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My custom branche(s) on git.pleroma.social/pleroma/pleroma
commit: 28b203d08fe2e0d7afe3f3ec03a16cef62288b23
parent: a9b3f99d48a430b4810662113e2118a68c49af4d
Author: dtluna <dtluna@openmailbox.org>
Date:   Fri, 21 Apr 2017 19:54:21 +0300

Add Undo of Follow Activity insertion

Diffstat:

Mlib/pleroma/user.ex6++++--
Mlib/pleroma/web/activity_pub/activity_pub.ex10++++++++++
Mlib/pleroma/web/twitter_api/twitter_api.ex12+++++++++---
Mtest/support/factory.ex17+++++++++++++++++
Mtest/user_test.exs2+-
Mtest/web/activity_pub/activity_pub_test.exs10++++++++++
6 files changed, 51 insertions(+), 6 deletions(-)

diff --git a/lib/pleroma/user.ex b/lib/pleroma/user.ex @@ -2,7 +2,8 @@ defmodule Pleroma.User do use Ecto.Schema import Ecto.Changeset import Ecto.Query - alias Pleroma.{Repo, User, Activity, Object} + alias Pleroma.{Repo, User, Object} + alias Pleroma.Web.ActivityPub.ActivityPub schema "users" do field :bio, :string @@ -91,9 +92,10 @@ defmodule Pleroma.User do following = follower.following |> List.delete(ap_followers) - follower + { :ok, follower } = follower |> follow_changeset(%{following: following}) |> Repo.update + { :ok, follower, ActivityPub.fetch_latest_follow(follower, followed)} else { :error, "Not subscribed!" } end diff --git a/lib/pleroma/web/activity_pub/activity_pub.ex b/lib/pleroma/web/activity_pub/activity_pub.ex @@ -174,6 +174,16 @@ defmodule Pleroma.Web.ActivityPub.ActivityPub do Repo.all(query) end + def fetch_latest_follow(%User{ap_id: follower_id}, + %User{ap_id: followed_id}) do + query = from activity in Activity, + where: fragment("? @> ?", activity.data, ^%{type: "Follow", actor: follower_id, + object: followed_id}), + order_by: [desc: :inserted_at], + limit: 1 + Repo.one(query) + end + def upload(file) do data = Upload.store(file) Repo.insert(%Object{data: data}) diff --git a/lib/pleroma/web/twitter_api/twitter_api.ex b/lib/pleroma/web/twitter_api/twitter_api.ex @@ -129,11 +129,17 @@ defmodule Pleroma.Web.TwitterAPI.TwitterAPI do end end - def unfollow(%User{} = follower, params) do +def unfollow(%User{} = follower, params) do with { :ok, %User{} = unfollowed } <- get_user(params), - { :ok, follower } <- User.unfollow(follower, unfollowed) + { :ok, follower, follow_activity } <- User.unfollow(follower, unfollowed), + { :ok, _activity } <- ActivityPub.insert(%{ + "type" => "Undo", + "actor" => follower.ap_id, + "object" => follow_activity, # get latest Follow for these users + "published" => make_date() + }) do - { :ok, follower, unfollowed} + { :ok, follower, unfollowed } else err -> err end diff --git a/test/support/factory.ex b/test/support/factory.ex @@ -64,4 +64,21 @@ defmodule Pleroma.Factory do data: data } end + + def follow_activity_factory do + follower = insert(:user) + followed = insert(:user) + + data = %{ + "id" => Pleroma.Web.ActivityPub.ActivityPub.generate_activity_id, + "actor" => follower.ap_id, + "type" => "Follow", + "object" => followed.ap_id, + "published_at" => DateTime.utc_now() |> DateTime.to_iso8601 + } + + %Pleroma.Activity{ + data: data + } + end end diff --git a/test/user_test.exs b/test/user_test.exs @@ -41,7 +41,7 @@ defmodule Pleroma.UserTest do followed = insert(:user) user = insert(:user, %{following: [User.ap_followers(followed)]}) - {:ok, user } = User.unfollow(user, followed) + {:ok, user, _activity } = User.unfollow(user, followed) user = Repo.get(User, user.id) diff --git a/test/web/activity_pub/activity_pub_test.exs b/test/web/activity_pub/activity_pub_test.exs @@ -194,6 +194,16 @@ defmodule Pleroma.Web.ActivityPub.ActivityPubTest do end end + describe "fetch the latest Follow" do + test "fetches the latest Follow activity" do + %Activity{data: %{"type" => "Follow"}} = activity = insert(:follow_activity) + follower = Repo.get_by(User, ap_id: activity.data["actor"]) + followed = Repo.get_by(User, ap_id: activity.data["object"]) + + assert activity == ActivityPub.fetch_latest_follow(follower, followed) + end + end + def data_uri do 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" end