akilism

var saveObjects = function (objects) {
    var MongoC = MongoClient;
    var mongoConnect = Q.nbind(MongoC.connect, MongoC);

    return mongoConnect(dbString).then(function (db) {
      var DocumentCollection = db.collection('collection');
      var documentCollectionUpsert = Q.nbind(DocumentCollection.update, DocumentCollection);
      //Use upsert option. 
      var options = { 'upsert' : true };
      var upsertPromises = objects.map(function (obj) {

akilism

var saveObjects = function (objects) {
    var MongoC = MongoClient;
    var mongoConnect = Q.nbind(MongoC.connect, MongoC);
 
    return mongoConnect(dbString).then(function (db) {
      var DocumentCollection = db.collection('collection');
      var documentCollectionUpsert = Q.nbind(DocumentCollection.update, DocumentCollection);
      //Use upsert option. 
      var options = { 'w' : 1, 'upsert' : true };
      var upsertPromises = objects.map(function (obj) {

akilism

Keybase proof

I hereby claim:

• I am akilism on github.
• I am akilism (https://keybase.io/akilism) on keybase.
• I have a public key whose fingerprint is 0C83 8B6E F921 49F3 A2BB B2DD D06C 0BC7 690A 958B

To claim this, I am signing this object:

akilism

var quickSort = (function(){
    var items;

    var less = function(a, b) { return compare(items[a], items[b]) < 0; };

    var sort = function(items, lo, high) {
      if(high <= lo) { return; }
      mid = partition(items, high, lo);
      sort(items, lo, mid-1);
      sort(items, mid+1, high);

akilism

class MinPQ {
  constructor(comparator) {
    this.comparator = comparator || MinPQ.compare;
    this.items = [];
    this.n = 0;
  }

  insert(value) {
    this.items[++this.n] = value;
    this.swim(this.n);

akilism

var cnvs = (function() {
  var canvas,
    ctx,
    isCanvasEnabled,
    drawPending,
    canvasHeight,
    canvasWidth,
    time = 0,
    counter = 0,
    c,

akilism

--begin vector functions
function addv(v1, v2)
  return {x=v1.x+v2.x, y=v1.y+v2.y}
end

function subv(v1,v2)
  return {x=v1.x-v2.x, y=v1.y-v2.y}
end

function multv(v,n)

akilism

--some helpers
function rndint(x) 
  return flr(rnd(x))
end

function dir()
  if randint(2) == 1 then
    return 1
  else
    return -1

akilism

function updtm(m) 
  --if flr(m.pos.y) >= 127 then
  --  m.pos.y = 127
  --  return l
  --end
  
  m.vel = addv(m.vel, m.acc)
  m.ang = addv(m.ang, m.vel)
  m.pos = addv(m.pos, m.vel)
  m.acc = multv(m.acc, 0)

akilism

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