nodirt

// Package better is a better implementation of log.Logger
package better

type Logger struct {
}

func (l *Logger) Print(v ...interface{}) {
   //....
}

nodirt

package main

import (
  "better"
  "log"
)

// Logger is a subset of log.Logger methods that we need.
type MyLogger interface {
  Print(v ...interface{})

nodirt

// Package better is a better implementation of log.Logger
package better

type Logger struct {
}

func (l *Logger) Print(v ...interface{}) {
   //....
}

nodirt

import random

def sort012(array):
  	n = len(array)
	p0 = 0 # end of the '0' block
	p2 = n - 1  # beginning of the '2' block

	i = 0
	while i <= p2:
		x = array[i]

nodirt

package code;

public class MinWordRegion {
	public static class Result {
		/** zero-based */
		public int start;
		/** zero-based */
		public int end;
		
		public int length() {

nodirt

/*
Problem: given a long sequence of numbers, find those *two* that have odd number of occurrences. 
 
Limitations: 
* the sequence can be traversed only once 
* 10 KB of memory
*/

using System;
using System.Collections.Generic;

nodirt

// helloworld.proto
syntax = "proto3";

package helloworld;

// The greeting service definition.
service Greeter {
  // Sends a greeting
  rpc SayHello (HelloRequest) returns (HelloReply) {}
}

nodirt

type greeterService struct{}

func (s *greeterService) SayHello(c context.Context, req *helloworld.HelloRequest) (*helloworld.HelloReply, error) {
  if req.Name == "" {
    return nil, grpc.Errorf(codes.InvalidArgument, "Name unspecified")
  }

  return &helloworld.HelloReply{
    Message: "Hello " + req.Name,
  }, nil

nodirt

client := &prpc.Client{Host: "prpc-helloworld.appspot.com"}
greeter := helloworld.NewGreeterPRPCClient(client)
ctx := context.Background()
res, err := greeter.SayHello(ctx, &helloworld.HelloRequest{
  Name: "nodir",
})
if err != nil {
  fmt.Fprintln(os.Stderr, err)
  os.Exit(1)
}

nodirt

Keybase proof

I hereby claim:

• I am nodirt on github.
• I am nodir (https://keybase.io/nodir) on keybase.
• I have a public key whose fingerprint is C907 0A16 B427 AE00 C122 FD90 3A20 9BAE 675C FA5E

To claim this, I am signing this object: