: :test},
# Google API authentication
{:goth, "~> 1.4"},
diff --git a/mix.lock b/mix.lock
index 158fe059..e27a32fb 100644
--- a/mix.lock
+++ b/mix.lock
@@ -34,6 +34,8 @@
"eternal": {:hex, :eternal, "1.2.2", "d1641c86368de99375b98d183042dd6c2b234262b8d08dfd72b9eeaafc2a1abd", [:mix], [], "hexpm", "2c9fe32b9c3726703ba5e1d43a1d255a4f3f2d8f8f9bc19f094c7cb1a7a9e782"},
"excoveralls": {:hex, :excoveralls, "0.18.0", "b92497e69465dc51bc37a6422226ee690ab437e4c06877e836f1c18daeb35da9", [:mix], [{:castore, "~> 1.0", [hex: :castore, repo: "hexpm", optional: true]}, {:jason, "~> 1.0", [hex: :jason, repo: "hexpm", optional: false]}], "hexpm", "1109bb911f3cb583401760be49c02cbbd16aed66ea9509fc5479335d284da60b"},
"exile": {:hex, :exile, "0.9.1", "832b6340cf800661e90e52cebc760b795450f803c0e9265ccdc54150423fbb32", [:make, :mix], [{:elixir_make, "~> 0.6", [hex: :elixir_make, repo: "hexpm", optional: false]}], "hexpm", "553a1847b27118c843d3dc6912adbc36d60336811d15ad70a31b82eb5a416328"},
+ "factori": {:hex, :factori, "0.12.0", "55cddfcaa12619a5864bbfe23112d6e852d992ed1c53118606923ba6ed0f97ac", [:make, :mix], [{:ecto, "~> 3.0", [hex: :ecto, repo: "hexpm", optional: false]}, {:ecto_sql, "~> 3.0", [hex: :ecto_sql, repo: "hexpm", optional: false]}, {:faker, "~> 0.16", [hex: :faker, repo: "hexpm", optional: false]}], "hexpm", "bd1456a7c06823160ffb047c4f1f265c330210620aa41d940b952dcde14f87cd"},
+ "faker": {:hex, :faker, "0.18.0", "943e479319a22ea4e8e39e8e076b81c02827d9302f3d32726c5bf82f430e6e14", [:mix], [], "hexpm", "bfbdd83958d78e2788e99ec9317c4816e651ad05e24cfd1196ce5db5b3e81797"},
"fast_yaml": {:git, "https://github.com/processone/fast_yaml.git", "e789f68895f71b7ad31057177810ca0161bf790e", [ref: "e789f68895f71b7ad31057177810ca0161bf790e"]},
"file_system": {:hex, :file_system, "0.2.10", "fb082005a9cd1711c05b5248710f8826b02d7d1784e7c3451f9c1231d4fc162d", [:mix], [], "hexpm", "41195edbfb562a593726eda3b3e8b103a309b733ad25f3d642ba49696bf715dc"},
"finch": {:hex, :finch, "0.17.0", "17d06e1d44d891d20dbd437335eebe844e2426a0cd7e3a3e220b461127c73f70", [:mix], [{:castore, "~> 0.1 or ~> 1.0", [hex: :castore, repo: "hexpm", optional: false]}, {:mime, "~> 1.0 or ~> 2.0", [hex: :mime, repo: "hexpm", optional: false]}, {:mint, "~> 1.3", [hex: :mint, repo: "hexpm", optional: false]}, {:nimble_options, "~> 0.4 or ~> 1.0", [hex: :nimble_options, repo: "hexpm", optional: false]}, {:nimble_pool, "~> 0.2.6 or ~> 1.0", [hex: :nimble_pool, repo: "hexpm", optional: false]}, {:telemetry, "~> 0.4 or ~> 1.0", [hex: :telemetry, repo: "hexpm", optional: false]}], "hexpm", "8d014a661bb6a437263d4b5abf0bcbd3cf0deb26b1e8596f2a271d22e48934c7"},
diff --git a/priv/repo/migrations/20240315115937_add_non_nullable_checks.exs b/priv/repo/migrations/20240315115937_add_non_nullable_checks.exs
new file mode 100644
index 00000000..6ffdab10
--- /dev/null
+++ b/priv/repo/migrations/20240315115937_add_non_nullable_checks.exs
@@ -0,0 +1,86 @@
+defmodule Accent.Repo.Migrations.AddNonNullableChecks do
+ @moduledoc false
+ use Ecto.Migration
+
+ def down do
+ end
+
+ # credo:disable-for-next-line
+ def up do
+ drop(constraint(:documents, :documents_project_id_fkey))
+
+ alter table(:documents) do
+ modify(:path, :string, null: false)
+ modify(:format, :string, null: false)
+ modify(:project_id, references(:projects, type: :uuid), null: false)
+ end
+
+ alter table(:languages) do
+ modify(:name, :string, null: false)
+ modify(:slug, :string, null: false)
+ modify(:iso_639_1, :string, null: false)
+ modify(:iso_639_3, :string, null: false)
+ modify(:locale, :string, null: false)
+ modify(:android_code, :string, null: false)
+ modify(:osx_code, :string, null: false)
+ modify(:osx_locale, :string, null: false)
+ end
+
+ drop(constraint(:auth_access_tokens, :auth_access_tokens_user_id_fkey))
+
+ alter table(:auth_access_tokens) do
+ modify(:token, :string, null: false)
+ modify(:user_id, references(:users, type: :uuid), null: false)
+ end
+
+ drop(constraint(:auth_providers, :auth_providers_user_id_fkey))
+
+ alter table(:auth_providers) do
+ modify(:name, :string, null: false)
+ modify(:uid, :string, null: false)
+ modify(:user_id, references(:users, type: :uuid), null: false)
+ end
+
+ drop(constraint(:collaborators, :collaborators_project_id_fkey))
+
+ alter table(:collaborators) do
+ modify(:role, :string, null: false)
+ modify(:project_id, references(:projects, type: :uuid), null: false)
+ end
+
+ drop(constraint(:comments, :comments_user_id_fkey))
+
+ alter table(:comments) do
+ modify(:text, :text, null: false)
+ modify(:user_id, references(:users, type: :uuid), null: false)
+ end
+
+ alter table(:projects) do
+ modify(:name, :string, null: false)
+ modify(:locked_file_operations, :boolean, null: false, default: false)
+ modify(:sync_lock_version, :integer, null: false, default: 1)
+ end
+
+ drop(constraint(:revisions, :revisions_project_id_fkey))
+ drop(constraint(:revisions, :revisions_language_id_fkey))
+
+ alter table(:revisions) do
+ modify(:project_id, references(:projects, type: :uuid), null: false)
+ modify(:language_id, references(:languages, type: :uuid), null: false)
+ modify(:master, :boolean, null: false, default: true)
+ end
+
+ alter table(:operations) do
+ modify(:rollbacked, :boolean, null: false, default: false)
+ modify(:batch, :boolean, null: false, default: false)
+ modify(:action, :string, null: false)
+ end
+
+ alter table(:translations) do
+ modify(:key, :string, null: false)
+ modify(:removed, :boolean, null: false, default: false)
+ modify(:conflicted, :boolean, null: false, default: false)
+ modify(:comments_count, :integer, null: false, default: 0)
+ end
+ end
+end
diff --git a/test/auth/user_remote/authenticator_test.exs b/test/auth/user_remote/authenticator_test.exs
index 7d2e75cd..cc1637fc 100644
--- a/test/auth/user_remote/authenticator_test.exs
+++ b/test/auth/user_remote/authenticator_test.exs
@@ -25,9 +25,9 @@ defmodule AccentTest.UserRemote.Authenticator do
end
test "normalize collaborators with email" do
- assigner = Repo.insert!(%User{email: "foo@example.com"})
- language = Repo.insert!(%Language{name: "french"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project", language_id: language.id})
+ assigner = Factory.insert(User, email: "foo@example.com")
+ language = Factory.insert(Language)
+ project = Factory.insert(Project, language_id: language.id)
collaborator =
Repo.insert!(%Collaborator{
@@ -45,9 +45,9 @@ defmodule AccentTest.UserRemote.Authenticator do
end
test "normalize collaborators with uppercased email" do
- assigner = Repo.insert!(%User{email: "foo@example.com"})
- language = Repo.insert!(%Language{name: "french"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project", language_id: language.id})
+ assigner = Factory.insert(User, email: "foo@example.com")
+ language = Factory.insert(Language)
+ project = Factory.insert(Project, language_id: language.id)
collaborator =
Repo.insert!(%Collaborator{
diff --git a/test/auth/user_remote/persister_test.exs b/test/auth/user_remote/persister_test.exs
index bd1d26dd..88f2ce64 100644
--- a/test/auth/user_remote/persister_test.exs
+++ b/test/auth/user_remote/persister_test.exs
@@ -18,8 +18,8 @@ defmodule AccentTest.UserRemote.Persister do
end
test "persist with existing user existing provider" do
- existing_user = Repo.insert!(%User{email: @user.email})
- Repo.insert!(%AuthProvider{name: @user.provider, uid: @user.uid})
+ existing_user = Factory.insert(User, email: @user.email)
+ Factory.insert(AuthProvider, name: @user.provider, uid: @user.uid)
user = Persister.persist(@user)
@@ -28,8 +28,8 @@ defmodule AccentTest.UserRemote.Persister do
end
test "persist with existing user new provider" do
- existing_user = Repo.insert!(%User{email: @user.email})
- Repo.insert!(%AuthProvider{name: "dummy", uid: @user.email})
+ existing_user = Factory.insert(User, email: @user.email)
+ Factory.insert(AuthProvider, name: "dummy", uid: @user.email)
user = Persister.persist(@user)
diff --git a/test/auth/user_remote/token_giver_test.exs b/test/auth/user_remote/token_giver_test.exs
index d2701900..c039b628 100644
--- a/test/auth/user_remote/token_giver_test.exs
+++ b/test/auth/user_remote/token_giver_test.exs
@@ -7,15 +7,14 @@ defmodule AccentTest.UserRemote.TokenGiver do
alias Accent.User
alias Accent.UserRemote.TokenGiver
- @user %User{email: "test@test.com"}
@token %AccessToken{revoked_at: nil, token: "1234"}
test "revoke existing token" do
- user = Repo.insert!(@user)
+ user = Factory.insert(User)
token = Repo.insert!(Map.put(@token, :user_id, user.id))
existing_revoked_token =
- Repo.insert!(%AccessToken{token: "revoked", revoked_at: NaiveDateTime.utc_now(:second), user_id: user.id})
+ Factory.insert(AccessToken, token: "revoked", revoked_at: NaiveDateTime.utc_now(:second), user_id: user.id)
TokenGiver.grant_token(user)
@@ -27,7 +26,7 @@ defmodule AccentTest.UserRemote.TokenGiver do
end
test "create token" do
- user = Repo.insert!(@user)
+ user = Factory.insert(User)
TokenGiver.grant_token(user)
diff --git a/test/badge_generator_test.exs b/test/badge_generator_test.exs
index fc3c2e72..47821921 100644
--- a/test/badge_generator_test.exs
+++ b/test/badge_generator_test.exs
@@ -13,41 +13,41 @@ defmodule AccentTest.BadgeGenerator do
alias Accent.Translation
setup do
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project", language_id: french_language.id})
- revision = Repo.insert!(%Revision{language_id: french_language.id, master: true, project_id: project.id})
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project, language_id: french_language.id)
+ revision = Factory.insert(Revision, language_id: french_language.id, master: true, project_id: project.id)
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
{:ok, [project: Repo.preload(project, :revisions), revision: revision, document: document]}
end
test "percentage_reviewed error", %{project: project, revision: revision, document: document} do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "a",
conflicted: true,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "b",
conflicted: true,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "c",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
response = [get: fn _url, _, _ -> {:ok, %{body: ""}} end]
@@ -59,41 +59,41 @@ defmodule AccentTest.BadgeGenerator do
end
test "percentage_reviewed warning", %{project: project, revision: revision, document: document} do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "a",
conflicted: true,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "b",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "c",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "d",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
response = [get: fn _url, _, _ -> {:ok, %{body: ""}} end]
@@ -105,41 +105,41 @@ defmodule AccentTest.BadgeGenerator do
end
test "percentage_reviewed success", %{project: project, revision: revision, document: document} do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "a",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "b",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "c",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "d",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
response = [get: fn _url, _, _ -> {:ok, %{body: ""}} end]
@@ -151,41 +151,41 @@ defmodule AccentTest.BadgeGenerator do
end
test "translations_count", %{project: project, revision: revision, document: document} do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "a",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "b",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "c",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "d",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
response = [get: fn _url, _, _ -> {:ok, %{body: ""}} end]
@@ -199,23 +199,23 @@ defmodule AccentTest.BadgeGenerator do
end
test "conflicts_count", %{project: project, revision: revision, document: document} do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "c",
conflicted: true,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "d",
conflicted: true,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
response = [get: fn _url, _, _ -> {:ok, %{body: ""}} end]
@@ -229,23 +229,23 @@ defmodule AccentTest.BadgeGenerator do
end
test "reviewed_count", %{project: project, revision: revision, document: document} do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "c",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "d",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
response = [get: fn _url, _, _ -> {:ok, %{body: ""}} end]
diff --git a/test/graphql/helpers/authorization_test.exs b/test/graphql/helpers/authorization_test.exs
index 4749f3b0..3d68b783 100644
--- a/test/graphql/helpers/authorization_test.exs
+++ b/test/graphql/helpers/authorization_test.exs
@@ -15,20 +15,18 @@ defmodule AccentTest.GraphQL.Helpers.Authorization do
alias Accent.User
alias Accent.Version
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
- version = Repo.insert!(%Version{project_id: project.id, name: "test", tag: "v1.0", user_id: user.id})
- translation = Repo.insert!(%Translation{revision_id: revision.id, key: "test", corrected_text: "bar"})
- collaborator = Repo.insert!(%Collaborator{project_id: project.id, user_id: user.id, role: "owner"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
+ version = Factory.insert(Version, project_id: project.id, name: "test", tag: "v1.0", user_id: user.id)
+ translation = Factory.insert(Translation, revision_id: revision.id, key: "test", corrected_text: "bar")
+ collaborator = Factory.insert(Collaborator, project_id: project.id, user_id: user.id, role: "owner")
integration =
Repo.insert!(%Integration{
@@ -39,7 +37,7 @@ defmodule AccentTest.GraphQL.Helpers.Authorization do
})
translation_comments_subscription =
- Repo.insert!(%TranslationCommentsSubscription{translation_id: translation.id, user_id: user.id})
+ Factory.insert(TranslationCommentsSubscription, translation_id: translation.id, user_id: user.id)
{:ok,
[
@@ -127,7 +125,7 @@ defmodule AccentTest.GraphQL.Helpers.Authorization do
end
test "unauthorized project root", %{project: project} do
- user = Repo.insert!(%User{email: "test+2@test.com"})
+ user = Factory.insert(User, email: "test+2@test.com")
user = Map.put(user, :permissions, %{})
root = project
args = %{}
@@ -178,7 +176,7 @@ defmodule AccentTest.GraphQL.Helpers.Authorization do
end
test "unauthorized revision root", %{revision: revision} do
- user = Repo.insert!(%User{email: "test+2@test.com"})
+ user = Factory.insert(User, email: "test+2@test.com")
user = Map.put(user, :permissions, %{})
root = revision
args = %{}
@@ -229,7 +227,7 @@ defmodule AccentTest.GraphQL.Helpers.Authorization do
end
test "unauthorized version root", %{version: version} do
- user = Repo.insert!(%User{email: "test+2@test.com"})
+ user = Factory.insert(User, email: "test+2@test.com")
user = Map.put(user, :permissions, %{})
root = version
args = %{}
@@ -298,7 +296,7 @@ defmodule AccentTest.GraphQL.Helpers.Authorization do
end
test "unauthorized translation root", %{translation: translation} do
- user = Repo.insert!(%User{email: "test+2@test.com"})
+ user = Factory.insert(User, email: "test+2@test.com")
user = Map.put(user, :permissions, %{})
root = translation
args = %{}
@@ -387,7 +385,7 @@ defmodule AccentTest.GraphQL.Helpers.Authorization do
end
test "authorized operation revision args", %{user: user, revision: revision, project: project} do
- operation = Repo.insert!(%Operation{revision_id: revision.id, user_id: user.id, key: "test", text: "bar"})
+ operation = Factory.insert(Operation, revision_id: revision.id, user_id: user.id, key: "test", text: "bar")
user = Map.put(user, :permissions, %{project.id => "owner"})
root = nil
@@ -401,7 +399,7 @@ defmodule AccentTest.GraphQL.Helpers.Authorization do
end
test "authorized operation translation args", %{user: user, translation: translation, project: project} do
- operation = Repo.insert!(%Operation{translation_id: translation.id, user_id: user.id, key: "test", text: "bar"})
+ operation = Factory.insert(Operation, translation_id: translation.id, user_id: user.id, key: "test", text: "bar")
user = Map.put(user, :permissions, %{project.id => "owner"})
root = nil
@@ -415,7 +413,7 @@ defmodule AccentTest.GraphQL.Helpers.Authorization do
end
test "authorized operation project args", %{user: user, project: project} do
- operation = Repo.insert!(%Operation{project_id: project.id, user_id: user.id, key: "test", text: "bar"})
+ operation = Factory.insert(Operation, project_id: project.id, user_id: user.id, key: "test", text: "bar")
user = Map.put(user, :permissions, %{project.id => "owner"})
root = nil
@@ -429,7 +427,7 @@ defmodule AccentTest.GraphQL.Helpers.Authorization do
end
test "unauthorized operation role", %{user: user, revision: revision, project: project} do
- operation = Repo.insert!(%Operation{revision_id: revision.id, user_id: user.id, key: "test", text: "bar"})
+ operation = Factory.insert(Operation, revision_id: revision.id, user_id: user.id, key: "test", text: "bar")
user = Map.put(user, :permissions, %{project.id => "reviewer"})
root = nil
diff --git a/test/graphql/requests/project_integrations_request_test.exs b/test/graphql/requests/project_integrations_request_test.exs
index b0183db9..ec22846f 100644
--- a/test/graphql/requests/project_integrations_request_test.exs
+++ b/test/graphql/requests/project_integrations_request_test.exs
@@ -8,10 +8,8 @@ defmodule AccentTest.GraphQL.Requests.ProjectIntegrations do
alias Accent.Repo
alias Accent.User
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
+ user = Factory.insert(User)
project =
Repo.insert!(%Project{
@@ -22,7 +20,7 @@ defmodule AccentTest.GraphQL.Requests.ProjectIntegrations do
user = %{user | permissions: %{project.id => "admin"}}
- Repo.insert!(%Collaborator{project_id: project.id, user_id: user.id, role: "admin"})
+ Factory.insert(Collaborator, project_id: project.id, user_id: user.id, role: "admin")
create_mutation = """
mutation IntegrationCreate(
diff --git a/test/graphql/requests/project_revisions_request_test.exs b/test/graphql/requests/project_revisions_request_test.exs
index 871528f6..f6938675 100644
--- a/test/graphql/requests/project_revisions_request_test.exs
+++ b/test/graphql/requests/project_revisions_request_test.exs
@@ -9,11 +9,9 @@ defmodule AccentTest.GraphQL.Requests.ProjectRevisions do
alias Accent.Revision
alias Accent.User
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ french_language = Factory.insert(Language)
project =
Repo.insert!(%Project{
@@ -24,7 +22,7 @@ defmodule AccentTest.GraphQL.Requests.ProjectRevisions do
user = %{user | permissions: %{project.id => "admin"}}
- Repo.insert!(%Collaborator{project_id: project.id, user_id: user.id, role: "admin"})
+ Factory.insert(Collaborator, project_id: project.id, user_id: user.id, role: "admin")
revision =
Repo.insert!(%Revision{
diff --git a/test/graphql/requests/projects_request_test.exs b/test/graphql/requests/projects_request_test.exs
index f4fc6637..34768d40 100644
--- a/test/graphql/requests/projects_request_test.exs
+++ b/test/graphql/requests/projects_request_test.exs
@@ -10,11 +10,9 @@ defmodule AccentTest.GraphQL.Requests.Projects do
alias Accent.Translation
alias Accent.User
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ french_language = Factory.insert(Language)
project =
