One of the most important things in the modern world is information. The ability to communicate freely with others is crucial for maintaining personal liberties. The internet has provided humanity with the ability to spread information globally, but there are many people who try (and sometimes succeed) to stifle the flow of information.
Internet censorship comes in many forms, state censorship, corporate consolidation of media, threats of violence, network exploitation (e.g. denial of service attacks).
* Economic availability. A system should not rely on a single device to be constantly online, and should not be overly expensive to use. The majority of people in the world own cell phones, but comparatively few own personal computers, particularly in developing countries. Internet connectivity can be slow or spotty in many areas.
There are many great projects that tackle decentralization and privacy issues, but there are none which tackle all of the above issues. Some of the existing networks have also not worked well in practice, or are more complicated than they need to be.
At its core, Onionr is merely a description for storing data in self-verifying packages ("blocks"). These blocks can be encrypted to a user (or for one's self), encrypted symmetrically, or not at all. Blocks can be signed by their creator, but regardless, they are self-verifying due to being identified by a sha3-256 hash value; once a block is created, it cannot be modified.
Onionr exchanges a list of blocks between all nodes. By default, all nodes download and share all other blocks, however this is configurable. Blocks do not rely on any particular order of receipt or transport mechanism.
User IDs are simply Ed25519 public keys. They are represented in Base32 format, or encoded using the [PGP Word List](https://en.wikipedia.org/wiki/PGP_word_list).
Public keys can be generated deterministically with a password using a key derivation function (Argon2id). This password can be shared between many users in order to share data anonymously among a group, using only 1 password. This is useful in some cases, but is risky, as if one user causes the key to be compromised and does not notify the group or revoke the key, there is no way to know.
Although Onionr is transport agnostic, the only supported transports in the reference implementation are Tor .onion services and I2P hidden services. Nodes announce their address on creation by connecting to peers specified in a bootstrap file. Peers in the bootstrap file have no special permissions aside from being default peers.
To mitigate maliciously slow or unreliable nodes, Onionr builds a profile on nodes it connects to. Nodes are assigned a score, which raises based on the amount of successful block transfers, speed, and reliability of a node, and reduces the score based on how unreliable a node is. If a node is unreachable for over 24 hours after contact, it is forgotten. Onionr can also prioritize connection to 'friend' nodes.
Onionr blocks are very simple. They are structured in two main parts: a metadata section and a data section, with a line feed delimiting where metadata ends and data begins.
Metadata defines what kind of data is in a block, signature data, encryption settings, and other arbitrary information.
Optionally, a random token can be inserted into the metadata for use in Proof of Work.
### Block Encryption
For encryption, Onionr uses ephemeral Curve25519 keys for key exchange and XSalsa20-Poly1305 as a symmetric cipher, or optionally using only XSalsa20-Poly1305 with a pre-shared key.
Regardless of encryption, blocks can be signed internally using Ed25519.
## Block Exchange
Blocks can be exchanged using any method, as they are not reliant on any other blocks.
By default, every node shares a list of the blocks it is sharing, and will download any blocks it does not yet have.
## Spam mitigation and block storage time
By default, an Onionr node adjusts the target difficulty for blocks to be accepted based on the percent of disk usage allocated to Onionr.
Blocks are stored indefinitely until the allocated space is filled, at which point Onionr will remove the oldest blocks as needed, save for "pinned" blocks, which are permanently stored.
Onionr can provide evidence of when a block was inserted by requesting other users to sign a hash of the current time with the block data hash: sha3_256(time + sha3_256(block data)).
In addition, randomness beacons such as the one operated by [NIST](https://beacon.nist.gov/home), [Chile](https://beacon.clcert.cl/), or the hash of the latest blocks in a cryptocurrency network could be used to affirm that a block was at least not *created* before a given time.
We propose a method of using Onionr's block sync system to enable direct connections between peers by having one peer request to connect to another using the peer's public key. Since the request is within a standard block, proof of work must be used to request connection. If the requested peer is available and wishes to accept the connection, Onionr will generate a temporary .onion address for the other peer to connect to. Alternatively, a reverse connection may be formed, which is faster to establish but requires a message brokering system instead of a standard socket.
The benefits of such a system are increased privacy, and the ability to anonymously communicate from multiple devices at once. In a traditional onion service, one's online status can be monitored and more easily correlated.
# Threat Model
The goal of Onionr is to provide a method of distributing information in a manner in which the difficulty of discovering the identity of those sending and receiving the information is greatly increased. In this section we detail what information we want to protect and who we're protecting it from.
In this threat model, "protected" means available in plaintext only to those which it was intended, and regardless non-malleable
We assume that Tor onion services (v3) and I2P services cannot be trivially deanonymized, and that the cryptographic algorithms we employ cannot be broken in any manner faster than brute force unless a quantum computer is used.
