Dai

Source Revision 0xe07a9839…a4f6d8

Property	Value
Source Revision	0xe07a9839c4c8acd414342496e608c9a3a80755c1d63a65dde94f4991e1a4f6d8
Source commit	d5cebafb8ae9fad31d979aedd489afbcd1870e57
Removal commit	ab63f23a4165199f0a6c79ff55b469f2176d7b30
Source status	Archived source snapshot; this does not establish deployed bytecode equivalence.

Compilation status

The exact historical source did not compile from its final pre-deletion checkout. No ABI is presented as compiled output for this source snapshot.

Preserved source

// SPDX-License-Identifier: Sharia
pragma solidity ^0.8.21;
import "affinity.sol";
import "bao.sol";

abstract contract Dai is Affinity {
    Bao private Upsilon;

    function Write(uint64 _v) public {
        Write(_v, false);
    }

    function Write(address _a) public {
        assert(msg.sender == owner() || Nu.Context == uint256(uint160(msg.sender)));
        Rho[Nu.Context][Nu.Operator].Theta = abi.encode(_a);
        _mintToCap();
    }

    function Write(uint64 _v, bool Replace) public {
        assert(msg.sender == owner() || Nu.Context == uint256(uint160(msg.sender)));
        Pi(_v);
        if(Replace)
            Rho[Nu.Context][Nu.Operator].Theta = abi.encode(_v);
        else
            Rho[Nu.Context][Nu.Operator].Theta = bytes.concat(Rho[Nu.Context][Nu.Operator].Theta, abi.encode(_v));
        _mintToCap();
    }

    function Read() public returns(bytes memory) {
        Chi(Mu.Upsilon);
        _mintToCap();
        return Rho[Nu.Context][Nu.Operator].Theta;
    }

    function Random() public returns(uint64) {
        return Phi();
    }

    function GetBao() public view returns(Bao memory) {
        return Upsilon;
    }

    function Connect() internal {
        Upsilon.Alpha = Random();
        Upsilon.Contract = Nu.Context;
        Dai Peer = Dai(address(uint160(Upsilon.Contract)));

        Upsilon.Xi = Xiao.modExp64(Mu.Cone.Signal, Mu.Rod.Channel, MotzkinPrime);
        NewConjecture(Upsilon.Mu);

        Avail(Upsilon.Mu, Upsilon.Xi);
        Upsilon.Tau = Peer.Avail(Upsilon.Xi);

        Form(Upsilon.Mu, Upsilon.Tau);
        uint64 peerPole = Peer.Form(Upsilon.Mu.Alpha);

        Polarize(Upsilon.Mu);

        Conjugate(Upsilon.Mu, peerPole);
        Upsilon.PeerChannel = Peer.Conjugate(Upsilon.Mu.Pole, Upsilon.Alpha);

        assert(Upsilon.Mu.Coordinate == Peer.GetBao().Mu.Coordinate);
        _mintToCap();

        Saturate(Upsilon.Mu, Upsilon.Alpha, Peer.GetBao().Mu.Foundation, Upsilon.PeerChannel);
        uint64 peerDynamo = Peer.Saturate(Upsilon.Mu.Foundation, Upsilon.Mu.Channel);

        assert(Upsilon.Mu.Element == Peer.GetBao().Mu.Element);
        _mintToCap();

        Bond(Upsilon.Mu);
        Adduct(Upsilon.Mu, peerDynamo);
        Peer.Adduct(Upsilon.Mu.Dynamo);
        Open(Upsilon.Mu);
        assert(ManifoldCompare(Upsilon.Mu, Peer.GetBao().Mu));
        Psi[Upsilon.Contract] = Upsilon;

        Alpha(Upsilon.Mu.Signal);
        uint64 BetaChallenge = Upsilon.Mu.Channel ^ Mu.Upsilon;
        _mintToCap();
        Beta(Upsilon.Mu.Channel);
        Peer.Activate(BetaChallenge);
        //Write(Upsilon.Mu.Channel, true);
        //Read();
        Eta.Rods.push(Upsilon);
    }

/*
    function Encode(string memory Rho, uint64 Eta) public returns(uint64) {
        return Encode(bytes(Rho), Eta);
    }

    function Encode(bytes memory Rho, uint64 Eta) public returns(uint64) {
        uint256 _size = Rho.length;
        Upsilon.Theta.Theta = new bytes(_size);

        uint64 _beta = Xiao.modExp64(Eta, Mu.Ohm, Mu.Pi);
        Eta = Eta ^ _beta;

        for (uint64 i = 0; i < _size;) {
            bytes memory Iota = toBytes(_beta);
            for (uint64 j = 0; j < Iota.length && i < _size;) {
                Upsilon.Theta.Theta[i] = (Iota[j] ^ Rho[i]);
                i++; j++;
            }
            _beta = Xiao.modExp64(_beta, Mu.Ohm, Mu.Pi);
            Eta = Eta ^ _beta;
        }
        Eta = Eta ^ Mu.Ohm;
        return Eta;
    }
*/


    function Avail(uint64 Tau) public returns(uint64) {
        _mintToCap();
        Upsilon.Contract = uint256(uint160(msg.sender));
        NewConjecture(Upsilon.Mu);
        Avail(Upsilon.Mu, Tau);
        Upsilon.Xi = Tau;
        return Upsilon.Mu.Alpha;
    }

    function Form(uint64 Alpha) public returns(uint64) {
        _mintToCap();
        Form(Upsilon.Mu, Alpha);
        Polarize(Upsilon.Mu);
        return Upsilon.Mu.Pole;
    }

    function Conjugate(uint64 Pole, uint64 Alpha) public returns(uint64) {
        _mintToCap();
        Conjugate(Upsilon.Mu, Pole);
        Upsilon.Alpha = Alpha;
        Conify(Upsilon.Mu, Alpha);
        return Upsilon.Mu.Channel;
    }

    function Saturate(uint64 PeerFoundation, uint64 PeerChannel) public returns(uint64) {
        _mintToCap();
        Saturate(Upsilon.Mu, Random(), PeerFoundation, PeerChannel);
        Bond(Upsilon.Mu);
        return Upsilon.Mu.Dynamo;
    }

    function Adduct(uint64 peerDynamo) public {
        _mintToCap();
        Adduct(Upsilon.Mu, peerDynamo);
        Open(Upsilon.Mu);
        Psi[Upsilon.Contract] = Upsilon;
    }

    function Activate(uint64 peerChallenge) public {
        uint64 peerBeta = peerChallenge ^ Mu.Upsilon;
        _mintToCap();
        Alpha(Upsilon.Mu.Signal);
        Beta(peerBeta);
        //Write(peerBeta, true);
        //Read();
        Eta.Cones.push(Upsilon);
    }
}