Repo.insert!(%Project{
@@ -23,16 +21,16 @@ defmodule AccentTest.GraphQL.Requests.Projects do
last_synced_at: DateTime.from_naive!(~N[2017-01-01T00:00:00], "Etc/UTC")
})
- Repo.insert!(%Collaborator{project_id: project.id, user_id: user.id, role: "admin"})
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ Factory.insert(Collaborator, project_id: project.id, user_id: user.id, role: "admin")
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
{:ok, [user: user, project: project, language: french_language, revision: revision]}
end
test "list projects", %{user: user, project: project, revision: revision} do
- Repo.insert!(%Translation{revision_id: revision.id, key: "A", conflicted: true})
- Repo.insert!(%Translation{revision_id: revision.id, key: "B", conflicted: true})
- Repo.insert!(%Translation{revision_id: revision.id, key: "C", conflicted: false})
+ Factory.insert(Translation, revision_id: revision.id, key: "A", conflicted: true)
+ Factory.insert(Translation, revision_id: revision.id, key: "B", conflicted: true)
+ Factory.insert(Translation, revision_id: revision.id, key: "C", conflicted: false)
{:ok, data} =
Absinthe.run(
diff --git a/test/graphql/resolvers/activity_test.exs b/test/graphql/resolvers/activity_test.exs
index 7a638570..19d98eb7 100644
--- a/test/graphql/resolvers/activity_test.exs
+++ b/test/graphql/resolvers/activity_test.exs
@@ -18,23 +18,21 @@ defmodule AccentTest.GraphQL.Resolvers.Activity do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "french"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
+ project = Factory.insert(Project)
- revision = Repo.insert!(%Revision{language_id: language.id, project_id: project.id, master: true})
+ revision = Factory.insert(Revision, language_id: language.id, project_id: project.id, master: true)
translation =
- Repo.insert!(%Translation{revision_id: revision.id, key: "ok", corrected_text: "bar", proposed_text: "bar"})
+ Factory.insert(Translation, revision_id: revision.id, key: "ok", corrected_text: "bar", proposed_text: "bar")
{:ok, [user: user, project: project, revision: revision, translation: translation]}
end
test "list activities", %{user: user, project: project, translation: translation, revision: revision} do
- operation = Repo.insert!(%Operation{user_id: user.id, project_id: project.id, action: "sync"})
+ operation = Factory.insert(Operation, user_id: user.id, project_id: project.id, action: "sync")
Repo.insert!(%Operation{
user_id: user.id,
@@ -66,7 +64,7 @@ defmodule AccentTest.GraphQL.Resolvers.Activity do
action: "update"
})
- Repo.insert!(%Operation{user_id: user.id, project_id: project.id, action: "sync"})
+ Factory.insert(Operation, user_id: user.id, project_id: project.id, action: "sync")
{:ok, %{entries: entries, meta: meta}} = Resolver.list_project(project, %{}, %{})
assert Enum.count(entries) == 2
@@ -79,7 +77,7 @@ defmodule AccentTest.GraphQL.Resolvers.Activity do
test "list project paginated", %{user: user, project: project} do
for _index <- 1..100 do
- Repo.insert!(%Operation{user_id: user.id, project_id: project.id, action: "sync"})
+ Factory.insert(Operation, user_id: user.id, project_id: project.id, action: "sync")
end
{:ok, %{entries: entries, meta: meta}} = Resolver.list_project(project, %{page: 3}, %{})
@@ -93,25 +91,25 @@ defmodule AccentTest.GraphQL.Resolvers.Activity do
end
test "list project from user", %{user: user, project: project} do
- other_user = Repo.insert!(%User{email: "foo@bar.com"})
- Repo.insert!(%Operation{user_id: other_user.id, project_id: project.id, action: "sync"})
- Repo.insert!(%Operation{user_id: user.id, project_id: project.id, action: "sync"})
+ other_user = Factory.insert(User, email: "foo@bar.com")
+ Factory.insert(Operation, user_id: other_user.id, project_id: project.id, action: "sync")
+ Factory.insert(Operation, user_id: user.id, project_id: project.id, action: "sync")
{:ok, %{entries: entries}} = Resolver.list_project(project, %{user_id: other_user.id}, %{})
assert Enum.count(entries) == 1
end
test "list project from batch", %{user: user, project: project} do
- Repo.insert!(%Operation{user_id: user.id, project_id: project.id, action: "sync", batch: true})
- Repo.insert!(%Operation{user_id: user.id, project_id: project.id, action: "sync"})
+ Factory.insert(Operation, user_id: user.id, project_id: project.id, action: "sync", batch: true)
+ Factory.insert(Operation, user_id: user.id, project_id: project.id, action: "sync")
{:ok, %{entries: entries}} = Resolver.list_project(project, %{is_batch: true}, %{})
assert Enum.count(entries) == 1
end
test "list project from action", %{user: user, project: project} do
- Repo.insert!(%Operation{user_id: user.id, project_id: project.id, action: "delete_document"})
- Repo.insert!(%Operation{user_id: user.id, project_id: project.id, action: "sync"})
+ Factory.insert(Operation, user_id: user.id, project_id: project.id, action: "delete_document")
+ Factory.insert(Operation, user_id: user.id, project_id: project.id, action: "sync")
{:ok, %{entries: entries}} = Resolver.list_project(project, %{action: "sync"}, %{})
assert Enum.count(entries) == 1
@@ -127,7 +125,7 @@ defmodule AccentTest.GraphQL.Resolvers.Activity do
action: "update"
})
- Repo.insert!(%Operation{user_id: user.id, project_id: project.id, action: "sync"})
+ Factory.insert(Operation, user_id: user.id, project_id: project.id, action: "sync")
{:ok, %{entries: entries, meta: meta}} = Resolver.list_translation(translation, %{}, %{})
assert Enum.count(entries) == 1
@@ -139,32 +137,32 @@ defmodule AccentTest.GraphQL.Resolvers.Activity do
end
test "list translation from user", %{user: user, translation: translation} do
- other_user = Repo.insert!(%User{email: "foo@bar.com"})
- Repo.insert!(%Operation{user_id: other_user.id, translation_id: translation.id, action: "update"})
- Repo.insert!(%Operation{user_id: user.id, translation_id: translation.id, action: "update"})
+ other_user = Factory.insert(User, email: "foo@bar.com")
+ Factory.insert(Operation, user_id: other_user.id, translation_id: translation.id, action: "update")
+ Factory.insert(Operation, user_id: user.id, translation_id: translation.id, action: "update")
{:ok, %{entries: entries}} = Resolver.list_translation(translation, %{user_id: other_user.id}, %{})
assert Enum.count(entries) == 1
end
test "list translation from batch", %{user: user, translation: translation} do
- Repo.insert!(%Operation{user_id: user.id, translation_id: translation.id, action: "sync", batch: true})
- Repo.insert!(%Operation{user_id: user.id, translation_id: translation.id, action: "update"})
+ Factory.insert(Operation, user_id: user.id, translation_id: translation.id, action: "sync", batch: true)
+ Factory.insert(Operation, user_id: user.id, translation_id: translation.id, action: "update")
{:ok, %{entries: entries}} = Resolver.list_translation(translation, %{is_batch: true}, %{})
assert Enum.count(entries) == 1
end
test "list translation from action", %{user: user, translation: translation} do
- Repo.insert!(%Operation{user_id: user.id, translation_id: translation.id, action: "delete_document"})
- Repo.insert!(%Operation{user_id: user.id, translation_id: translation.id, action: "update"})
+ Factory.insert(Operation, user_id: user.id, translation_id: translation.id, action: "delete_document")
+ Factory.insert(Operation, user_id: user.id, translation_id: translation.id, action: "update")
{:ok, %{entries: entries}} = Resolver.list_translation(translation, %{action: "update"}, %{})
assert Enum.count(entries) == 1
end
test "show project", %{user: user, project: project} do
- operation = Repo.insert!(%Operation{user_id: user.id, project_id: project.id, action: "sync"})
+ operation = Factory.insert(Operation, user_id: user.id, project_id: project.id, action: "sync")
{:ok, %{id: id}} = Resolver.show_project(project, %{id: operation.id}, %{})
diff --git a/test/graphql/resolvers/collaborator_test.exs b/test/graphql/resolvers/collaborator_test.exs
index 02f8a049..ef68bf61 100644
--- a/test/graphql/resolvers/collaborator_test.exs
+++ b/test/graphql/resolvers/collaborator_test.exs
@@ -13,11 +13,9 @@ defmodule AccentTest.GraphQL.Resolvers.Collaborator do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ project = Factory.insert(Project)
{:ok, [user: user, project: project]}
end
@@ -44,7 +42,7 @@ defmodule AccentTest.GraphQL.Resolvers.Collaborator do
test "update", %{project: project, user: user} do
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
- collaborator = Repo.insert!(%Collaborator{email: "test@example.com", role: "reviewer", project_id: project.id})
+ collaborator = Factory.insert(Collaborator, email: "test@example.com", role: "reviewer", project_id: project.id)
{:ok, result} = Resolver.update(collaborator, %{role: "owner"}, context)
@@ -54,7 +52,7 @@ defmodule AccentTest.GraphQL.Resolvers.Collaborator do
test "delete", %{project: project, user: user} do
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
- collaborator = Repo.insert!(%Collaborator{email: "test@example.com", role: "reviewer", project_id: project.id})
+ collaborator = Factory.insert(Collaborator, email: "test@example.com", role: "reviewer", project_id: project.id)
{:ok, result} = Resolver.delete(collaborator, %{}, context)
diff --git a/test/graphql/resolvers/comment_test.exs b/test/graphql/resolvers/comment_test.exs
index e761c441..107b483e 100644
--- a/test/graphql/resolvers/comment_test.exs
+++ b/test/graphql/resolvers/comment_test.exs
@@ -16,17 +16,15 @@ defmodule AccentTest.GraphQL.Resolvers.Comment do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- french_language = Repo.insert!(%Language{name: "french"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
translation =
- Repo.insert!(%Translation{revision_id: revision.id, key: "ok", corrected_text: "bar", proposed_text: "bar"})
+ Factory.insert(Translation, revision_id: revision.id, key: "ok", corrected_text: "bar", proposed_text: "bar")
{:ok, [user: user, project: project, translation: translation]}
end
@@ -55,7 +53,7 @@ defmodule AccentTest.GraphQL.Resolvers.Comment do
end
test "delete", %{translation: translation, user: user} do
- comment = Repo.insert!(%Comment{translation_id: translation.id, text: "test", user: user})
+ comment = Factory.insert(Comment, translation_id: translation.id, text: "test", user: user)
assert get_in(Repo.all(Comment), [Access.all(), Access.key(:id)]) == [comment.id]
@@ -66,7 +64,7 @@ defmodule AccentTest.GraphQL.Resolvers.Comment do
end
test "update", %{translation: translation, user: user} do
- comment = Repo.insert!(%Comment{translation_id: translation.id, text: "test", user: user})
+ comment = Factory.insert(Comment, translation_id: translation.id, text: "test", user: user)
assert get_in(Repo.all(Comment), [Access.all(), Access.key(:id)]) == [comment.id]
@@ -77,7 +75,7 @@ defmodule AccentTest.GraphQL.Resolvers.Comment do
end
test "list project", %{project: project, translation: translation, user: user} do
- comment = Repo.insert!(%Comment{translation_id: translation.id, text: "test", user: user})
+ comment = Factory.insert(Comment, translation_id: translation.id, text: "test", user: user)
{:ok, result} = Resolver.list_project(project, %{}, %{})
@@ -85,7 +83,7 @@ defmodule AccentTest.GraphQL.Resolvers.Comment do
end
test "list translation", %{translation: translation, user: user} do
- comment = Repo.insert!(%Comment{translation_id: translation.id, text: "test", user: user})
+ comment = Factory.insert(Comment, translation_id: translation.id, text: "test", user: user)
{:ok, result} = Resolver.list_translation(translation, %{}, %{})
diff --git a/test/graphql/resolvers/document_test.exs b/test/graphql/resolvers/document_test.exs
index 117e5db6..e9229e0e 100644
--- a/test/graphql/resolvers/document_test.exs
+++ b/test/graphql/resolvers/document_test.exs
@@ -16,14 +16,12 @@ defmodule AccentTest.GraphQL.Resolvers.Document do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- french_language = Repo.insert!(%Language{name: "french"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
document =
Repo.insert!(%Document{
@@ -37,13 +35,13 @@ defmodule AccentTest.GraphQL.Resolvers.Document do
end
test "delete", %{document: document, revision: revision, user: user} do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
document_id: document.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
{:ok, result} = Resolver.delete(document, %{}, context)
@@ -87,14 +85,14 @@ defmodule AccentTest.GraphQL.Resolvers.Document do
end
test "show project", %{document: document, project: project, revision: revision} do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
document_id: document.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
conflicted: false
- })
+ )
{:ok, result} = Resolver.show_project(project, %{id: document.id}, %{})
@@ -113,25 +111,25 @@ defmodule AccentTest.GraphQL.Resolvers.Document do
updated_at: DateTime.add(document.updated_at, 3600, :second)
})
- _empty_document = Repo.insert!(%Document{project_id: project.id, path: "test3", format: "json"})
+ _empty_document = Factory.insert(Document, project_id: project.id, path: "test3", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
document_id: document.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
conflicted: false
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
document_id: other_document.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
conflicted: true
- })
+ )
{:ok, result} = Resolver.list_project(project, %{exclude_empty_translations: true}, %{})
@@ -142,17 +140,17 @@ defmodule AccentTest.GraphQL.Resolvers.Document do
end
test "list project with many deleted documents", %{document: document, project: project, revision: revision} do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
document_id: document.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
conflicted: false
- })
+ )
for i <- 1..80 do
- Repo.insert!(%Document{project_id: project.id, path: "doc-#{i}", format: "json"})
+ Factory.insert(Document, project_id: project.id, path: "doc-#{i}", format: "json")
end
{:ok, result} = Resolver.list_project(project, %{exclude_empty_translations: true}, %{})
diff --git a/test/graphql/resolvers/integration_test.exs b/test/graphql/resolvers/integration_test.exs
index 6d4fd2d2..8e7780b9 100644
--- a/test/graphql/resolvers/integration_test.exs
+++ b/test/graphql/resolvers/integration_test.exs
@@ -13,11 +13,9 @@ defmodule AccentTest.GraphQL.Resolvers.Integration do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ project = Factory.insert(Project)
{:ok, [user: user, project: project]}
end
diff --git a/test/graphql/resolvers/lint_test.exs b/test/graphql/resolvers/lint_test.exs
index e0773801..fa1d7c54 100644
--- a/test/graphql/resolvers/lint_test.exs
+++ b/test/graphql/resolvers/lint_test.exs
@@ -7,7 +7,6 @@ defmodule AccentTest.GraphQL.Resolvers.Lint do
alias Accent.Lint.Message
alias Accent.Lint.Replacement
alias Accent.Project
- alias Accent.Repo
alias Accent.Revision
alias Accent.Translation
alias Accent.User
@@ -17,15 +16,13 @@ defmodule AccentTest.GraphQL.Resolvers.Lint do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- french_language = Repo.insert!(%Language{name: "french"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
revision =
- Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true, slug: "fr"})
+ Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true, slug: "fr")
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
@@ -34,23 +31,23 @@ defmodule AccentTest.GraphQL.Resolvers.Lint do
test "lint", %{revision: revision, context: context} do
master_translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision: revision,
conflicted: false,
key: "ok2",
corrected_text: "bar foo",
proposed_text: "bar"
- })
+ )
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision: revision,
master_translation: master_translation,
conflicted: false,
key: "ok",
corrected_text: " bar foo",
proposed_text: "bar"
- })
+ )
{:ok, result} = Resolver.lint_batched_translation(translation, %{}, context)
diff --git a/test/graphql/resolvers/operation_test.exs b/test/graphql/resolvers/operation_test.exs
index 51ff6112..26711b12 100644
--- a/test/graphql/resolvers/operation_test.exs
+++ b/test/graphql/resolvers/operation_test.exs
@@ -12,14 +12,12 @@ defmodule AccentTest.GraphQL.Resolvers.Operation do
alias Accent.Translation
alias Accent.User
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- french_language = Repo.insert!(%Language{name: "french"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
context = %{context: %{conn: %Plug.Conn{assigns: %{current_user: user}}}}
{:ok, [user: user, project: project, revision: revision, context: context]}
@@ -27,13 +25,13 @@ defmodule AccentTest.GraphQL.Resolvers.Operation do
test "rollback", %{revision: revision, context: context} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "baz",
proposed_text: "bar"
- })
+ )
previous_translation = %PreviousTranslation{
conflicted: false,
diff --git a/test/graphql/resolvers/permission_test.exs b/test/graphql/resolvers/permission_test.exs
index 5de46620..a6bed863 100644
--- a/test/graphql/resolvers/permission_test.exs
+++ b/test/graphql/resolvers/permission_test.exs
@@ -4,7 +4,6 @@ defmodule AccentTest.GraphQL.Resolvers.Permission do
alias Accent.GraphQL.Resolvers.Permission, as: Resolver
alias Accent.Project
- alias Accent.Repo
alias Accent.User
defmodule PlugConn do
@@ -12,11 +11,9 @@ defmodule AccentTest.GraphQL.Resolvers.Permission do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ project = Factory.insert(Project)
{:ok, [user: user, project: project]}
end
diff --git a/test/graphql/resolvers/project_test.exs b/test/graphql/resolvers/project_test.exs
index 1d7a6892..a7f57bd6 100644
--- a/test/graphql/resolvers/project_test.exs
+++ b/test/graphql/resolvers/project_test.exs
@@ -17,11 +17,9 @@ defmodule AccentTest.GraphQL.Resolvers.Project do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
@@ -37,7 +35,7 @@ defmodule AccentTest.GraphQL.Resolvers.Project do
end
test "list viewer", %{user: user, project: project} do
- Repo.insert!(%Project{main_color: "#f00", name: "Other project"})
+ Factory.insert(Project, main_color: "#f00", name: "Other project")
{:ok, result} = Resolver.list_viewer(user, %{}, %{})
@@ -50,7 +48,7 @@ defmodule AccentTest.GraphQL.Resolvers.Project do
end
test "list viewer search", %{user: user, language: language} do
- Repo.insert!(%Project{main_color: "#f00", name: "Other project"})
+ Factory.insert(Project, main_color: "#f00", name: "Other project")
{:ok, project_two} =
ProjectCreator.create(
@@ -113,7 +111,7 @@ defmodule AccentTest.GraphQL.Resolvers.Project do
end
test "list viewer ordering", %{user: user, language: language, project: project_one} do
- Repo.insert!(%Project{main_color: "#f00", name: "Other project"})
+ Factory.insert(Project, main_color: "#f00", name: "Other project")
{:ok, project_two} =
ProjectCreator.create(
@@ -203,7 +201,7 @@ defmodule AccentTest.GraphQL.Resolvers.Project do
test "get latest activity", %{user: user, project: project} do
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
- operation = Repo.insert!(%Operation{user_id: user.id, project_id: project.id, action: "sync"})
+ operation = Factory.insert(Operation, user_id: user.id, project_id: project.id, action: "sync")
{:ok, latest_activity} = Resolver.last_activity(project, %{}, context)
@@ -212,7 +210,7 @@ defmodule AccentTest.GraphQL.Resolvers.Project do
test "lint_translations", %{user: user, project: project} do
[revision] = project.revisions
- Repo.insert!(%Translation{revision_id: revision.id, key: "a", proposed_text: " A", corrected_text: " A"})
+ Factory.insert(Translation, revision_id: revision.id, key: "a", proposed_text: " A", corrected_text: " A")
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
@@ -229,16 +227,16 @@ defmodule AccentTest.GraphQL.Resolvers.Project do
test "lint_translations on current version only", %{user: user, project: project} do
[revision] = project.revisions
- version = Repo.insert!(%Version{project_id: project.id, name: "foo", tag: "bar", user_id: user.id})
- Repo.insert!(%Translation{revision_id: revision.id, key: "a", proposed_text: " A", corrected_text: " A"})
+ version = Factory.insert(Version, project_id: project.id, name: "foo", tag: "bar", user_id: user.id)
+ Factory.insert(Translation, revision_id: revision.id, key: "a", proposed_text: " A", corrected_text: " A")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
version_id: version.id,
revision_id: revision.id,
key: "b",
proposed_text: " B",
corrected_text: " B"
- })
+ )
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
diff --git a/test/graphql/resolvers/revision_test.exs b/test/graphql/resolvers/revision_test.exs
index 6a408f49..9e6c8704 100644
--- a/test/graphql/resolvers/revision_test.exs
+++ b/test/graphql/resolvers/revision_test.exs
@@ -15,15 +15,13 @@ defmodule AccentTest.GraphQL.Resolvers.Revision do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- french_language = Repo.insert!(%Language{name: "french"})
- english_language = Repo.insert!(%Language{name: "english"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ french_language = Factory.insert(Language)
+ english_language = Factory.insert(Language, name: "english")
+ project = Factory.insert(Project)
- master_revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ master_revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
slave_revision =
Repo.insert!(%Revision{
@@ -50,7 +48,7 @@ defmodule AccentTest.GraphQL.Resolvers.Revision do
test "create", %{project: project, user: user} do
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
- language = Repo.insert!(%Language{name: "spanish"})
+ language = Factory.insert(Language, name: "spanish")
{:ok, result} = Resolver.create(project, %{language_id: language.id}, context)
@@ -75,13 +73,13 @@ defmodule AccentTest.GraphQL.Resolvers.Revision do
test "correct all", %{master_revision: revision, user: user} do
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
conflicted: true
- })
+ )
{:ok, result} = Resolver.correct_all(revision, %{}, context)
@@ -93,13 +91,13 @@ defmodule AccentTest.GraphQL.Resolvers.Revision do
test "uncorrect all", %{master_revision: revision, user: user} do
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
conflicted: false
- })
+ )
{:ok, result} = Resolver.uncorrect_all(revision, %{}, context)
diff --git a/test/graphql/resolvers/translation_comment_subscription_test.exs b/test/graphql/resolvers/translation_comment_subscription_test.exs
index 834d6e1c..c733f903 100644
--- a/test/graphql/resolvers/translation_comment_subscription_test.exs
+++ b/test/graphql/resolvers/translation_comment_subscription_test.exs
@@ -20,21 +20,19 @@ defmodule AccentTest.GraphQL.Resolvers.TranslationCommentSubscription do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- french_language = Repo.insert!(%Language{name: "french"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
{:ok, [user: user, project: project, revision: revision]}
end
test "create", %{user: user, revision: revision} do
translation =
- Repo.insert!(%Translation{revision_id: revision.id, key: "ok", corrected_text: "bar", proposed_text: "bar"})
+ Factory.insert(Translation, revision_id: revision.id, key: "ok", corrected_text: "bar", proposed_text: "bar")
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
@@ -46,10 +44,10 @@ defmodule AccentTest.GraphQL.Resolvers.TranslationCommentSubscription do
test "delete", %{user: user, revision: revision} do
translation =
- Repo.insert!(%Translation{revision_id: revision.id, key: "ok", corrected_text: "bar", proposed_text: "bar"})
+ Factory.insert(Translation, revision_id: revision.id, key: "ok", corrected_text: "bar", proposed_text: "bar")
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
- subscription = Repo.insert!(%TranslationCommentsSubscription{user_id: user.id, translation_id: translation.id})
+ subscription = Factory.insert(TranslationCommentsSubscription, user_id: user.id, translation_id: translation.id)
{:ok, result} = Resolver.delete(subscription, %{}, context)
diff --git a/test/graphql/resolvers/translation_test.exs b/test/graphql/resolvers/translation_test.exs
index 34781572..7dea7e80 100644
--- a/test/graphql/resolvers/translation_test.exs
+++ b/test/graphql/resolvers/translation_test.exs
@@ -17,14 +17,12 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- french_language = Repo.insert!(%Language{name: "french"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
context = %{context: %{conn: %PlugConn{assigns: %{current_user: user}}}}
{:ok, [user: user, project: project, revision: revision, context: context]}
@@ -42,13 +40,13 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
test "correct", %{revision: revision, context: context} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
{:ok, result} = Resolver.correct(translation, %{text: "Corrected text"}, context)
@@ -60,13 +58,13 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
test "uncorrect", %{revision: revision, context: context} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: false,
key: "ok",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
{:ok, result} = Resolver.uncorrect(translation, %{text: "baz"}, context)
@@ -79,13 +77,13 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
test "update", %{revision: revision, context: context} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
{:ok, result} = Resolver.update(translation, %{text: "Updated text"}, context)
@@ -97,13 +95,13 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
test "show project", %{project: project, revision: revision, context: context} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
{:ok, result} = Resolver.show_project(project, %{id: translation.id}, context)
@@ -118,13 +116,13 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
test "show project unknown project", %{revision: revision, context: context} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
{:ok, result} = Resolver.show_project(%Project{id: Ecto.UUID.generate()}, %{id: translation.id}, context)
@@ -133,22 +131,22 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
test "list revision", %{revision: revision, context: context} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "hidden",
corrected_text: "bar",
proposed_text: "bar",
locked: true
- })
+ )
{:ok, result} = Resolver.list_revision(revision, %{}, context)
@@ -157,21 +155,21 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
test "list revision with query", %{revision: revision, context: context} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "aux",
corrected_text: "foo",
proposed_text: "foo"
- })
+ )
{:ok, result} = Resolver.list_revision(revision, %{query: "bar"}, context)
@@ -179,27 +177,27 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
end
test "list revision with document", %{project: project, revision: revision, context: context} do
- document = Repo.insert!(%Document{path: "bar", format: "json", project_id: project.id})
- other_document = Repo.insert!(%Document{path: "foo", format: "json", project_id: project.id})
+ document = Factory.insert(Document, path: "bar", format: "json", project_id: project.id)
+ other_document = Factory.insert(Document, path: "foo", format: "json", project_id: project.id)
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "foo",
proposed_text: "foo",
document_id: other_document.id
- })
+ )
{:ok, result} = Resolver.list_revision(revision, %{document: document.id}, context)
@@ -208,22 +206,22 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
test "list revision with order", %{revision: revision, context: context} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "aaaaaa",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
other_translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "bbbbb",
corrected_text: "foo",
proposed_text: "foo"
- })
+ )
{:ok, result} = Resolver.list_revision(revision, %{order: "-key"}, context)
@@ -232,21 +230,21 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
test "list revision with conflicted", %{revision: revision, context: context} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: false,
key: "bar",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "foo",
corrected_text: "foo",
proposed_text: "foo"
- })
+ )
{:ok, result} = Resolver.list_revision(revision, %{is_conflicted: false}, context)
@@ -254,27 +252,27 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
end
test "list revision with version", %{project: project, revision: revision, user: user, context: context} do
- version = Repo.insert!(%Version{name: "bar", tag: "v1.0", project_id: project.id, user_id: user.id})
- other_version = Repo.insert!(%Version{name: "foo", tag: "v2.0", project_id: project.id, user_id: user.id})
+ version = Factory.insert(Version, name: "bar", tag: "v1.0", project_id: project.id, user_id: user.id)
+ other_version = Factory.insert(Version, name: "foo", tag: "v2.0", project_id: project.id, user_id: user.id)
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
version_id: version.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "foo",
proposed_text: "foo",
version_id: other_version.id
- })
+ )
{:ok, result} = Resolver.list_revision(revision, %{version: version.id}, context)
@@ -282,33 +280,33 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
end
test "related translations", %{project: project, revision: revision, context: context} do
- english_language = Repo.insert!(%Language{name: "english"})
+ english_language = Factory.insert(Language, name: "english")
other_revision =
- Repo.insert!(%Revision{
+ Factory.insert(Revision,
language_id: english_language.id,
project_id: project.id,
master: false,
master_revision_id: revision.id
- })
+ )
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
other_translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: other_revision.id,
conflicted: true,
key: "ok",
corrected_text: "foo",
proposed_text: "foo"
- })
+ )
{:ok, result} = Resolver.related_translations(translation, %{}, context)
@@ -316,33 +314,33 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
end
test "master translation", %{project: project, revision: revision, context: context} do
- english_language = Repo.insert!(%Language{name: "english"})
+ english_language = Factory.insert(Language, name: "english")
other_revision =
- Repo.insert!(%Revision{
+ Factory.insert(Revision,
language_id: english_language.id,
project_id: project.id,
master: false,
master_revision_id: revision.id
- })
+ )
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
other_translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: other_revision.id,
conflicted: true,
key: "ok",
corrected_text: "foo",
proposed_text: "foo"
- })
+ )
{:ok, result} = Resolver.master_translation(other_translation, %{}, context)
@@ -350,32 +348,32 @@ defmodule AccentTest.GraphQL.Resolvers.Translation do
end
test "master translation as master", %{project: project, revision: revision, context: context} do
- english_language = Repo.insert!(%Language{name: "english"})
+ english_language = Factory.insert(Language, name: "english")
other_revision =
- Repo.insert!(%Revision{
+ Factory.insert(Revision,
language_id: english_language.id,
project_id: project.id,
master: false,
master_revision_id: revision.id
- })
+ )
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
conflicted: true,
key: "ok",
corrected_text: "bar",
proposed_text: "bar"
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: other_revision.id,
conflicted: true,
key: "ok",
corrected_text: "foo",
proposed_text: "foo"
- })
+ )
{:ok, result} = Resolver.master_translation(translation, %{}, context)
diff --git a/test/graphql/resolvers/version_test.exs b/test/graphql/resolvers/version_test.exs
index 3b2f6820..9199bad7 100644
--- a/test/graphql/resolvers/version_test.exs
+++ b/test/graphql/resolvers/version_test.exs
@@ -4,7 +4,6 @@ defmodule AccentTest.GraphQL.Resolvers.Version do
alias Accent.GraphQL.Resolvers.Version, as: Resolver
alias Accent.Project
- alias Accent.Repo
alias Accent.User
alias Accent.Version
@@ -13,13 +12,11 @@ defmodule AccentTest.GraphQL.Resolvers.Version do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ project = Factory.insert(Project)
- version = Repo.insert!(%Version{name: "version1", tag: "v1", project_id: project.id, user_id: user.id})
+ version = Factory.insert(Version, name: "version1", tag: "v1", project_id: project.id, user_id: user.id)
{:ok, [user: user, project: project, version: version]}
end
diff --git a/test/graphql/resolvers/viewer_test.exs b/test/graphql/resolvers/viewer_test.exs
index 39585c0f..e3714f23 100644
--- a/test/graphql/resolvers/viewer_test.exs
+++ b/test/graphql/resolvers/viewer_test.exs
@@ -5,7 +5,6 @@ defmodule AccentTest.GraphQL.Resolvers.Viewer do
alias Accent.GraphQL.Resolvers.Viewer, as: Resolver
alias Accent.Language
alias Accent.ProjectCreator
- alias Accent.Repo
alias Accent.User
defmodule PlugConn do
@@ -13,11 +12,9 @@ defmodule AccentTest.GraphQL.Resolvers.Viewer do
defstruct [:assigns]
end
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
diff --git a/test/hook/hook_test.exs b/test/hook/hook_test.exs
index 63684b2c..f07a167d 100644
--- a/test/hook/hook_test.exs
+++ b/test/hook/hook_test.exs
@@ -4,12 +4,11 @@ defmodule AccentTest.Hook do
alias Accent.Hook
alias Accent.Project
- alias Accent.Repo
alias Accent.User
setup do
- project = Repo.insert!(%Project{main_color: "#f00", name: "Test"})
- user = Repo.insert!(%User{fullname: "Test", email: "foo@test.com"})
+ project = Factory.insert(Project, main_color: "#f00", name: "Test")
+ user = Factory.insert(User, fullname: "Test", email: "foo@test.com")
payload = %{test: "hook"}
context = %Hook.Context{project_id: project.id, user_id: user.id, event: "event", payload: payload}
diff --git a/test/hook/outbounds/discord_test.exs b/test/hook/outbounds/discord_test.exs
index f81da9b9..a60cc772 100644
--- a/test/hook/outbounds/discord_test.exs
+++ b/test/hook/outbounds/discord_test.exs
@@ -1,6 +1,6 @@
defmodule AccentTest.Hook.Outbounds.Discord do
@moduledoc false
- use Accent.RepoCase, async: true
+ use Accent.RepoCase, async: false
import Mock
@@ -11,8 +11,8 @@ defmodule AccentTest.Hook.Outbounds.Discord do
alias Accent.User
setup do
- project = Repo.insert!(%Project{main_color: "#f00", name: "Test"})
- user = Repo.insert!(%User{fullname: "Test", email: "foo@test.com"})
+ project = Factory.insert(Project, main_color: "#f00", name: "Test")
+ user = Factory.insert(User, fullname: "Test", email: "foo@test.com")
Repo.insert!(%Integration{
project: project,
diff --git a/test/hook/outbounds/email_test.exs b/test/hook/outbounds/email_test.exs
index b6e954ef..56582ab0 100644
--- a/test/hook/outbounds/email_test.exs
+++ b/test/hook/outbounds/email_test.exs
@@ -17,20 +17,20 @@ defmodule AccentTest.Hook.Outbounds.Email do
alias Accent.User
setup do
- language = Repo.insert!(%Language{name: "Test"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "Test"})
- user = Repo.insert!(%User{fullname: "Test", email: "foo@test.com"})
- revision = Repo.insert!(%Revision{project_id: project.id, language_id: language.id, master: true})
+ language = Factory.insert(Language, name: "Test")
+ project = Factory.insert(Project, main_color: "#f00", name: "Test")
+ user = Factory.insert(User, fullname: "Test", email: "foo@test.com")
+ revision = Factory.insert(Revision, project_id: project.id, language_id: language.id, master: true)
translation =
- Repo.insert!(%Translation{key: "foo", corrected_text: "bar", proposed_text: "bar", revision_id: revision.id})
+ Factory.insert(Translation, key: "foo", corrected_text: "bar", proposed_text: "bar", revision_id: revision.id)
[project: project, translation: translation, user: user]
end
test "commenter subscribed", %{project: project, translation: translation, user: user} do
- Repo.insert!(%TranslationCommentsSubscription{translation_id: translation.id, user_id: user.id})
- comment = Repo.insert!(%Comment{translation_id: translation.id, user_id: user.id, text: "This is a comment"})
+ Factory.insert(TranslationCommentsSubscription, translation_id: translation.id, user_id: user.id)
+ comment = Factory.insert(Comment, translation_id: translation.id, user_id: user.id, text: "This is a comment")
comment = Repo.preload(comment, [:user, translation: [revision: :project]])
payload = %{
@@ -52,9 +52,9 @@ defmodule AccentTest.Hook.Outbounds.Email do
end
test "comment", %{project: project, translation: translation, user: user} do
- Repo.insert!(%TranslationCommentsSubscription{translation_id: translation.id, user_id: user.id})
- commenter = Repo.insert!(%User{fullname: "Commenter", email: "comment@test.com"})
- comment = Repo.insert!(%Comment{translation_id: translation.id, user_id: commenter.id, text: "This is a comment"})
+ Factory.insert(TranslationCommentsSubscription, translation_id: translation.id, user_id: user.id)
+ commenter = Factory.insert(User, fullname: "Commenter", email: "comment@test.com")
+ comment = Factory.insert(Comment, translation_id: translation.id, user_id: commenter.id, text: "This is a comment")
payload = %{
"text" => comment.text,
@@ -75,7 +75,7 @@ defmodule AccentTest.Hook.Outbounds.Email do
end
test "collaborator", %{project: project, user: user} do
- collaborator = Repo.insert!(%Collaborator{email: "collab@test.com", project_id: project.id})
+ collaborator = Factory.insert(Collaborator, email: "collab@test.com", project_id: project.id)
payload = %{
"collaborator" => %{
diff --git a/test/hook/outbounds/slack_test.exs b/test/hook/outbounds/slack_test.exs
index 902d45df..bea4556f 100644
--- a/test/hook/outbounds/slack_test.exs
+++ b/test/hook/outbounds/slack_test.exs
@@ -7,7 +7,7 @@ end
defmodule AccentTest.Hook.Outbounds.Slack do
@moduledoc false
- use Accent.RepoCase, async: true
+ use Accent.RepoCase, async: false
import Mock
@@ -18,8 +18,8 @@ defmodule AccentTest.Hook.Outbounds.Slack do
alias Accent.User
setup do
- project = Repo.insert!(%Project{main_color: "#f00", name: "Test"})
- user = Repo.insert!(%User{fullname: "Test", email: "foo@test.com"})
+ project = Factory.insert(Project, main_color: "#f00", name: "Test")
+ user = Factory.insert(User, fullname: "Test", email: "foo@test.com")
Repo.insert!(%Integration{
project: project,
diff --git a/test/hook/outbounds/websocket_test.exs b/test/hook/outbounds/websocket_test.exs
index 03faf3fa..72d0d8c3 100644
--- a/test/hook/outbounds/websocket_test.exs
+++ b/test/hook/outbounds/websocket_test.exs
@@ -15,13 +15,13 @@ defmodule AccentTest.Hook.Outbounds.Websocket do
alias Accent.UserSocket
setup do
- language = Repo.insert!(%Language{name: "Test"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "Test"})
- user = Repo.insert!(%User{fullname: "Test", email: "foo@test.com", permissions: %{project.id => "admin"}})
- revision = Repo.insert!(%Revision{project_id: project.id, language_id: language.id, master: true})
+ language = Factory.insert(Language, name: "Test")
+ project = Factory.insert(Project, main_color: "#f00", name: "Test")
+ user = Factory.insert(User, fullname: "Test", email: "foo@test.com", permissions: %{project.id => "admin"})
+ revision = Factory.insert(Revision, project_id: project.id, language_id: language.id, master: true)
translation =
- Repo.insert!(%Translation{key: "foo", corrected_text: "bar", proposed_text: "bar", revision_id: revision.id})
+ Factory.insert(Translation, key: "foo", corrected_text: "bar", proposed_text: "bar", revision_id: revision.id)
{:ok, _, socket} =
UserSocket
@@ -32,8 +32,8 @@ defmodule AccentTest.Hook.Outbounds.Websocket do
end
test "comment", %{project: project, translation: translation, user: user} do
- commenter = Repo.insert!(%User{fullname: "Commenter", email: "comment@test.com"})
- comment = Repo.insert!(%Comment{translation_id: translation.id, user_id: commenter.id, text: "This is a comment"})
+ commenter = Factory.insert(User, fullname: "Commenter", email: "comment@test.com")
+ comment = Factory.insert(Comment, translation_id: translation.id, user_id: commenter.id, text: "This is a comment")
comment = Repo.preload(comment, [:user, translation: [revision: :project]])
payload = %{
@@ -91,7 +91,7 @@ defmodule AccentTest.Hook.Outbounds.Websocket do
end
test "collaborator", %{project: project, user: user} do
- collaborator = Repo.insert!(%Collaborator{email: "collab@test.com", project_id: project.id})
+ collaborator = Factory.insert(Collaborator, email: "collab@test.com", project_id: project.id)
payload = %{
"collaborator" => %{
diff --git a/test/movement/builders/new_slave_test.exs b/test/movement/builders/new_slave_test.exs
index a0af99af..a3dea169 100644
--- a/test/movement/builders/new_slave_test.exs
+++ b/test/movement/builders/new_slave_test.exs
@@ -12,24 +12,22 @@ defmodule AccentTest.Movement.Builders.NewSlave do
alias Movement.Builders.NewSlave, as: NewSlaveBuilder
alias Movement.Context
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
{:ok, [revision: revision, document: document, project: project]}
end
test "builder fetch translations and process operations", %{revision: revision, project: project, document: document} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
corrected_text: "A",
@@ -37,7 +35,7 @@ defmodule AccentTest.Movement.Builders.NewSlave do
file_comment: "comment",
revision_id: revision.id,
document_id: document.id
- })
+ )
context =
%Context{}
@@ -70,7 +68,7 @@ defmodule AccentTest.Movement.Builders.NewSlave do
document: document
} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
corrected_text: "A",
@@ -78,7 +76,7 @@ defmodule AccentTest.Movement.Builders.NewSlave do
file_comment: "comment",
revision_id: revision.id,
document_id: document.id
- })
+ )
context =
%Context{}
@@ -95,7 +93,7 @@ defmodule AccentTest.Movement.Builders.NewSlave do
test "with removed translation", %{revision: revision, project: project, document: document} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
corrected_text: "A",
@@ -103,8 +101,12 @@ defmodule AccentTest.Movement.Builders.NewSlave do
file_comment: "comment",
revision_id: revision.id,
document_id: document.id,
+ conflicted: false,
+ conflicted_text: "",
+ value_type: "string",
+ translated: true,
removed: true
- })
+ )
context =
%Context{}
@@ -133,6 +135,7 @@ defmodule AccentTest.Movement.Builders.NewSlave do
previous_translation: %PreviousTranslation{
value_type: "string",
removed: true,
+ translated: true,
conflicted: false,
conflicted_text: "",
corrected_text: "A",
diff --git a/test/movement/builders/new_version_test.exs b/test/movement/builders/new_version_test.exs
index f74f2b0c..fee275c6 100644
--- a/test/movement/builders/new_version_test.exs
+++ b/test/movement/builders/new_version_test.exs
@@ -11,24 +11,22 @@ defmodule AccentTest.Movement.Builders.NewVersion do
alias Accent.Version
alias Movement.Builders.NewVersion, as: NewVersionBuilder
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
{:ok, [revision: revision, document: document, project: project, user: user]}
end
test "builder fetch translations and process operations", %{revision: revision, project: project, document: document} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
corrected_text: "A",
@@ -38,7 +36,7 @@ defmodule AccentTest.Movement.Builders.NewVersion do
locked: true,
revision_id: revision.id,
document_id: document.id
- })
+ )
context =
%Movement.Context{}
@@ -70,10 +68,10 @@ defmodule AccentTest.Movement.Builders.NewVersion do
end
test "builder with existing version", %{revision: revision, project: project, document: document, user: user} do
- version = Repo.insert!(%Version{user_id: user.id, tag: "v3.2", name: "Release", project_id: project.id})
+ version = Factory.insert(Version, user_id: user.id, tag: "v3.2", name: "Release", project_id: project.id)
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
corrected_text: "A",
@@ -81,9 +79,9 @@ defmodule AccentTest.Movement.Builders.NewVersion do
file_comment: "comment",
revision_id: revision.id,
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
corrected_text: "A",
@@ -93,7 +91,7 @@ defmodule AccentTest.Movement.Builders.NewVersion do
version_id: version.id,
document_id: document.id,
source_translation_id: translation.id
- })
+ )
context =
%Movement.Context{}
diff --git a/test/movement/builders/project_sync_test.exs b/test/movement/builders/project_sync_test.exs
index df1d2f49..ec0fecd2 100644
--- a/test/movement/builders/project_sync_test.exs
+++ b/test/movement/builders/project_sync_test.exs
@@ -12,19 +12,17 @@ defmodule AccentTest.Movement.Builders.ProjectSync do
alias Movement.Builders.ProjectSync, as: ProjectSyncBuilder
alias Movement.Context
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
- other_language = Repo.insert!(%Language{name: "French", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
+ other_language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- other_revision = Repo.insert!(%Revision{master: false, project_id: project.id, language_id: other_language.id})
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ other_revision = Factory.insert(Revision, master: false, project_id: project.id, language_id: other_language.id)
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
{:ok, [revision: revision, document: document, project: project, other_revision: other_revision]}
end
@@ -35,9 +33,9 @@ defmodule AccentTest.Movement.Builders.ProjectSync do
project: project,
other_revision: other_revision
} do
- Repo.insert!(%Translation{key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id})
- Repo.insert!(%Translation{key: "b", proposed_text: "B", revision_id: revision.id, document_id: document.id})
- Repo.insert!(%Translation{key: "a", proposed_text: "C", revision_id: other_revision.id, document_id: document.id})
+ Factory.insert(Translation, key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id)
+ Factory.insert(Translation, key: "b", proposed_text: "B", revision_id: revision.id, document_id: document.id)
+ Factory.insert(Translation, key: "a", proposed_text: "C", revision_id: other_revision.id, document_id: document.id)
entries = [%Langue.Entry{key: "a", value: "B", value_type: "string"}]
context =
diff --git a/test/movement/builders/revision_correct_all_test.exs b/test/movement/builders/revision_correct_all_test.exs
index eb88940b..a2437d48 100644
--- a/test/movement/builders/revision_correct_all_test.exs
+++ b/test/movement/builders/revision_correct_all_test.exs
@@ -9,11 +9,9 @@ defmodule AccentTest.Movement.Builders.RevisionCorrectAll do
alias Accent.User
alias Movement.Builders.RevisionCorrectAll, as: RevisionCorrectAllBuilder
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "French", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
@@ -24,7 +22,7 @@ defmodule AccentTest.Movement.Builders.RevisionCorrectAll do
end
test "builder fetch translations and correct conflict", %{revision: revision} do
- translation = Repo.insert!(%Translation{key: "a", proposed_text: "A", conflicted: true, revision_id: revision.id})
+ translation = Factory.insert(Translation, key: "a", proposed_text: "A", conflicted: true, revision_id: revision.id)
context =
%Movement.Context{}
@@ -39,7 +37,7 @@ defmodule AccentTest.Movement.Builders.RevisionCorrectAll do
end
test "builder fetch translations and ignore corrected translation", %{revision: revision} do
- Repo.insert!(%Translation{key: "a", proposed_text: "A", conflicted: false, revision_id: revision.id})
+ Factory.insert(Translation, key: "a", proposed_text: "A", conflicted: false, revision_id: revision.id)
context =
%Movement.Context{}
diff --git a/test/movement/builders/revision_merge_test.exs b/test/movement/builders/revision_merge_test.exs
index 82d6d900..a7075bcb 100644
--- a/test/movement/builders/revision_merge_test.exs
+++ b/test/movement/builders/revision_merge_test.exs
@@ -11,20 +11,18 @@ defmodule AccentTest.Movement.Builders.RevisionMerge do
alias Movement.Builders.RevisionMerge, as: RevisionMergeBuilder
alias Movement.Context
- @user %User{email: "test@test.com"}
-
test "builder fetch translations and use comparer" do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(revisions: [:language]) |> Map.get(:revisions) |> hd()
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
translation =
- Repo.insert!(%Translation{key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id})
+ Factory.insert(Translation, key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id)
entries = [%Langue.Entry{key: "a", value: "B", value_type: "string"}]
diff --git a/test/movement/builders/revision_sync_test.exs b/test/movement/builders/revision_sync_test.exs
index 440668dd..d6e2bd4b 100644
--- a/test/movement/builders/revision_sync_test.exs
+++ b/test/movement/builders/revision_sync_test.exs
@@ -11,24 +11,22 @@ defmodule AccentTest.Movement.Builders.RevisionSync do
alias Movement.Builders.RevisionSync, as: RevisionSyncBuilder
alias Movement.Context
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
{:ok, [revision: revision, document: document]}
end
test "builder fetch translations and use comparer", %{revision: revision, document: document} do
translation =
- Repo.insert!(%Translation{key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id})
+ Factory.insert(Translation, key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id)
entries = [%Langue.Entry{key: "a", value: "B", value_type: "string"}]
@@ -48,7 +46,7 @@ defmodule AccentTest.Movement.Builders.RevisionSync do
test "builder fetch translations and process to remove with empty entries", %{revision: revision, document: document} do
translation =
- Repo.insert!(%Translation{key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id})
+ Factory.insert(Translation, key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id)
context =
%Context{entries: []}
@@ -66,13 +64,13 @@ defmodule AccentTest.Movement.Builders.RevisionSync do
test "builder fetch translations and process to renew with entries", %{revision: revision, document: document} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
revision_id: revision.id,
document_id: document.id,
removed: true
- })
+ )
entries = [%Langue.Entry{key: "a", value: "B", value_type: "string"}]
diff --git a/test/movement/builders/revision_uncorrect_all_test.exs b/test/movement/builders/revision_uncorrect_all_test.exs
index aad9767f..851c52ba 100644
--- a/test/movement/builders/revision_uncorrect_all_test.exs
+++ b/test/movement/builders/revision_uncorrect_all_test.exs
@@ -9,11 +9,9 @@ defmodule AccentTest.Movement.Builders.RevisionUncorrectAll do
alias Accent.User
alias Movement.Builders.RevisionUncorrectAll, as: RevisionUncorrectAllBuilder
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
@@ -24,7 +22,7 @@ defmodule AccentTest.Movement.Builders.RevisionUncorrectAll do
end
test "builder fetch translations and uncorrect conflict", %{revision: revision} do
- translation = Repo.insert!(%Translation{key: "a", proposed_text: "A", conflicted: false, revision_id: revision.id})
+ translation = Factory.insert(Translation, key: "a", proposed_text: "A", conflicted: false, revision_id: revision.id)
context =
%Movement.Context{}
@@ -39,7 +37,7 @@ defmodule AccentTest.Movement.Builders.RevisionUncorrectAll do
end
test "builder fetch translations and ignore conflicted translation", %{revision: revision} do
- Repo.insert!(%Translation{key: "a", proposed_text: "A", conflicted: true, revision_id: revision.id})
+ Factory.insert(Translation, key: "a", proposed_text: "A", conflicted: true, revision_id: revision.id)
context =
%Movement.Context{}
diff --git a/test/movement/builders/rollback_test.exs b/test/movement/builders/rollback_test.exs
index 6e1541aa..fa9a6ee2 100644
--- a/test/movement/builders/rollback_test.exs
+++ b/test/movement/builders/rollback_test.exs
@@ -12,23 +12,21 @@ defmodule AccentTest.Movement.Builders.Rollback do
alias Accent.User
alias Movement.Builders.Rollback, as: RollbackBuilder
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
{:ok, [revision: revision, document: document, project: project]}
end
test "builder process operations for batch", %{project: project} do
- operation = Repo.insert!(%Operation{project_id: project.id, batch: true, action: "sync"})
+ operation = Factory.insert(Operation, project_id: project.id, batch: true, action: "sync")
context =
%Movement.Context{}
@@ -43,16 +41,17 @@ defmodule AccentTest.Movement.Builders.Rollback do
test "builder process operations for translation", %{project: project, revision: revision, document: document} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "A",
proposed_text: "TEXT",
conflicted_text: "Ex-TEXT",
corrected_text: "LOL",
+ translated: true,
removed: false,
revision_id: revision.id,
value_type: "string",
placeholders: []
- })
+ )
operation =
%Operation{
@@ -88,6 +87,7 @@ defmodule AccentTest.Movement.Builders.Rollback do
conflicted_text: translation.conflicted_text,
conflicted: translation.conflicted,
removed: translation.removed,
+ translated: translation.translated,
placeholders: translation.placeholders
}
end
diff --git a/test/movement/builders/slave_conflict_sync_test.exs b/test/movement/builders/slave_conflict_sync_test.exs
index b060c4d6..41120d4d 100644
--- a/test/movement/builders/slave_conflict_sync_test.exs
+++ b/test/movement/builders/slave_conflict_sync_test.exs
@@ -12,19 +12,17 @@ defmodule AccentTest.Movement.Builders.SlaveConflictSync do
alias Movement.Builders.SlaveConflictSync, as: SlaveConflictSyncBuilder
alias Movement.Context
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
- other_language = Repo.insert!(%Language{name: "French", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
+ other_language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- other_revision = Repo.insert!(%Revision{project_id: project.id, language_id: other_language.id})
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ other_revision = Factory.insert(Revision, project_id: project.id, language_id: other_language.id)
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
{:ok, [project: project, revision: revision, document: document, other_revision: other_revision]}
end
@@ -35,10 +33,15 @@ defmodule AccentTest.Movement.Builders.SlaveConflictSync do
other_revision: other_revision
} do
translation =
- Repo.insert!(%Translation{key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id})
+ Factory.insert(Translation, key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id)
other_translation =
- Repo.insert!(%Translation{key: "a", proposed_text: "C", revision_id: other_revision.id, document_id: document.id})
+ Factory.insert(Translation,
+ key: "a",
+ proposed_text: "C",
+ revision_id: other_revision.id,
+ document_id: document.id
+ )
context =
%Context{operations: [%{key: "a", action: "conflict_on_proposed"}]}
@@ -60,18 +63,18 @@ defmodule AccentTest.Movement.Builders.SlaveConflictSync do
document: document,
other_revision: other_revision
} do
- other_document = Repo.insert!(%Document{project_id: project.id, path: "other", format: "json"})
+ other_document = Factory.insert(Document, project_id: project.id, path: "other", format: "json")
translation =
- Repo.insert!(%Translation{key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id})
+ Factory.insert(Translation, key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id)
other_translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "C",
revision_id: other_revision.id,
document_id: other_document.id
- })
+ )
context =
%Context{operations: [%{key: "a", action: "conflict_on_proposed"}]}
diff --git a/test/movement/builders/translation_update_test.exs b/test/movement/builders/translation_update_test.exs
index 13c551b0..a8df4520 100644
--- a/test/movement/builders/translation_update_test.exs
+++ b/test/movement/builders/translation_update_test.exs
@@ -36,8 +36,8 @@ defmodule AccentTest.Movement.Builders.TranslationUpdate do
end
test "builder copy on latest version" do
- user = Repo.insert!(%User{email: "test@test.com"})
- language = Repo.insert!(%Language{name: "French", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User, email: "test@test.com")
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
@@ -54,23 +54,23 @@ defmodule AccentTest.Movement.Builders.TranslationUpdate do
})
source_translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
corrected_text: "A",
revision_id: revision.id,
version_id: nil
- })
+ )
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
corrected_text: "A",
version_id: version.id,
revision_id: revision.id,
source_translation_id: source_translation.id
- })
+ )
context =
%Context{}
diff --git a/test/movement/down_test.exs b/test/movement/down_test.exs
index 4165527d..4d931d28 100644
--- a/test/movement/down_test.exs
+++ b/test/movement/down_test.exs
@@ -25,14 +25,14 @@ defmodule AccentTest.Migrator.Down do
}
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_in_conflict",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
corrected_text: nil,
proposed_text: "new proposed text",
conflicted_text: "corrected_text",
conflicted: true
- })
+ )
Migrator.down(
Repo.insert!(%Operation{
@@ -62,14 +62,14 @@ defmodule AccentTest.Migrator.Down do
}
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_in_proposed",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
corrected_text: nil,
proposed_text: "new proposed text",
conflicted_text: "proposed_text",
conflicted: true
- })
+ )
Migrator.down(
Repo.insert!(%Operation{
@@ -89,16 +89,16 @@ defmodule AccentTest.Migrator.Down do
test ":new" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_added_down",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
corrected_text: nil,
proposed_text: "new text",
conflicted_text: nil,
conflicted: true
- })
+ )
- Migrator.down(Repo.insert!(%Operation{action: "new", translation: translation}))
+ Migrator.down(Factory.insert(Operation, action: "new", translation: translation))
new_translation = Repo.get!(Translation, translation.id)
@@ -107,16 +107,16 @@ defmodule AccentTest.Migrator.Down do
test ":renew" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_added_down",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
corrected_text: nil,
proposed_text: "new text",
conflicted_text: nil,
conflicted: true
- })
+ )
- Migrator.down(Repo.insert!(%Operation{action: "renew", translation: translation}))
+ Migrator.down(Factory.insert(Operation, action: "renew", translation: translation))
new_translation = Repo.get!(Translation, translation.id)
@@ -125,18 +125,18 @@ defmodule AccentTest.Migrator.Down do
test ":remove" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
value_type: "",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
key: "to_be_added_down",
corrected_text: nil,
proposed_text: "new text",
conflicted_text: nil,
conflicted: true,
placeholders: []
- })
+ )
- Migrator.down(Repo.insert!(%Operation{action: "remove", translation: translation}))
+ Migrator.down(Factory.insert(Operation, action: "remove", translation: translation))
new_translation = Repo.get!(Translation, translation.id)
diff --git a/test/movement/persisters/base_test.exs b/test/movement/persisters/base_test.exs
index d7c523b4..02d9c7ad 100644
--- a/test/movement/persisters/base_test.exs
+++ b/test/movement/persisters/base_test.exs
@@ -15,8 +15,8 @@ defmodule AccentTest.Movement.Persisters.Base do
alias Movement.Persisters.Base, as: BasePersister
test "don’t overwrite revision" do
- revision = Repo.insert!(%Revision{})
- revision_two = Repo.insert!(%Revision{})
+ revision = Factory.insert(Revision)
+ revision_two = Factory.insert(Revision)
translation = %Translation{
key: "a",
@@ -55,10 +55,10 @@ defmodule AccentTest.Movement.Persisters.Base do
end
test "persist and execute operations" do
- user = Repo.insert!(%User{email: "test@test.com"})
- revision = Repo.insert!(%Revision{})
+ user = Factory.insert(User, email: "test@test.com")
+ revision = Factory.insert(Revision)
- translation = Repo.insert!(%Translation{key: "a", proposed_text: "A", conflicted: true, revision_id: revision.id})
+ translation = Factory.insert(Translation, key: "a", proposed_text: "A", conflicted: true, revision_id: revision.id)
operations = [
%Movement.Operation{
@@ -92,10 +92,16 @@ defmodule AccentTest.Movement.Persisters.Base do
end
test "new operation with removed translation" do
- revision = Repo.insert!(%Revision{})
+ revision = Factory.insert(Revision)
translation =
- Repo.insert!(%Translation{key: "a", proposed_text: "A", conflicted: true, removed: true, revision_id: revision.id})
+ Factory.insert(Translation,
+ key: "a",
+ proposed_text: "A",
+ conflicted: true,
+ removed: true,
+ revision_id: revision.id
+ )
operations = [
%Movement.Operation{
@@ -120,10 +126,16 @@ defmodule AccentTest.Movement.Persisters.Base do
end
test "version operation with source translation" do
- revision = Repo.insert!(%Revision{})
+ revision = Factory.insert(Revision)
translation =
- Repo.insert!(%Translation{key: "a", revision_id: revision.id, proposed_text: "A", conflicted: true, removed: true})
+ Factory.insert(Translation,
+ key: "a",
+ revision_id: revision.id,
+ proposed_text: "A",
+ conflicted: true,
+ removed: true
+ )
operations = [
%Movement.Operation{
@@ -146,10 +158,16 @@ defmodule AccentTest.Movement.Persisters.Base do
end
test "version operation add operation on source translation" do
- revision = Repo.insert!(%Revision{})
+ revision = Factory.insert(Revision)
translation =
- Repo.insert!(%Translation{key: "a", revision_id: revision.id, proposed_text: "A", conflicted: true, removed: true})
+ Factory.insert(Translation,
+ key: "a",
+ revision_id: revision.id,
+ proposed_text: "A",
+ conflicted: true,
+ removed: true
+ )
operations = [
%Movement.Operation{
@@ -177,20 +195,20 @@ defmodule AccentTest.Movement.Persisters.Base do
end
test "update operation add operation on version source translation" do
- user = Repo.insert!(%User{email: "user@example.com"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "project"})
- revision = Repo.insert!(%Revision{project_id: project.id})
- version = Repo.insert!(%Version{name: "foo", tag: "0.1", project: project, user: user})
+ user = Factory.insert(User, email: "user@example.com")
+ project = Factory.insert(Project, main_color: "#f00", name: "project")
+ revision = Factory.insert(Revision, project_id: project.id)
+ version = Factory.insert(Version, name: "foo", tag: "0.1", project: project, user: user)
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
revision_id: revision.id,
proposed_text: "A",
conflicted: true,
removed: true,
version: version
- })
+ )
operations = [
%Movement.Operation{
diff --git a/test/movement/persisters/new_slave_test.exs b/test/movement/persisters/new_slave_test.exs
index 47329bda..dcdc4fad 100644
--- a/test/movement/persisters/new_slave_test.exs
+++ b/test/movement/persisters/new_slave_test.exs
@@ -8,11 +8,9 @@ defmodule AccentTest.Movement.Persisters.NewSlave do
alias Accent.User
alias Movement.Persisters.NewSlave, as: NewSlavePersister
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
@@ -23,7 +21,7 @@ defmodule AccentTest.Movement.Persisters.NewSlave do
end
test "create revision success", %{project: project, revision: master_revision} do
- new_language = Repo.insert!(%Language{name: "French", slug: Ecto.UUID.generate()})
+ new_language = Factory.insert(Language)
{:ok, {context, _}} =
NewSlavePersister.persist(%Movement.Context{
diff --git a/test/movement/persisters/new_version_test.exs b/test/movement/persisters/new_version_test.exs
index 66ebd8fd..d4c4999d 100644
--- a/test/movement/persisters/new_version_test.exs
+++ b/test/movement/persisters/new_version_test.exs
@@ -15,11 +15,9 @@ defmodule AccentTest.Movement.Persisters.NewVersion do
alias Movement.Context
alias Movement.Persisters.NewVersion, as: NewVersionPersister
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(
@@ -28,7 +26,7 @@ defmodule AccentTest.Movement.Persisters.NewVersion do
)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
{:ok, [revision: revision, document: document, project: project, user: user]}
end
@@ -40,7 +38,7 @@ defmodule AccentTest.Movement.Persisters.NewVersion do
document: document
} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
corrected_text: "A",
@@ -51,7 +49,7 @@ defmodule AccentTest.Movement.Persisters.NewVersion do
conflicted: true,
revision_id: revision.id,
document_id: document.id
- })
+ )
operations = [
%Movement.Operation{
diff --git a/test/movement/persisters/project_hook_worker_test.exs b/test/movement/persisters/project_hook_worker_test.exs
index c90656c0..03c08f21 100644
--- a/test/movement/persisters/project_hook_worker_test.exs
+++ b/test/movement/persisters/project_hook_worker_test.exs
@@ -10,14 +10,14 @@ defmodule Movement.Persisters.ProjectHookWorkerTest do
alias Movement.Persisters.ProjectHookWorker, as: Worker
setup do
- user = Repo.insert!(%User{email: "test@test.com"})
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User, email: "test@test.com")
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
{:ok, [revision: revision, document: document, project: project, user: user]}
end
@@ -38,14 +38,14 @@ defmodule Movement.Persisters.ProjectHookWorkerTest do
end
test "new_conflicts", %{user: user, project: project, revision: revision, document: document} do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
conflicted: true,
corrected_text: "Test",
revision_id: revision.id,
document_id: document.id
- })
+ )
args = %{
"project_id" => project.id,
@@ -75,14 +75,14 @@ defmodule Movement.Persisters.ProjectHookWorkerTest do
end
test "complete_review", %{user: user, project: project, revision: revision, document: document} do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
conflicted: false,
corrected_text: "Test",
revision_id: revision.id,
document_id: document.id
- })
+ )
args = %{
"project_id" => project.id,
diff --git a/test/movement/persisters/project_sync_test.exs b/test/movement/persisters/project_sync_test.exs
index b4f8b975..d023d5a5 100644
--- a/test/movement/persisters/project_sync_test.exs
+++ b/test/movement/persisters/project_sync_test.exs
@@ -14,24 +14,22 @@ defmodule AccentTest.Movement.Persisters.ProjectSync do
alias Movement.Context
alias Movement.Persisters.ProjectSync, as: ProjectSyncPersister
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
{:ok, [project: project, document: document, revision: revision, user: user]}
end
test "persist operations", %{project: project, revision: revision, document: document, user: user} do
translation =
- Repo.insert!(%Translation{key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id})
+ Factory.insert(Translation, key: "a", proposed_text: "A", revision_id: revision.id, document_id: document.id)
operations = [
%Movement.Operation{
diff --git a/test/movement/persisters/rollback_test.exs b/test/movement/persisters/rollback_test.exs
index 18f2c4d7..699203ee 100644
--- a/test/movement/persisters/rollback_test.exs
+++ b/test/movement/persisters/rollback_test.exs
@@ -15,31 +15,29 @@ defmodule AccentTest.Movement.Persisters.Rollback do
alias Movement.Context
alias Movement.Persisters.Rollback, as: RollbackPersister
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
{:ok, [project: project, document: document, revision: revision, user: user]}
end
test "persist operations", %{project: project, revision: revision, document: document, user: user} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
conflicted: false,
corrected_text: "Test",
revision_id: revision.id,
document_id: document.id
- })
+ )
operation =
Repo.insert!(%Accent.Operation{
@@ -97,13 +95,13 @@ defmodule AccentTest.Movement.Persisters.Rollback do
test "rollback batch", %{revision: revision} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
corrected_text: "B",
conflicted: true,
revision_id: revision.id,
revision: revision
- })
+ )
Repo.insert!(%Operation{
action: "new",
@@ -113,7 +111,7 @@ defmodule AccentTest.Movement.Persisters.Rollback do
revision_id: revision.id
})
- batch_operation = Repo.insert!(%Operation{action: "sync", batch: true, revision_id: revision.id})
+ batch_operation = Factory.insert(Operation, action: "sync", batch: true, revision_id: revision.id)
operation =
Repo.insert!(%Operation{
@@ -147,13 +145,13 @@ defmodule AccentTest.Movement.Persisters.Rollback do
test "rollback rollback does nothing", %{revision: revision} do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
corrected_text: "B",
conflicted: true,
revision_id: revision.id,
revision: revision
- })
+ )
Repo.insert!(%Operation{
action: "new",
diff --git a/test/movement/up_test.exs b/test/movement/up_test.exs
index 0d306884..479edb8a 100644
--- a/test/movement/up_test.exs
+++ b/test/movement/up_test.exs
@@ -16,12 +16,12 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":correct" do
user = Repo.insert!(%User{})
- revision = Repo.insert!(%Revision{})
+ revision = Factory.insert(Revision)
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_corrected",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
file_comment: "",
corrected_text: nil,
proposed_text: "proposed_text",
@@ -29,7 +29,7 @@ defmodule AccentTest.Movement.Migrator.Up do
conflicted: true,
value_type: "string",
removed: false
- })
+ )
Migrator.up(%Operation{
id: Ecto.UUID.generate(),
@@ -52,12 +52,12 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":merge_on_proposed_force" do
user = Repo.insert!(%User{})
- revision = Repo.insert!(%Revision{})
+ revision = Factory.insert(Revision)
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_merged",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
file_comment: "",
corrected_text: "corrected_text",
proposed_text: "proposed_text",
@@ -65,7 +65,7 @@ defmodule AccentTest.Movement.Migrator.Up do
conflicted_text: nil,
conflicted: true,
removed: false
- })
+ )
Migrator.up(%Operation{
id: Ecto.UUID.generate(),
@@ -87,18 +87,18 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":merge_on_corrected" do
user = Repo.insert!(%User{})
- revision = Repo.insert!(%Revision{})
+ revision = Factory.insert(Revision)
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_merged",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
corrected_text: "corrected_text",
proposed_text: "proposed_text",
conflicted_text: nil,
value_type: "string",
conflicted: true
- })
+ )
Migrator.up(%Operation{
action: "merge_on_corrected",
@@ -118,9 +118,9 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":uncorrect" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_uncorrected",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
file_comment: "",
file_index: 1,
corrected_text: "new proposed text",
@@ -129,7 +129,7 @@ defmodule AccentTest.Movement.Migrator.Up do
conflicted: false,
removed: false,
value_type: "string"
- })
+ )
Migrator.up(%Operation{
action: "uncorrect_conflict",
@@ -149,9 +149,9 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":uncorrect with same corrected and proposed" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_uncorrected",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
file_comment: "",
file_index: 1,
corrected_text: "proposed_text",
@@ -161,7 +161,7 @@ defmodule AccentTest.Movement.Migrator.Up do
conflicted: false,
translated: true,
removed: false
- })
+ )
Migrator.up(%Operation{
action: "uncorrect_conflict",
@@ -181,16 +181,16 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":conflict_on_corrected" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_in_conflict",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
file_comment: "",
file_index: 1,
corrected_text: "corrected_text",
proposed_text: "proposed_text",
conflicted: false,
removed: false
- })
+ )
Migrator.up(%Operation{
action: "conflict_on_corrected",
@@ -210,16 +210,16 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":conflict_on_slave" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_in_conflict",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
file_comment: "",
file_index: 1,
corrected_text: "corrected_text",
proposed_text: "proposed_text",
conflicted: false,
removed: false
- })
+ )
Migrator.up(%Operation{
action: "conflict_on_slave",
@@ -238,14 +238,14 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":remove" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_removed",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
corrected_text: "corrected_text",
proposed_text: "proposed_text",
conflicted: false,
removed: false
- })
+ )
Migrator.up(%Operation{
action: "remove",
@@ -260,14 +260,14 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":renew" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_renewed",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
corrected_text: "corrected_text",
proposed_text: "proposed_text",
conflicted: false,
removed: true
- })
+ )
operation =
Repo.insert!(%Operation{
@@ -285,14 +285,14 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":rollback" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "to_be_rollbacked",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
corrected_text: "corrected_text",
proposed_text: "proposed_text",
conflicted: false,
removed: true
- })
+ )
operation =
Repo.insert!(%Operation{
@@ -310,10 +310,10 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":conflict_on_proposed" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
value_type: "",
key: "to_be_conflict_on_proposed",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
file_comment: "",
file_index: 1,
corrected_text: "corrected_text",
@@ -321,7 +321,7 @@ defmodule AccentTest.Movement.Migrator.Up do
conflicted: true,
removed: false,
placeholders: []
- })
+ )
Migrator.up(%Operation{
value_type: "",
@@ -345,15 +345,15 @@ defmodule AccentTest.Movement.Migrator.Up do
test ":updated_proposed" do
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "updated_proposed",
- revision: Repo.insert!(%Revision{}),
+ revision: Factory.insert(Revision),
corrected_text: "corrected_text",
proposed_text: "proposed_text",
conflicted_text: "conflict",
conflicted: true,
removed: false
- })
+ )
Migrator.up(%Operation{
action: "update_proposed",
diff --git a/test/plugs/assign_current_user_test.exs b/test/plugs/assign_current_user_test.exs
index 055964ba..88253d4e 100644
--- a/test/plugs/assign_current_user_test.exs
+++ b/test/plugs/assign_current_user_test.exs
@@ -5,12 +5,8 @@ defmodule AccentTest.Plugs.AssignCurrentUser do
alias Accent.AccessToken
alias Accent.Plugs.AssignCurrentUser
- alias Accent.Repo
alias Accent.User
- @user %User{email: "test@test.com"}
- @token %AccessToken{revoked_at: nil, token: "1234"}
-
defp call_plug(token) do
:get
|> conn("/foo")
@@ -20,11 +16,11 @@ defmodule AccentTest.Plugs.AssignCurrentUser do
test "assign current_user" do
user =
- @user
- |> Repo.insert!()
+ User
+ |> Factory.insert()
|> Map.put(:permissions, %{})
- token = Repo.insert!(Map.put(@token, :user_id, user.id))
+ token = Factory.insert(AccessToken, user_id: user.id)
assigned_user =
token.token
diff --git a/test/plugs/movement_context_parser_test.exs b/test/plugs/movement_context_parser_test.exs
index 0e44eacd..b22efb3a 100644
--- a/test/plugs/movement_context_parser_test.exs
+++ b/test/plugs/movement_context_parser_test.exs
@@ -30,16 +30,15 @@ defmodule AccentTest.Plugs.MovementContextParser do
%Plug.Upload{content_type: "text/plain", filename: "unicode.strings", path: "test/support/invalid_unicode.strings"}
end
- @user %User{email: "test@test.com"}
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
revision = project |> Repo.preload(:revisions) |> Map.get(:revisions) |> hd()
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "json")
{:ok, [project: project, document: document, revision: revision, language: language, user: user]}
end
diff --git a/test/scopes/translation_test.exs b/test/scopes/translation_test.exs
index b846b683..36b29d6c 100644
--- a/test/scopes/translation_test.exs
+++ b/test/scopes/translation_test.exs
@@ -5,21 +5,20 @@ defmodule AccentTest.Scopes.Translation do
alias Accent.Document
alias Accent.Operation
alias Accent.Project
- alias Accent.Repo
alias Accent.Scopes.Translation, as: Scope
alias Accent.Translation
doctest Accent.Scopes.Translation
setup do
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ project = Factory.insert(Project)
{:ok, [project: project]}
end
describe "parse_added_last_sync/3" do
test "existing sync", %{project: project} do
- sync = Repo.insert!(%Operation{project: project, action: "sync"})
+ sync = Factory.insert(Operation, project_id: project.id, action: "sync")
query = Scope.parse_added_last_sync(Translation, true, project.id, nil)
@@ -28,9 +27,9 @@ defmodule AccentTest.Scopes.Translation do
end
test "existing sync with document", %{project: project} do
- document = Repo.insert!(%Document{project_id: project.id, path: "my-test", format: "xliff_1_2"})
- sync = Repo.insert!(%Operation{project: project, action: "sync", document: document})
- _other_sync = Repo.insert!(%Operation{project: project, action: "sync"})
+ document = Factory.insert(Document, project_id: project.id, path: "my-test", format: "xliff_1_2")
+ sync = Factory.insert(Operation, project_id: project.id, action: "sync", document_id: document.id)
+ _other_sync = Factory.insert(Operation, project_id: project.id, action: "sync")
query = Scope.parse_added_last_sync(Translation, true, project.id, document.id)
@@ -39,9 +38,14 @@ defmodule AccentTest.Scopes.Translation do
end
test "many sync", %{project: project} do
