danoctavian

q = C * MCReth ^ 3
adjustedTokens = - q / (3 * (V0+Vbuy) ^ 3)+ q /(3 * V0 ^ 3)
adjustedPrice = Vbuy / adjustedTokens
finalPrice = adjustedPrice + A
tokensOut = deltaETH / finalPrice

danoctavian

function calculateNxmForEth (Vt0, ethIn, mcrEth, stepSize) {
  
  let previousV;
  let currentV = Vt0;
  let previousPrice;
  let totalTokens = Decimal(0);

  while (ethIn.gt('0')) {
    const mcrPercentage = currentV.div(mcrEth);
    const currentPrice = getSpotPrice(mcrPercentage, mcrEth);

danoctavian

const jsc = require('jsverify')
const lodash = require('lodash')

class DoublyLinkedList {
  constructor(array) {
    this.head = null
    this.tail = null
    this.length = 0

    if (array) {

danoctavian

const axios = require('axios')
;(async () => {
  const r = await axios.get('https://www.etherchain.org/api/gasPriceOracle')
  console.log(`root coroutine Oracle answer: ${r.data.standard}`)

  ;(async () => {
    try {
      console.log('Running coroutine 0..')
      const r = await axios.get('https://www.etherchain.org/api/gasPriceOracle')
      console.log(`coroutine 0 Oracle answer: ${r.data.standard}`)

danoctavian

function f(x) {
  console.log(`x this ${this}`)
  return y(x) + 1
}
// calling this here works, y is hoisted
console.log(f.bind(123)(3))
function y(y) {
  console.log(`y args ${arguments[0]}`)
  console.log(`y this ${this}`)
  return y * 2

danoctavian

Keybase proof

I hereby claim:

• I am danoctavian on github.
• I am danoctavian (https://keybase.io/danoctavian) on keybase.
• I have a public key ASBMjkwqB9ip6ceCIu1K494X_F1aoaNefQ44GKKqPdhsPAo

To claim this, I am signing this object: