If you are a fan of strict data-typing, then use Haskell. If you are a fan of the Actor model, use Erlang. If you’d like to work in a flexible, dynamic language where Immutable is the default, use Clojure.”

https://blog.scottnonnenberg.com/getting-started-with-elixir/

Keyboard의 표시된 기호들을 Unicode에서는 어떻게 읽는가?

ASCII table에 printable characters(Space ~ Tilt)를 가지고 변환해 보았다.


기호들중에 우리가 보통 칭하는 이름과는 다른 것들이 있었다. 

예를 들면 ^(Caret) 와 같이 내가 알고 있는 것과 다른것도 있었고, `(Grave Accent)처럼 어떻게 읽는지 신경쓰지 않고 있었던 것도 있었다.

 

# / 47 0x2f SOLIDUS

# ^ 94 0x5e CIRCUMFLEX ACCENT

# | 124 0x7c VERTICAL LINE



#!/usr/bin/env python

# -*- encoding: utf-8 -*-


# how to read Printable characters in ASCII


import unicodedata



# printable charaters in ASCII

# 32~126

SPACE = ord(' ')

TILT = ord('~')

for c in range(TILT - SPACE + 1):

    s = chr(SPACE + c)

    u = unicode(s)

    text = unicodedata.name(u)

    print u.encode('utf8'), SPACE + c, hex(SPACE + c), text


#   32 0x20 SPACE

# ! 33 0x21 EXCLAMATION MARK

# " 34 0x22 QUOTATION MARK

# # 35 0x23 NUMBER SIGN

# $ 36 0x24 DOLLAR SIGN

# % 37 0x25 PERCENT SIGN

# & 38 0x26 AMPERSAND

# ' 39 0x27 APOSTROPHE

# ( 40 0x28 LEFT PARENTHESIS

# ) 41 0x29 RIGHT PARENTHESIS

# * 42 0x2a ASTERISK

# + 43 0x2b PLUS SIGN

# , 44 0x2c COMMA

# - 45 0x2d HYPHEN-MINUS

# . 46 0x2e FULL STOP

# / 47 0x2f SOLIDUS

# 0 48 0x30 DIGIT ZERO

# 1 49 0x31 DIGIT ONE

# 2 50 0x32 DIGIT TWO

# 3 51 0x33 DIGIT THREE

# 4 52 0x34 DIGIT FOUR

# 5 53 0x35 DIGIT FIVE

# 6 54 0x36 DIGIT SIX

# 7 55 0x37 DIGIT SEVEN

# 8 56 0x38 DIGIT EIGHT

# 9 57 0x39 DIGIT NINE

# : 58 0x3a COLON

# ; 59 0x3b SEMICOLON

# < 60 0x3c LESS-THAN SIGN

# = 61 0x3d EQUALS SIGN

# > 62 0x3e GREATER-THAN SIGN

# ? 63 0x3f QUESTION MARK

# @ 64 0x40 COMMERCIAL AT

# A 65 0x41 LATIN CAPITAL LETTER A

# B 66 0x42 LATIN CAPITAL LETTER B

# C 67 0x43 LATIN CAPITAL LETTER C

# D 68 0x44 LATIN CAPITAL LETTER D

# E 69 0x45 LATIN CAPITAL LETTER E

# F 70 0x46 LATIN CAPITAL LETTER F

# G 71 0x47 LATIN CAPITAL LETTER G

# H 72 0x48 LATIN CAPITAL LETTER H

# I 73 0x49 LATIN CAPITAL LETTER I

# J 74 0x4a LATIN CAPITAL LETTER J

# K 75 0x4b LATIN CAPITAL LETTER K

# L 76 0x4c LATIN CAPITAL LETTER L

# M 77 0x4d LATIN CAPITAL LETTER M

# N 78 0x4e LATIN CAPITAL LETTER N

# O 79 0x4f LATIN CAPITAL LETTER O

# P 80 0x50 LATIN CAPITAL LETTER P

# Q 81 0x51 LATIN CAPITAL LETTER Q

# R 82 0x52 LATIN CAPITAL LETTER R

# S 83 0x53 LATIN CAPITAL LETTER S

# T 84 0x54 LATIN CAPITAL LETTER T

# U 85 0x55 LATIN CAPITAL LETTER U

# V 86 0x56 LATIN CAPITAL LETTER V

# W 87 0x57 LATIN CAPITAL LETTER W

# X 88 0x58 LATIN CAPITAL LETTER X

# Y 89 0x59 LATIN CAPITAL LETTER Y

# Z 90 0x5a LATIN CAPITAL LETTER Z

# [ 91 0x5b LEFT SQUARE BRACKET

# \ 92 0x5c REVERSE SOLIDUS

# ] 93 0x5d RIGHT SQUARE BRACKET

# ^ 94 0x5e CIRCUMFLEX ACCENT

# _ 95 0x5f LOW LINE

# ` 96 0x60 GRAVE ACCENT

# a 97 0x61 LATIN SMALL LETTER A

# b 98 0x62 LATIN SMALL LETTER B

# c 99 0x63 LATIN SMALL LETTER C

# d 100 0x64 LATIN SMALL LETTER D

# e 101 0x65 LATIN SMALL LETTER E

# f 102 0x66 LATIN SMALL LETTER F

# g 103 0x67 LATIN SMALL LETTER G

# h 104 0x68 LATIN SMALL LETTER H

# i 105 0x69 LATIN SMALL LETTER I

# j 106 0x6a LATIN SMALL LETTER J

# k 107 0x6b LATIN SMALL LETTER K

# l 108 0x6c LATIN SMALL LETTER L

# m 109 0x6d LATIN SMALL LETTER M

# n 110 0x6e LATIN SMALL LETTER N

# o 111 0x6f LATIN SMALL LETTER O

# p 112 0x70 LATIN SMALL LETTER P

# q 113 0x71 LATIN SMALL LETTER Q

# r 114 0x72 LATIN SMALL LETTER R

# s 115 0x73 LATIN SMALL LETTER S

# t 116 0x74 LATIN SMALL LETTER T

# u 117 0x75 LATIN SMALL LETTER U

# v 118 0x76 LATIN SMALL LETTER V

# w 119 0x77 LATIN SMALL LETTER W

# x 120 0x78 LATIN SMALL LETTER X

# y 121 0x79 LATIN SMALL LETTER Y

# z 122 0x7a LATIN SMALL LETTER Z

# { 123 0x7b LEFT CURLY BRACKET

# | 124 0x7c VERTICAL LINE

# } 125 0x7d RIGHT CURLY BRACKET

# ~ 126 0x7e TILDE


EOF


A coroutine is a kind of function that can suspend and resume its execution at various pre-defined locations in its code. Subroutines are a special case of coroutines that have just a single entry point and complete their execution by returning to their caller

http://lwn.net/Articles/643786/



orthogonality, a.k.a., separation of concerns

- Bartosz Milewski

http://bartoszmilewski.com/2014/02/26/c17-i-see-a-monad-in-your-future/



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