- _ = Repo.insert!(%Operation{project: project, action: "sync", inserted_at: ~U[2018-01-02T00:00:00.000000Z]})
- sync = Repo.insert!(%Operation{project: project, action: "sync", inserted_at: ~U[2018-01-03T00:00:00.000000Z]})
- _ = Repo.insert!(%Operation{project: project, action: "sync", inserted_at: ~U[2018-01-01T00:00:00.000000Z]})
+ _ =
+ Factory.insert(Operation, project_id: project.id, action: "sync", inserted_at: ~U[2018-01-02T00:00:00.000000Z])
+
+ sync =
+ Factory.insert(Operation, project_id: project.id, action: "sync", inserted_at: ~U[2018-01-03T00:00:00.000000Z])
+
+ _ =
+ Factory.insert(Operation, project_id: project.id, action: "sync", inserted_at: ~U[2018-01-01T00:00:00.000000Z])
query = Scope.parse_added_last_sync(Translation, true, project.id, nil)
diff --git a/test/scopes/version_test.exs b/test/scopes/version_test.exs
index afc0ce45..7b804403 100644
--- a/test/scopes/version_test.exs
+++ b/test/scopes/version_test.exs
@@ -16,12 +16,12 @@ defmodule AccentTest.Scopes.Version do
end
defp insert_version(tag, project, user) do
- Repo.insert!(%Version{name: "foo", tag: tag, project_id: project.id, user_id: user.id})
+ Factory.insert(Version, name: "foo", tag: tag, project_id: project.id, user_id: user.id)
end
setup do
- user = Repo.insert!(%User{email: "test@test.com"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User, email: "test@test.com")
+ project = Factory.insert(Project)
{:ok, [user: user, project: project]}
end
diff --git a/test/services/collaborator_creator_test.exs b/test/services/collaborator_creator_test.exs
index 2121782f..f7528d3a 100644
--- a/test/services/collaborator_creator_test.exs
+++ b/test/services/collaborator_creator_test.exs
@@ -5,58 +5,56 @@ defmodule AccentTest.CollaboratorCreator do
alias Accent.Collaborator
alias Accent.CollaboratorCreator
alias Accent.Project
- alias Accent.Repo
alias Accent.User
+ @email Faker.Internet.email()
+
test "create unknown email" do
- email = "test@test.com"
- project = Repo.insert!(%Project{main_color: "#f00", name: "com"})
- assigner = Repo.insert!(%User{email: "lol@test.com"})
+ project = Factory.insert(Project)
+ assigner = Factory.insert(User)
role = "admin"
{:ok, collaborator} =
CollaboratorCreator.create(%{
- "email" => email,
+ "email" => @email,
"assigner_id" => assigner.id,
"role" => role,
"project_id" => project.id
})
- assert collaborator.email === email
+ assert collaborator.email === @email
assert collaborator.assigner_id === assigner.id
assert collaborator.role === role
end
test "create known email" do
- email = "test@test.com"
- project = Repo.insert!(%Project{main_color: "#f00", name: "com"})
- user = Repo.insert!(%User{email: email})
- assigner = Repo.insert!(%User{email: "lol@test.com"})
+ project = Factory.insert(Project)
+ user = Factory.insert(User, email: @email)
+ assigner = Factory.insert(User)
role = "admin"
{:ok, collaborator} =
CollaboratorCreator.create(%{
- "email" => email,
+ "email" => @email,
"assigner_id" => assigner.id,
"role" => role,
"project_id" => project.id
})
- assert collaborator.email === email
+ assert collaborator.email === @email
assert collaborator.user_id === user.id
assert collaborator.assigner_id === assigner.id
assert collaborator.role === role
end
test "create invalid role" do
- email = "test@test.com"
- project = Repo.insert!(%Project{main_color: "#f00", name: "com"})
- assigner = Repo.insert!(%User{email: "lol@test.com"})
+ project = Factory.insert(Project)
+ assigner = Factory.insert(User)
role = "test123"
{:error, collaborator} =
CollaboratorCreator.create(%{
- "email" => email,
+ "email" => @email,
"assigner_id" => assigner.id,
"role" => role,
"project_id" => project.id
@@ -70,8 +68,8 @@ defmodule AccentTest.CollaboratorCreator do
test "create with insensitive email" do
email = "TEST@test.com"
- project = Repo.insert!(%Project{main_color: "#f00", name: "com"})
- assigner = Repo.insert!(%User{email: "lol@test.com"})
+ project = Factory.insert(Project)
+ assigner = Factory.insert(User)
role = "admin"
{:ok, collaborator} =
@@ -86,32 +84,30 @@ defmodule AccentTest.CollaboratorCreator do
end
test "create with leading and trailing spaces in email" do
- email = " test@test.com "
- project = Repo.insert!(%Project{main_color: "#f00", name: "com"})
- assigner = Repo.insert!(%User{email: "lol@test.com"})
+ project = Factory.insert(Project)
+ assigner = Factory.insert(User)
role = "admin"
{:ok, collaborator} =
CollaboratorCreator.create(%{
- "email" => email,
+ "email" => " #{@email} ",
"assigner_id" => assigner.id,
"role" => role,
"project_id" => project.id
})
- assert collaborator.email === "test@test.com"
+ assert collaborator.email === @email
end
test "cannot create with already used email for project" do
- email = "test@test.com"
- project = Repo.insert!(%Project{main_color: "#f00", name: "com"})
- assigner = Repo.insert!(%User{email: "lol@test.com"})
+ project = Factory.insert(Project)
+ assigner = Factory.insert(User)
role = "admin"
- Repo.insert!(%Collaborator{email: email, assigner_id: assigner.id, role: role, project_id: project.id})
+ Factory.insert(Collaborator, email: @email, assigner_id: assigner.id, role: role, project_id: project.id)
{:error, changeset} =
CollaboratorCreator.create(%{
- "email" => email,
+ "email" => @email,
"assigner_id" => assigner.id,
"role" => role,
"project_id" => project.id
diff --git a/test/services/collaborator_normalizer_test.exs b/test/services/collaborator_normalizer_test.exs
index 34a82707..ad4bcba2 100644
--- a/test/services/collaborator_normalizer_test.exs
+++ b/test/services/collaborator_normalizer_test.exs
@@ -9,15 +9,32 @@ defmodule AccentTest.CollaboratorNormalizer do
alias Accent.Repo
alias Accent.User
alias Accent.UserRemote.CollaboratorNormalizer
+ alias Faker.Internet
test "create with many collaborations" do
- project = Repo.insert!(%Project{main_color: "#f00", name: "Ha"})
- project2 = Repo.insert!(%Project{main_color: "#f00", name: "Oh"})
- assigner = Repo.insert!(%User{email: "assigner@test.com"})
+ project = Factory.insert(Project)
+ project2 = Factory.insert(Project)
+ assigner = Factory.insert(User)
collaborators = [
- %Collaborator{role: "admin", project_id: project.id, assigner_id: assigner.id},
- %Collaborator{role: "developer", project_id: project2.id, assigner_id: assigner.id}
+ struct!(
+ Collaborator,
+ Factory.build(Collaborator,
+ email: Internet.email(),
+ role: "admin",
+ project_id: project.id,
+ assigner_id: assigner.id
+ )
+ ),
+ struct!(
+ Collaborator,
+ Factory.build(Collaborator,
+ email: Internet.email(),
+ role: "developer",
+ project_id: project2.id,
+ assigner_id: assigner.id
+ )
+ )
]
collaborator_ids =
@@ -26,7 +43,7 @@ defmodule AccentTest.CollaboratorNormalizer do
|> Enum.map(&Repo.insert!/1)
|> Enum.map(&Map.get(&1, :id))
- new_user = Repo.insert!(%User{email: "test@test.com"})
+ new_user = Factory.insert(User, email: "test@test.com")
%User{} = CollaboratorNormalizer.normalize(new_user)
@@ -36,13 +53,29 @@ defmodule AccentTest.CollaboratorNormalizer do
end
test "create with case insensitive email" do
- project = Repo.insert!(%Project{main_color: "#f00", name: "Ha"})
- project2 = Repo.insert!(%Project{main_color: "#f00", name: "Oh"})
- assigner = Repo.insert!(%User{email: "assigner@test.com"})
+ project = Factory.insert(Project)
+ project2 = Factory.insert(Project)
+ assigner = Factory.insert(User)
collaborators = [
- %Collaborator{role: "admin", project_id: project.id, assigner_id: assigner.id},
- %Collaborator{role: "developer", project_id: project2.id, assigner_id: assigner.id}
+ struct!(
+ Collaborator,
+ Factory.build(Collaborator,
+ email: Internet.email(),
+ role: "admin",
+ project_id: project.id,
+ assigner_id: assigner.id
+ )
+ ),
+ struct!(
+ Collaborator,
+ Factory.build(Collaborator,
+ email: Internet.email(),
+ role: "developer",
+ project_id: project2.id,
+ assigner_id: assigner.id
+ )
+ )
]
collaborator_ids =
@@ -51,7 +84,7 @@ defmodule AccentTest.CollaboratorNormalizer do
|> Enum.map(&Repo.insert!/1)
|> Enum.map(&Map.get(&1, :id))
- new_user = Repo.insert!(%User{email: "Test@test.com"})
+ new_user = Factory.insert(User, email: "Test@test.com")
%User{} = CollaboratorNormalizer.normalize(new_user)
@@ -61,7 +94,7 @@ defmodule AccentTest.CollaboratorNormalizer do
end
test "create without collaborations" do
- new_user = Repo.insert!(%User{email: "Test@test.com"})
+ new_user = Factory.insert(User, email: "Test@test.com")
%User{} = CollaboratorNormalizer.normalize(new_user)
diff --git a/test/services/collaborator_updater_test.exs b/test/services/collaborator_updater_test.exs
index 7bfa90d2..bc6efde0 100644
--- a/test/services/collaborator_updater_test.exs
+++ b/test/services/collaborator_updater_test.exs
@@ -5,20 +5,20 @@ defmodule AccentTest.CollaboratorUpdater do
alias Accent.Collaborator
alias Accent.CollaboratorUpdater
alias Accent.Project
- alias Accent.Repo
alias Accent.User
test "update" do
- email = "test@test.com"
- project = Repo.insert!(%Project{main_color: "#f00", name: "com"})
- assigner = Repo.insert!(%User{email: "lol@test.com"})
+ project = Factory.insert(Project)
+ assigner = Factory.insert(User)
role = "admin"
- collaborator = Repo.insert!(%Collaborator{role: role, assigner: assigner, project: project, email: email})
+
+ collaborator =
+ Factory.insert(Collaborator, role: role, assigner_id: assigner.id, project_id: project.id, email: assigner.email)
{:ok, updated_collaborator} = CollaboratorUpdater.update(collaborator, %{"role" => "reviewer"})
assert updated_collaborator.email === collaborator.email
- assert updated_collaborator.assigner_id === collaborator.assigner.id
+ assert updated_collaborator.assigner_id === collaborator.assigner_id
assert updated_collaborator.role === "reviewer"
end
end
diff --git a/test/services/integration_manager_test.exs b/test/services/integration_manager_test.exs
index 2f3f18b6..806540e9 100644
--- a/test/services/integration_manager_test.exs
+++ b/test/services/integration_manager_test.exs
@@ -1,6 +1,6 @@
defmodule AccentTest.IntegrationManager do
@moduledoc false
- use Accent.RepoCase, async: true
+ use Accent.RepoCase, async: false
import Mock
@@ -17,11 +17,19 @@ defmodule AccentTest.IntegrationManager do
describe "execute" do
setup do
- project = Repo.insert!(%Project{main_color: "red", name: "com"})
- user = Repo.insert!(%User{email: "test@test.com"})
- language = Repo.insert!(%Language{slug: "fr-custom", name: "Fr"})
- revision = Repo.insert!(%Revision{project: project, language: language})
- document = Repo.insert!(%Document{project: project, path: "foo", format: "gettext"})
+ project = Factory.insert(Project)
+ user = Factory.insert(User)
+ language = Factory.insert(Language, slug: "fr-custom")
+
+ revision =
+ Factory.insert(Revision,
+ master: true,
+ master_revision_id: nil,
+ project_id: project.id,
+ language_id: language.id
+ )
+
+ document = Factory.insert(Document, project_id: project.id, path: "foo", format: "gettext")
{:ok, [project: project, user: user, language: language, revision: revision, document: document]}
end
@@ -32,30 +40,30 @@ defmodule AccentTest.IntegrationManager do
document: document,
project: project
} do
- version = Repo.insert!(%Version{project: project, tag: "1.2.45", name: "vNext", user: user})
+ version = Factory.insert(Version, project_id: project.id, tag: "1.2.45", name: "vNext", user_id: user.id)
- Repo.insert!(%Translation{
- revision: revision,
- document: document,
+ Factory.insert(Translation,
+ revision_id: revision.id,
+ document_id: document.id,
key: "key",
corrected_text: "value latest"
- })
+ )
- Repo.insert!(%Translation{
- revision: revision,
- version: version,
- document: document,
+ Factory.insert(Translation,
+ revision_id: revision.id,
+ version_id: version.id,
+ document_id: document.id,
key: "key",
corrected_text: "value v1.2.45"
- })
+ )
integration =
- Repo.insert!(%Integration{
- project: project,
- user: user,
+ Factory.insert(Integration,
+ project_id: project.id,
+ user_id: user.id,
service: "azure_storage_container",
data: %{azure_storage_container_sas: "http://azure.blob.test/container?sas=1234"}
- })
+ )
with_mock HTTPoison,
put: fn url, {:file, file}, headers ->
@@ -87,15 +95,20 @@ defmodule AccentTest.IntegrationManager do
document: document,
project: project
} do
- Repo.insert!(%Translation{revision: revision, document: document, key: "key", corrected_text: "value"})
+ Factory.insert(Translation,
+ revision_id: revision.id,
+ document_id: document.id,
+ key: "key",
+ corrected_text: "value"
+ )
integration =
- Repo.insert!(%Integration{
- project: project,
- user: user,
+ Factory.insert(Integration,
+ project_id: project.id,
+ user_id: user.id,
service: "azure_storage_container",
data: %{azure_storage_container_sas: "http://azure.blob.test/container?sas=1234"}
- })
+ )
with_mock HTTPoison,
put: fn url, body, headers ->
diff --git a/test/services/operation_batcher_test.exs b/test/services/operation_batcher_test.exs
index ab2d4ad9..4e16527f 100644
--- a/test/services/operation_batcher_test.exs
+++ b/test/services/operation_batcher_test.exs
@@ -12,44 +12,43 @@ defmodule AccentTest.OperationBatcher do
alias Accent.User
setup do
- user = Repo.insert!(%User{})
- revision = Repo.insert!(%Revision{})
-
- translation_one =
- Repo.insert!(%Translation{key: "a", conflicted: true, revision_id: revision.id, revision: revision})
-
- translation_two =
- Repo.insert!(%Translation{key: "b", conflicted: true, revision_id: revision.id, revision: revision})
+ user = Factory.insert(User)
+ revision = Factory.insert(Revision)
+ translation_one = Factory.insert(Translation, key: "a", conflicted: true, revision_id: revision.id)
+ translation_two = Factory.insert(Translation, key: "b", conflicted: true, revision_id: revision.id)
[user: user, revision: revision, translations: [translation_one, translation_two]]
end
test "create batch with close operations", %{user: user, revision: revision, translations: [translation_one, _]} do
operations =
- [
- %Operation{
- action: "correct_conflict",
- key: "a",
- text: "B",
- translation_id: translation_one.id,
- user_id: user.id,
- revision_id: revision.id,
- inserted_at: DateTime.utc_now()
- }
- ]
- |> Enum.map(&Repo.insert!/1)
- |> Enum.map(&Map.get(&1, :id))
+ Enum.map(
+ [
+ Factory.insert(Operation,
+ action: "correct_conflict",
+ key: "a",
+ text: "B",
+ translation_id: translation_one.id,
+ user_id: user.id,
+ revision_id: revision.id,
+ project_id: revision.project_id,
+ inserted_at: DateTime.utc_now()
+ )
+ ],
+ &Map.get(&1, :id)
+ )
operation =
- Repo.insert!(%Operation{
+ Factory.insert(Operation,
action: "correct_conflict",
key: "a",
- text: "B",
+ text: "C",
translation_id: translation_one.id,
user_id: user.id,
revision_id: revision.id,
+ project_id: revision.project_id,
inserted_at: DateTime.utc_now()
- })
+ )
batch_responses = OperationBatcher.batch(operation)
@@ -74,58 +73,63 @@ defmodule AccentTest.OperationBatcher do
translations: [translation_one, translation_two]
} do
batch_operation =
- Repo.insert!(%Operation{
+ Factory.insert(Operation,
action: "batch_correct_conflict",
user_id: user.id,
revision_id: revision.id,
+ project_id: revision.project_id,
stats: [%{"count" => 2, "action" => "correct_conflict"}],
inserted_at:
DateTime.utc_now()
|> DateTime.to_naive()
|> NaiveDateTime.add(-960, :second)
|> DateTime.from_naive!("Etc/UTC")
- })
+ )
operations =
- [
- %Operation{
- action: "correct_conflict",
- key: "a",
- text: "B",
- translation_id: translation_one.id,
- user_id: user.id,
- revision_id: revision.id,
- batch_operation_id: batch_operation.id,
- inserted_at:
- DateTime.utc_now()
- |> DateTime.to_naive()
- |> NaiveDateTime.add(-960, :second)
- |> DateTime.from_naive!("Etc/UTC")
- },
- %Operation{
- action: "correct_conflict",
- key: "b",
- text: "C",
- translation_id: translation_two.id,
- user_id: user.id,
- revision_id: revision.id,
- batch_operation_id: batch_operation.id,
- inserted_at: DateTime.utc_now()
- }
- ]
- |> Enum.map(&Repo.insert!/1)
- |> Enum.map(&Map.get(&1, :id))
+ Enum.map(
+ [
+ Factory.insert(Operation,
+ action: "correct_conflict",
+ key: "a",
+ text: "B",
+ translation_id: translation_one.id,
+ user_id: user.id,
+ revision_id: revision.id,
+ project_id: revision.project_id,
+ batch_operation_id: batch_operation.id,
+ inserted_at:
+ DateTime.utc_now()
+ |> DateTime.to_naive()
+ |> NaiveDateTime.add(-960, :second)
+ |> DateTime.from_naive!("Etc/UTC")
+ ),
+ Factory.insert(Operation,
+ action: "correct_conflict",
+ key: "b",
+ text: "C",
+ translation_id: translation_two.id,
+ user_id: user.id,
+ revision_id: revision.id,
+ project_id: revision.project_id,
+ batch_operation_id: batch_operation.id,
+ inserted_at: DateTime.utc_now()
+ )
+ ],
+ &Map.get(&1, :id)
+ )
operation =
- Repo.insert!(%Operation{
+ Factory.insert(Operation,
action: "correct_conflict",
key: "a",
text: "B",
translation_id: translation_one.id,
user_id: user.id,
revision_id: revision.id,
+ project_id: revision.project_id,
inserted_at: DateTime.utc_now()
- })
+ )
batch_responses = Accent.OperationBatcher.batch(operation)
@@ -158,6 +162,7 @@ defmodule AccentTest.OperationBatcher do
translation_id: translation_one.id,
user_id: user.id,
revision_id: revision.id,
+ project_id: revision.project_id,
inserted_at:
DateTime.utc_now()
|> DateTime.to_naive()
@@ -171,6 +176,7 @@ defmodule AccentTest.OperationBatcher do
translation_id: translation_two.id,
user_id: user.id,
revision_id: revision.id,
+ project_id: revision.project_id,
inserted_at:
DateTime.utc_now()
|> DateTime.to_naive()
@@ -182,15 +188,16 @@ defmodule AccentTest.OperationBatcher do
|> Enum.map(&Map.get(&1, :id))
operation =
- Repo.insert!(%Operation{
+ Factory.insert(Operation,
action: "correct_conflict",
key: "a",
text: "B",
translation_id: translation_one.id,
user_id: user.id,
revision_id: revision.id,
+ project_id: revision.project_id,
inserted_at: DateTime.utc_now()
- })
+ )
batch_responses = Accent.OperationBatcher.batch(operation)
diff --git a/test/services/project_creator_test.exs b/test/services/project_creator_test.exs
index 7f15e29f..5c7a55a6 100644
--- a/test/services/project_creator_test.exs
+++ b/test/services/project_creator_test.exs
@@ -10,8 +10,8 @@ defmodule AccentTest.ProjectCreator do
require Ecto.Query
test "create with language and user" do
- language = Repo.insert!(%Language{name: "french"})
- user = Repo.insert!(%User{email: "lol@test.com"})
+ language = Factory.insert(Language)
+ user = Factory.insert(User)
params = %{"main_color" => "#f00", "name" => "OK", "language_id" => language.id}
{:ok, project} = ProjectCreator.create(params: params, user: user)
@@ -23,8 +23,8 @@ defmodule AccentTest.ProjectCreator do
end
test "create owner collaborator" do
- language = Repo.insert!(%Language{name: "french"})
- user = Repo.insert!(%User{email: "lol@test.com"})
+ language = Factory.insert(Language)
+ user = Factory.insert(User)
params = %{"main_color" => "#f00", "name" => "OK", "language_id" => language.id}
{:ok, project} = ProjectCreator.create(params: params, user: user)
@@ -34,8 +34,8 @@ defmodule AccentTest.ProjectCreator do
end
test "create bot collaborator" do
- language = Repo.insert!(%Language{name: "french"})
- user = Repo.insert!(%User{email: "lol@test.com"})
+ language = Factory.insert(Language)
+ user = Factory.insert(User)
params = %{"main_color" => "#f00", "name" => "OK", "language_id" => language.id}
{:ok, project} = ProjectCreator.create(params: params, user: user)
diff --git a/test/services/project_deleter_test.exs b/test/services/project_deleter_test.exs
index 5876ff71..50ae1f82 100644
--- a/test/services/project_deleter_test.exs
+++ b/test/services/project_deleter_test.exs
@@ -11,13 +11,13 @@ defmodule AccentTest.ProjectDeleter do
alias Accent.Revision
test "delete collaborators and operations" do
- project = Repo.insert!(%Project{main_color: "#f00", name: "french"})
- language = Repo.insert!(%Language{slug: "foo", name: "foo"})
- revision = Repo.insert!(%Revision{language_id: language.id, project_id: project.id})
- collaborator = Repo.insert!(%Collaborator{project_id: project.id, role: "reviewer"})
+ project = Factory.insert(Project)
+ language = Factory.insert(Language)
+ revision = Factory.insert(Revision, language_id: language.id, project_id: project.id)
+ collaborator = Factory.insert(Collaborator, project_id: project.id, role: "reviewer")
- Repo.insert!(%Operation{project_id: project.id, action: "sync"})
- Repo.insert!(%Operation{revision_id: revision.id, action: "merge"})
+ Factory.insert(Operation, project_id: project.id, action: "sync")
+ Factory.insert(Operation, project_id: project.id, revision_id: revision.id, action: "merge")
assert project
|> Ecto.assoc(:all_collaborators)
diff --git a/test/services/revision_deleter_test.exs b/test/services/revision_deleter_test.exs
index c808c5d2..901b3ce9 100644
--- a/test/services/revision_deleter_test.exs
+++ b/test/services/revision_deleter_test.exs
@@ -11,19 +11,19 @@ defmodule AccentTest.RevisionDeleter do
alias Accent.Translation
setup do
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
- french_language = Repo.insert!(%Language{name: "french"})
- english_language = Repo.insert!(%Language{name: "english"})
+ project = Factory.insert(Project)
+ french_language = Factory.insert(Language)
+ english_language = Factory.insert(Language)
- master_revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ master_revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
slave_revision =
- Repo.insert!(%Revision{
+ Factory.insert(Revision,
language_id: english_language.id,
project_id: project.id,
master: false,
master_revision_id: master_revision.id
- })
+ )
{:ok, [master_revision: master_revision, slave_revision: slave_revision]}
end
@@ -41,7 +41,7 @@ defmodule AccentTest.RevisionDeleter do
end
test "delete operations", %{slave_revision: revision} do
- operation = Repo.insert!(%Operation{action: "new", key: "a", revision_id: revision.id})
+ operation = Factory.insert(Operation, action: "new", key: "a", revision_id: revision.id)
Accent.Revisions.DeleteWorker.perform(%Oban.Job{args: %{"revision_id" => revision.id}})
@@ -49,7 +49,7 @@ defmodule AccentTest.RevisionDeleter do
end
test "delete translations", %{slave_revision: revision} do
- translation = Repo.insert!(%Translation{key: "a", revision_id: revision.id})
+ translation = Factory.insert(Translation, key: "a", revision_id: revision.id)
Accent.Revisions.DeleteWorker.perform(%Oban.Job{args: %{"revision_id" => revision.id}})
diff --git a/test/services/revision_master_promoter_test.exs b/test/services/revision_master_promoter_test.exs
index edbaac0c..1473788e 100644
--- a/test/services/revision_master_promoter_test.exs
+++ b/test/services/revision_master_promoter_test.exs
@@ -9,19 +9,19 @@ defmodule AccentTest.RevisionMasterPromoter do
alias Accent.RevisionManager
setup do
- french_language = Repo.insert!(%Language{name: "french"})
- english_language = Repo.insert!(%Language{name: "english"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ french_language = Factory.insert(Language)
+ english_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- master_revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ master_revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
slave_revision =
- Repo.insert!(%Revision{
+ Factory.insert(Revision,
language_id: english_language.id,
project_id: project.id,
master: false,
master_revision_id: master_revision.id
- })
+ )
{:ok, [master_revision: master_revision, slave_revision: slave_revision]}
end
diff --git a/test/services/translations_renderer_test.exs b/test/services/translations_renderer_test.exs
index cc977e72..e2c87e89 100644
--- a/test/services/translations_renderer_test.exs
+++ b/test/services/translations_renderer_test.exs
@@ -10,11 +10,9 @@ defmodule AccentTest.TranslationsRenderer do
alias Accent.TranslationsRenderer
alias Accent.User
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- language = Repo.insert!(%Language{name: "English", slug: Ecto.UUID.generate()})
+ user = Factory.insert(User)
+ language = Factory.insert(Language)
{:ok, project} =
ProjectCreator.create(params: %{main_color: "#f00", name: "My project", language_id: language.id}, user: user)
@@ -30,16 +28,16 @@ defmodule AccentTest.TranslationsRenderer do
end
test "render json with filename", %{project: project, revision: revision} do
- document = Repo.insert!(%Document{project_id: project.id, path: "my-test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "my-test", format: "json")
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "B",
corrected_text: "A",
revision_id: revision.id,
document_id: document.id
- })
+ )
%{render: render} =
TranslationsRenderer.render_translations(%{
@@ -60,28 +58,25 @@ defmodule AccentTest.TranslationsRenderer do
end
test "render json with runtime error", %{project: project, revision: revision} do
- document = Repo.insert!(%Document{project_id: project.id, path: "my-test", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "my-test", format: "json")
translations =
- Enum.map(
- [
- %Translation{
- key: "a.nested.foo",
- proposed_text: "B",
- corrected_text: "A",
- revision_id: revision.id,
- document_id: document.id
- },
- %Translation{
- key: "a.nested",
- proposed_text: "C",
- corrected_text: "D",
- revision_id: revision.id,
- document_id: document.id
- }
- ],
- &Repo.insert!/1
- )
+ [
+ Factory.insert(Translation,
+ key: "a.nested.foo",
+ proposed_text: "B",
+ corrected_text: "A",
+ revision_id: revision.id,
+ document_id: document.id
+ ),
+ Factory.insert(Translation,
+ key: "a.nested",
+ proposed_text: "C",
+ corrected_text: "D",
+ revision_id: revision.id,
+ document_id: document.id
+ )
+ ]
%{render: render} =
TranslationsRenderer.render_translations(%{
@@ -97,16 +92,16 @@ defmodule AccentTest.TranslationsRenderer do
if Langue.Formatter.Rails.enabled?() do
test "render rails with locale", %{project: project, revision: revision} do
- document = Repo.insert!(%Document{project_id: project.id, path: "my-test", format: "rails_yml"})
+ document = Factory.insert(Document, project_id: project.id, path: "my-test", format: "rails_yml")
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
corrected_text: "A",
revision_id: revision.id,
document_id: document.id
- })
+ )
%{render: render} =
TranslationsRenderer.render_translations(%{
@@ -128,16 +123,16 @@ defmodule AccentTest.TranslationsRenderer do
test "render xliff and revision overrides on source revision", %{project: project, revision: revision} do
revision = Repo.update!(Ecto.Changeset.change(revision, %{slug: "testtest"}))
- document = Repo.insert!(%Document{project_id: project.id, path: "my-test", format: "xliff_1_2"})
+ document = Factory.insert(Document, project_id: project.id, path: "my-test", format: "xliff_1_2")
translation =
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
key: "a",
proposed_text: "A",
corrected_text: "A",
revision_id: revision.id,
document_id: document.id
- })
+ )
%{render: render} =
TranslationsRenderer.render_translations(%{
diff --git a/test/support/channel_case.ex b/test/support/channel_case.ex
index 89e330d0..bfbb4444 100644
--- a/test/support/channel_case.ex
+++ b/test/support/channel_case.ex
@@ -12,6 +12,8 @@ defmodule Accent.ChannelCase do
# Import conveniences for testing with connections
import Phoenix.ChannelTest
+ alias Accent.Factory
+
# The default endpoint for testing
@endpoint Endpoint
diff --git a/test/support/conn_case.ex b/test/support/conn_case.ex
index ed4c54ac..4661b37b 100644
--- a/test/support/conn_case.ex
+++ b/test/support/conn_case.ex
@@ -16,8 +16,6 @@ defmodule Accent.ConnCase do
use ExUnit.CaseTemplate
alias Accent.Endpoint
- alias Accent.Repo
- alias Ecto.Adapters.SQL.Sandbox
alias Phoenix.ConnTest
using do
@@ -29,18 +27,21 @@ defmodule Accent.ConnCase do
import Phoenix.ConnTest
import Plug.Conn
+ alias Accent.Factory
+
# The default endpoint for testing
@endpoint Endpoint
end
end
setup tags do
- :ok = Sandbox.checkout(Repo)
-
- unless tags[:async] do
- Sandbox.mode(Repo, {:shared, self()})
- end
+ setup_sandbox(tags)
{:ok, conn: ConnTest.build_conn()}
end
+
+ def setup_sandbox(tags) do
+ pid = Ecto.Adapters.SQL.Sandbox.start_owner!(Accent.Repo, shared: not tags[:async])
+ on_exit(fn -> Ecto.Adapters.SQL.Sandbox.stop_owner(pid) end)
+ end
end
diff --git a/test/support/factory.ex b/test/support/factory.ex
new file mode 100644
index 00000000..d2cfe3d6
--- /dev/null
+++ b/test/support/factory.ex
@@ -0,0 +1,48 @@
+defmodule Accent.Factory do
+ @moduledoc false
+ use Factori,
+ repo: Accent.Repo,
+ mappings: [
+ Accent.Factory.Mappings.Document,
+ Accent.Factory.Mappings.Operation,
+ Accent.Factory.Mappings.Translation,
+ Accent.Factory.Mappings.Project,
+ Factori.Mapping.Embed,
+ Factori.Mapping.Enum,
+ Factori.Mapping.Faker
+ ]
+
+ defmodule Mappings do
+ @moduledoc false
+ defmodule Project do
+ @moduledoc false
+ @behaviour Factori.Mapping
+
+ def match(%{table_name: "projects", name: :locked_file_operations}), do: false
+ end
+
+ defmodule Document do
+ @moduledoc false
+ @behaviour Factori.Mapping
+
+ def match(%{table_name: "documents", name: :format}), do: "json"
+ def match(%{table_name: "documents", name: :path}), do: "translations"
+ end
+
+ defmodule Operation do
+ @moduledoc false
+ @behaviour Factori.Mapping
+
+ def match(%{table_name: "operations", name: :rollbacked}), do: false
+ def match(%{table_name: "operations", name: :batch}), do: false
+ end
+
+ defmodule Translation do
+ @moduledoc false
+ @behaviour Factori.Mapping
+
+ def match(%{table_name: "translations", name: :locked}), do: false
+ def match(%{table_name: "translations", name: :removed}), do: false
+ end
+ end
+end
diff --git a/test/support/repo_case.ex b/test/support/repo_case.ex
index 445e6fc6..f955d58d 100644
--- a/test/support/repo_case.ex
+++ b/test/support/repo_case.ex
@@ -6,6 +6,8 @@ defmodule Accent.RepoCase do
quote do
use Oban.Testing, repo: Accent.Repo
+ alias Accent.Factory
+
def to_worker_args(struct) do
struct
|> Jason.encode!()
@@ -15,12 +17,13 @@ defmodule Accent.RepoCase do
end
setup tags do
- :ok = Ecto.Adapters.SQL.Sandbox.checkout(Accent.Repo)
-
- unless tags[:async] do
- Ecto.Adapters.SQL.Sandbox.mode(Accent.Repo, {:shared, self()})
- end
+ setup_sandbox(tags)
:ok
end
+
+ def setup_sandbox(tags) do
+ pid = Ecto.Adapters.SQL.Sandbox.start_owner!(Accent.Repo, shared: not tags[:async])
+ on_exit(fn -> Ecto.Adapters.SQL.Sandbox.stop_owner(pid) end)
+ end
end
diff --git a/test/test_helper.exs b/test/test_helper.exs
index aec5171a..12ed268a 100644
--- a/test/test_helper.exs
+++ b/test/test_helper.exs
@@ -1,3 +1,5 @@
+alias Ecto.Adapters.SQL.Sandbox
+
defmodule Accent.FormatterTestHelper do
@moduledoc false
def test_parse(variant, parser) do
@@ -50,4 +52,9 @@ defmodule Langue.Expectation.Case do
end
ExUnit.start()
-Ecto.Adapters.SQL.Sandbox.mode(Accent.Repo, :manual)
+
+Sandbox.checkout(Accent.Repo)
+Accent.Factory.bootstrap()
+Sandbox.checkin(Accent.Repo)
+
+Sandbox.mode(Accent.Repo, :manual)
diff --git a/test/web/channels/project_channel_test.exs b/test/web/channels/project_channel_test.exs
index 84e148ca..e4d504f1 100644
--- a/test/web/channels/project_channel_test.exs
+++ b/test/web/channels/project_channel_test.exs
@@ -5,15 +5,14 @@ defmodule AccentTest.ProjectChannel do
alias Accent.AccessToken
alias Accent.Collaborator
alias Accent.Project
- alias Accent.Repo
alias Accent.User
alias Accent.UserSocket
setup do
- user = Repo.insert!(%User{email: "test@test.com"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
- access_token = Repo.insert!(%AccessToken{user_id: user.id, token: "test-token"})
- Repo.insert!(%Collaborator{project_id: project.id, user_id: user.id, role: "admin"})
+ user = Factory.insert(User, email: "test@test.com")
+ project = Factory.insert(Project)
+ access_token = Factory.insert(AccessToken, user_id: user.id, token: "test-token")
+ Factory.insert(Collaborator, project_id: project.id, user_id: user.id, role: "admin")
socket = socket(UserSocket, "will-autenticated-user", %{})
{:ok, socket} = UserSocket.connect(%{"token" => "Bearer #{access_token.token}"}, socket)
@@ -33,8 +32,8 @@ defmodule AccentTest.ProjectChannel do
end
test "join with unauthorized user", %{project: project} do
- user = Repo.insert!(%User{email: "test2@test.com"})
- access_token = Repo.insert!(%AccessToken{user_id: user.id, token: "test-token-2"})
+ user = Factory.insert(User, email: "test2@test.com")
+ access_token = Factory.insert(AccessToken, user_id: user.id, token: "test-token-2")
socket = socket(UserSocket, "unauthorized-user", %{})
{:ok, socket} = UserSocket.connect(%{"token" => "Bearer #{access_token.token}"}, socket)
diff --git a/test/web/channels/user_socket_test.exs b/test/web/channels/user_socket_test.exs
index 83d174d0..1cb377b6 100644
--- a/test/web/channels/user_socket_test.exs
+++ b/test/web/channels/user_socket_test.exs
@@ -2,12 +2,11 @@ defmodule AccentTest.UserSocket do
use Accent.ChannelCase, async: true
alias Accent.AccessToken
- alias Accent.Repo
alias Accent.User
alias Accent.UserSocket
setup do
- user = Repo.insert!(%User{email: "test@test.com"})
+ user = Factory.insert(User, email: "test@test.com")
{:ok, user: user}
end
@@ -20,7 +19,7 @@ defmodule AccentTest.UserSocket do
end
test "connect with valid token", %{user: user} do
- access_token = Repo.insert!(%AccessToken{user_id: user.id, token: "test-token"})
+ access_token = Factory.insert(AccessToken, user_id: user.id, token: "test-token")
socket = socket(UserSocket, "nonautenticated-user", %{})
{:ok, socket} = UserSocket.connect(%{"token" => "Bearer #{access_token.token}"}, socket)
diff --git a/test/web/controllers/badge_controller_test.exs b/test/web/controllers/badge_controller_test.exs
index c847283d..ccc1710d 100644
--- a/test/web/controllers/badge_controller_test.exs
+++ b/test/web/controllers/badge_controller_test.exs
@@ -4,7 +4,6 @@ defmodule AccentTest.BadgeController do
import Mock
alias Accent.Project
- alias Accent.Repo
defp behave_like_valid_response(response) do
assert response.status == 200
@@ -14,7 +13,7 @@ defmodule AccentTest.BadgeController do
setup do
id = Ecto.UUID.generate()
- project = Repo.insert!(%Project{id: id, name: "project", main_color: "#f00"})
+ project = Factory.insert(Project, id: id, name: "project", main_color: "#f00")
badge_generate_mock = [generate: fn _, _ -> {:ok, ""} end]
{:ok, %{project: project, badge_generate_mock: badge_generate_mock}}
diff --git a/test/web/controllers/export_controller_test.exs b/test/web/controllers/export_controller_test.exs
index b7454a9b..5263fb54 100644
--- a/test/web/controllers/export_controller_test.exs
+++ b/test/web/controllers/export_controller_test.exs
@@ -4,34 +4,31 @@ defmodule AccentTest.ExportController do
alias Accent.Document
alias Accent.Language
alias Accent.Project
- alias Accent.Repo
alias Accent.Revision
alias Accent.Translation
alias Accent.User
alias Accent.Version
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
{:ok, [user: user, project: project, revision: revision, language: french_language]}
end
test "export inline", %{conn: conn, project: project, revision: revision, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id
- })
+ )
params = %{
inline_render: true,
@@ -53,15 +50,15 @@ defmodule AccentTest.ExportController do
end
test "export basic", %{conn: conn, project: project, revision: revision, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id
- })
+ )
params = %{
project_id: project.id,
@@ -82,8 +79,8 @@ defmodule AccentTest.ExportController do
end
test "export unknown language for the project", %{conn: conn, project: project} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
- language = Repo.insert!(%Language{name: "chinese", slug: Ecto.UUID.generate()})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
+ language = Factory.insert(Language)
params = %{
project_id: project.id,
@@ -98,24 +95,24 @@ defmodule AccentTest.ExportController do
end
test "export document", %{conn: conn, project: project, revision: revision, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
- other_document = Repo.insert!(%Document{project_id: project.id, path: "test3", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
+ other_document = Factory.insert(Document, project_id: project.id, path: "test3", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
corrected_text: "foo",
proposed_text: "foo",
document_id: other_document.id
- })
+ )
params = %{
project_id: project.id,
@@ -143,25 +140,25 @@ defmodule AccentTest.ExportController do
end
test "export version", %{conn: conn, user: user, project: project, revision: revision, language: language} do
- version = Repo.insert!(%Version{project_id: project.id, user_id: user.id, name: "Current", tag: "master"})
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ version = Factory.insert(Version, project_id: project.id, user_id: user.id, name: "Current", tag: "master")
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
corrected_text: "foo",
proposed_text: "foo",
document_id: document.id,
version_id: version.id
- })
+ )
params = %{
version: "master",
@@ -181,25 +178,25 @@ defmodule AccentTest.ExportController do
end
test "export without version", %{conn: conn, user: user, project: project, revision: revision, language: language} do
- version = Repo.insert!(%Version{project_id: project.id, user_id: user.id, name: "Current", tag: "master"})
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ version = Factory.insert(Version, project_id: project.id, user_id: user.id, name: "Current", tag: "master")
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
corrected_text: "foo",
proposed_text: "foo",
document_id: document.id,
version_id: version.id
- })
+ )
params = %{
project_id: project.id,
@@ -218,7 +215,7 @@ defmodule AccentTest.ExportController do
end
test "export with unknown version", %{conn: conn, project: project, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
params = %{
version: "foo",
@@ -234,23 +231,23 @@ defmodule AccentTest.ExportController do
end
test "export with order", %{conn: conn, project: project, revision: revision, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
corrected_text: "foo",
proposed_text: "foo",
document_id: document.id
- })
+ )
params = %{
order_by: "key",
@@ -271,25 +268,25 @@ defmodule AccentTest.ExportController do
end
test "export with default order", %{conn: conn, project: project, revision: revision, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id,
file_index: 2
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
corrected_text: "foo",
proposed_text: "foo",
document_id: document.id,
file_index: 1
- })
+ )
params = %{
order_by: "",
@@ -312,25 +309,25 @@ defmodule AccentTest.ExportController do
if Langue.Formatter.Rails.enabled?() do
test "export with language overrides", %{conn: conn, project: project, revision: revision} do
revision = Repo.update!(Ecto.Changeset.change(revision, %{slug: "testtest"}))
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "rails_yml"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "rails_yml")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id,
file_index: 2
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
corrected_text: "foo",
proposed_text: "foo",
document_id: document.id,
file_index: 1
- })
+ )
params = %{
order_by: "",
@@ -356,9 +353,9 @@ defmodule AccentTest.ExportController do
revision: revision,
language: language
} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test", format: "android_xml"})
+ document = Factory.insert(Document, project_id: project.id, path: "test", format: "android_xml")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "days.one",
corrected_text: "bar",
@@ -366,9 +363,9 @@ defmodule AccentTest.ExportController do
plural: true,
document_id: document.id,
file_index: 2
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "days.other",
corrected_text: "foo",
@@ -376,7 +373,7 @@ defmodule AccentTest.ExportController do
plural: true,
document_id: document.id,
file_index: 1
- })
+ )
params = %{
order_by: "",
diff --git a/test/web/controllers/export_jipt_controller_test.exs b/test/web/controllers/export_jipt_controller_test.exs
index c80ead15..2c71d4a5 100644
--- a/test/web/controllers/export_jipt_controller_test.exs
+++ b/test/web/controllers/export_jipt_controller_test.exs
@@ -4,33 +4,30 @@ defmodule AccentTest.ExportJIPTController do
alias Accent.Document
alias Accent.Language
alias Accent.Project
- alias Accent.Repo
alias Accent.Revision
alias Accent.Translation
alias Accent.User
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
{:ok, [user: user, project: project, revision: revision, language: french_language]}
end
test "export inline", %{conn: conn, project: project, revision: revision, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id
- })
+ )
params = %{
inline_render: true,
@@ -52,15 +49,15 @@ defmodule AccentTest.ExportJIPTController do
end
test "export basic", %{conn: conn, project: project, revision: revision, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id
- })
+ )
params = %{
project_id: project.id,
@@ -81,24 +78,24 @@ defmodule AccentTest.ExportJIPTController do
end
test "export document", %{conn: conn, project: project, revision: revision, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
- other_document = Repo.insert!(%Document{project_id: project.id, path: "test3", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
+ other_document = Factory.insert(Document, project_id: project.id, path: "test3", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
corrected_text: "foo",
proposed_text: "foo",
document_id: other_document.id
- })
+ )
params = %{
project_id: project.id,
@@ -129,25 +126,25 @@ defmodule AccentTest.ExportJIPTController do
if Langue.Formatter.Rails.enabled?() do
test "export with language overrides", %{conn: conn, project: project, revision: revision, language: language} do
revision = Repo.update!(Ecto.Changeset.change(revision, %{slug: "testtest"}))
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "rails_yml"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "rails_yml")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "ok",
corrected_text: "bar",
proposed_text: "bar",
document_id: document.id,
file_index: 2
- })
+ )
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
corrected_text: "foo",
proposed_text: "foo",
document_id: document.id,
file_index: 1
- })
+ )
params = %{
order_by: "",
diff --git a/test/web/controllers/format_controller_test.exs b/test/web/controllers/format_controller_test.exs
index 18246b82..7639d330 100644
--- a/test/web/controllers/format_controller_test.exs
+++ b/test/web/controllers/format_controller_test.exs
@@ -5,17 +5,14 @@ defmodule AccentTest.FormatController do
alias Accent.Document
alias Accent.Language
alias Accent.Project
- alias Accent.Repo
alias Accent.Revision
alias Accent.Translation
alias Accent.User
- @user %User{email: "test@test.com"}
-
setup do
- user = Repo.insert!(@user)
- access_token = Repo.insert!(%AccessToken{user_id: user.id, token: "test-token"})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ access_token = Factory.insert(AccessToken, user_id: user.id)
+ project = Factory.insert(Project)
{:ok, [user: user, project: project, access_token: access_token]}
end
@@ -74,8 +71,8 @@ defmodule AccentTest.FormatController do
end
test "format order_by same as export", %{conn: conn, project: project, access_token: access_token} do
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ french_language = Factory.insert(Language)
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
file = %Plug.Upload{
content_type: "application/json",
@@ -97,7 +94,7 @@ defmodule AccentTest.FormatController do
|> put_req_header("authorization", "Bearer #{access_token.token}")
|> post(format_path(conn, :format), body)
- document = Repo.insert!(%Document{project_id: project.id, path: "ordering", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "ordering", format: "json")
params = %{
order_by: "key",
@@ -110,13 +107,13 @@ defmodule AccentTest.FormatController do
content = Jason.decode!(File.read!(file.path))
for {key, value} <- content do
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: key,
corrected_text: value,
proposed_text: value,
document_id: document.id
- })
+ )
end
export_response =
diff --git a/test/web/controllers/lint_controller_test.exs b/test/web/controllers/lint_controller_test.exs
index ac390309..d6f164ba 100644
--- a/test/web/controllers/lint_controller_test.exs
+++ b/test/web/controllers/lint_controller_test.exs
@@ -6,30 +6,27 @@ defmodule AccentTest.LintController do
alias Accent.Document
alias Accent.Language
alias Accent.Project
- alias Accent.Repo
alias Accent.Revision
alias Accent.User
- @user %User{email: "test@test.com"}
-
def file(filename \\ "simple.json") do
%Plug.Upload{content_type: "application/json", filename: filename, path: "test/support/formatter/json/lint.json"}
end
setup do
- user = Repo.insert!(@user)
- access_token = Repo.insert!(%AccessToken{user_id: user.id, token: "test-token"})
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ access_token = Factory.insert(AccessToken, user_id: user.id, token: "test-token")
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- Repo.insert!(%Collaborator{project_id: project.id, user_id: user.id, role: "admin"})
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ Factory.insert(Collaborator, project_id: project.id, user_id: user.id, role: "admin")
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
{:ok, [access_token: access_token, user: user, project: project, revision: revision, language: french_language]}
end
test "lint document", %{access_token: access_token, conn: conn, project: project, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
body = %{
file: file(),
diff --git a/test/web/controllers/merge_controller_mock_test.exs b/test/web/controllers/merge_controller_mock_test.exs
index e264e468..24938144 100644
--- a/test/web/controllers/merge_controller_mock_test.exs
+++ b/test/web/controllers/merge_controller_mock_test.exs
@@ -9,29 +9,26 @@ defmodule AccentTest.MergeControllerMock do
alias Accent.Document
alias Accent.Language
alias Accent.Project
- alias Accent.Repo
alias Accent.Revision
alias Accent.User
- @user %User{email: "test@test.com"}
-
def file(filename \\ "simple.json") do
%Plug.Upload{content_type: "application/json", filename: filename, path: "test/support/formatter/json/simple.json"}
end
setup do
- user = Repo.insert!(@user)
- access_token = Repo.insert!(%AccessToken{user_id: user.id, token: "test-token"})
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ access_token = Factory.insert(AccessToken, user_id: user.id, token: "test-token")
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- Repo.insert!(%Collaborator{project_id: project.id, user_id: user.id, role: "admin"})
- Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ Factory.insert(Collaborator, project_id: project.id, user_id: user.id, role: "admin")
+ Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
{:ok, [access_token: access_token, project: project, language: french_language]}
end
test "sync with failure", %{access_token: access_token, conn: conn, project: project, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
body = %{
file: file(),
diff --git a/test/web/controllers/merge_controller_test.exs b/test/web/controllers/merge_controller_test.exs
index fc319615..2e073357 100644
--- a/test/web/controllers/merge_controller_test.exs
+++ b/test/web/controllers/merge_controller_test.exs
@@ -14,20 +14,18 @@ defmodule AccentTest.MergeController do
alias Accent.Translation
alias Accent.User
- @user %User{email: "test@test.com"}
-
def file(filename \\ "simple.json") do
%Plug.Upload{content_type: "application/json", filename: filename, path: "test/support/formatter/json/simple.json"}
end
setup do
- user = Repo.insert!(@user)
- access_token = Repo.insert!(%AccessToken{user_id: user.id, token: "test-token"})
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ access_token = Factory.insert(AccessToken, user_id: user.id, token: "test-token")
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- Repo.insert!(%Collaborator{project_id: project.id, user_id: user.id, role: "admin"})
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ Factory.insert(Collaborator, project_id: project.id, user_id: user.id, role: "admin")
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
{:ok, [access_token: access_token, user: user, project: project, revision: revision, language: french_language]}
end
@@ -40,16 +38,16 @@ defmodule AccentTest.MergeController do
revision: revision,
language: language
} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
conflicted: true,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
body = %{
file: file(),
@@ -83,16 +81,16 @@ defmodule AccentTest.MergeController do
revision: revision,
language: language
} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
body = %{
file: file(),
@@ -125,16 +123,16 @@ defmodule AccentTest.MergeController do
revision: revision,
language: language
} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
conflicted: false,
corrected_text: "initial",
proposed_text: "modified",
document_id: document.id
- })
+ )
body = %{
file: file(),
@@ -171,16 +169,16 @@ defmodule AccentTest.MergeController do
revision: revision,
language: language
} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
conflicted: true,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
body = %{
file: file(),
diff --git a/test/web/controllers/peek_controller_test.exs b/test/web/controllers/peek_controller_test.exs
index f249f4ad..9a05566b 100644
--- a/test/web/controllers/peek_controller_test.exs
+++ b/test/web/controllers/peek_controller_test.exs
@@ -6,40 +6,37 @@ defmodule AccentTest.PeekController do
alias Accent.Document
alias Accent.Language
alias Accent.Project
- alias Accent.Repo
alias Accent.Revision
alias Accent.Translation
alias Accent.User
- @user %User{email: "test@test.com"}
-
def file(filename \\ "simple.json") do
%Plug.Upload{content_type: "application/json", filename: filename, path: "test/support/formatter/json/simple.json"}
end
setup do
- user = Repo.insert!(@user)
- access_token = Repo.insert!(%AccessToken{user_id: user.id, token: "test-token"})
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ access_token = Factory.insert(AccessToken, user_id: user.id, token: "test-token")
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- Repo.insert!(%Collaborator{project_id: project.id, user_id: user.id, role: "admin"})
- revision = Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ Factory.insert(Collaborator, project_id: project.id, user_id: user.id, role: "admin")
+ revision = Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
{:ok, [access_token: access_token, user: user, project: project, revision: revision, language: french_language]}
end
test "merge", %{access_token: access_token, conn: conn, project: project, revision: revision, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
conflicted: true,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
body = %{
file: file(),
@@ -74,16 +71,16 @@ defmodule AccentTest.PeekController do
revision: revision,
language: language
} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
conflicted: true,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
body = %{
file: file(),
@@ -118,16 +115,16 @@ defmodule AccentTest.PeekController do
revision: revision,
language: language
} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
body = %{
file: file(),
@@ -155,16 +152,16 @@ defmodule AccentTest.PeekController do
revision: revision,
language: language
} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
conflicted: false,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
body = %{
file: file(),
@@ -194,16 +191,16 @@ defmodule AccentTest.PeekController do
end
test "sync", %{access_token: access_token, conn: conn, project: project, revision: revision, language: language} do
- document = Repo.insert!(%Document{project_id: project.id, path: "test2", format: "json"})
+ document = Factory.insert(Document, project_id: project.id, path: "test2", format: "json")
- Repo.insert!(%Translation{
+ Factory.insert(Translation,
revision_id: revision.id,
key: "test",
conflicted: true,
corrected_text: "initial",
proposed_text: "initial",
document_id: document.id
- })
+ )
body = %{
file: file(),
diff --git a/test/web/controllers/sync_controller_mock_test.exs b/test/web/controllers/sync_controller_mock_test.exs
index b4e6703c..90bf1cd0 100644
--- a/test/web/controllers/sync_controller_mock_test.exs
+++ b/test/web/controllers/sync_controller_mock_test.exs
@@ -8,24 +8,21 @@ defmodule AccentTest.SyncControllerMock do
alias Accent.Collaborator
alias Accent.Language
alias Accent.Project
- alias Accent.Repo
alias Accent.Revision
alias Accent.User
- @user %User{email: "test@test.com"}
-
def file(filename \\ "simple.json") do
%Plug.Upload{content_type: "application/json", filename: filename, path: "test/support/formatter/json/simple.json"}
end
setup do
- user = Repo.insert!(@user)
- access_token = Repo.insert!(%AccessToken{user_id: user.id, token: "test-token"})
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ access_token = Factory.insert(AccessToken, user_id: user.id, token: "test-token")
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- Repo.insert!(%Collaborator{project_id: project.id, user_id: user.id, role: "admin"})
- Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ Factory.insert(Collaborator, project_id: project.id, user_id: user.id, role: "admin")
+ Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
{:ok, [access_token: access_token, project: project, language: french_language]}
end
diff --git a/test/web/controllers/sync_controller_test.exs b/test/web/controllers/sync_controller_test.exs
index c4095078..bd700f92 100644
--- a/test/web/controllers/sync_controller_test.exs
+++ b/test/web/controllers/sync_controller_test.exs
@@ -13,20 +13,18 @@ defmodule AccentTest.SyncController do
alias Accent.Revision
alias Accent.User
- @user %User{email: "test@test.com"}
-
def file(filename \\ "simple.json") do
%Plug.Upload{content_type: "application/json", filename: filename, path: "test/support/formatter/json/simple.json"}
end
setup do
- user = Repo.insert!(@user)
- access_token = Repo.insert!(%AccessToken{user_id: user.id, token: "test-token"})
- french_language = Repo.insert!(%Language{name: "french", slug: Ecto.UUID.generate()})
- project = Repo.insert!(%Project{main_color: "#f00", name: "My project"})
+ user = Factory.insert(User)
+ access_token = Factory.insert(AccessToken, user_id: user.id, token: "test-token")
+ french_language = Factory.insert(Language)
+ project = Factory.insert(Project)
- Repo.insert!(%Collaborator{project_id: project.id, user_id: user.id, role: "admin"})
- Repo.insert!(%Revision{language_id: french_language.id, project_id: project.id, master: true})
+ Factory.insert(Collaborator, project_id: project.id, user_id: user.id, role: "admin")
+ Factory.insert(Revision, language_id: french_language.id, project_id: project.id, master: true)
{:ok, [access_token: access_token, user: user, project: project, language: french_language]}
end
diff --git a/webapp/app/components/jipt-example/component.ts b/webapp/app/components/jipt-example/component.ts
index b5378230..d5cd1ca2 100644
--- a/webapp/app/components/jipt-example/component.ts
+++ b/webapp/app/components/jipt-example/component.ts
@@ -24,6 +24,10 @@ export default class JIPTExample extends Component {
return `${window.location.origin}/static/jipt/index.js`;
}
+ get imageSrc() {
+ return 'data:image/jpeg;base64,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';
+ }
+
get scriptContent() {
return `window.accent=window.accent||function(){(accent.q=accent.q||[]).push(arguments);};
accent('init',{h:'${window.location.origin}',i:'${this.args.project.id}'});`;
diff --git a/webapp/app/components/project-settings/integrations/form/aws-s3/component.ts b/webapp/app/components/project-settings/integrations/form/aws-s3/component.ts
index 2ca9e8ee..13e52a51 100644
--- a/webapp/app/components/project-settings/integrations/form/aws-s3/component.ts
+++ b/webapp/app/components/project-settings/integrations/form/aws-s3/component.ts
@@ -4,6 +4,8 @@ import {action} from '@ember/object';
interface Args {
errors: any;
project: any;
+ bucket: string | null;
+ pathPrefix: string | null;
onChangeBucket: (value: string) => void;
onChangePathPrefix: (value: string) => void;
onChangeRegion: (value: string) => void;
diff --git a/webapp/app/locales/en-us.json b/webapp/app/locales/en-us.json
index 55ac2c96..0d79f2ff 100644
--- a/webapp/app/locales/en-us.json
+++ b/webapp/app/locales/en-us.json
@@ -515,6 +515,7 @@
"aws_s3_region": "Region",
"aws_s3_access_key_id": "Access Key ID",
"aws_s3_secret_access_key": "Secret Access Key",
+ "aws_s3_minimum_policy": "Minimum policy",
"url": "URL"
},
"empty_description": {
diff --git a/webapp/app/locales/fr-ca.json b/webapp/app/locales/fr-ca.json
index 361a3e16..ab2c0c3c 100644
--- a/webapp/app/locales/fr-ca.json
+++ b/webapp/app/locales/fr-ca.json
@@ -531,6 +531,7 @@
"aws_s3_region": "Région",
"aws_s3_access_key_id": "Access Key ID",
"aws_s3_secret_access_key": "Secret Access Key",
+ "aws_s3_minimum_policy": "Permissions minimums",
"url": "URL"
},
"empty_description": {
diff --git a/webapp/app/templates/components/jipt-example.hbs b/webapp/app/templates/components/jipt-example.hbs
index b1764c1e..92723f81 100644
--- a/webapp/app/templates/components/jipt-example.hbs
+++ b/webapp/app/templates/components/jipt-example.hbs
@@ -52,10 +52,7 @@
<img title="{^key@document_path}" src="…"/>
-
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)
+
{{/unless}}
diff --git a/webapp/app/templates/components/project-settings/integrations/form/aws-s3.hbs b/webapp/app/templates/components/project-settings/integrations/form/aws-s3.hbs
index 9f46500d..bbabbdb0 100644
--- a/webapp/app/templates/components/project-settings/integrations/form/aws-s3.hbs
+++ b/webapp/app/templates/components/project-settings/integrations/form/aws-s3.hbs
@@ -39,7 +39,7 @@