View specials.lspy
(defmacro pseudop (method . args)
(let ((as-name (symbol (+ "emit_" (str method))))
(method (symbol (+ "__compiler__.pseudop_" (str method)))))
(if args
`(defmacro ,as-name ,args
(cons ',method ,@args nil))
`(defmacro ,as-name ()
View output of sample_defclass
maybe:python-sibilant siege$ sibilant sample_defclass.lspy
Tom says: Hey there, Sally
Sally says: What's up, Tom
Tom says: Good-bye!
Sally says: Good-bye!
View output
maybe:python-sibilant siege$ python3
Traceback (most recent call last):
File "", line 18, in <module>
File "", line 7, in call_a
call_1(call_b, value)
File "sample2.lspy", line 3, in call_1
(into arg))
File "", line 11, in call_b
call_2(call_c, value)
View output of sample.lspy
maybe:python-sibilant siege$ sibilant sample.lspy
True is True
False is False
None is False
nil is False
True is True
100 is True
False is False
-100 is True
(1 will you 8 flake tacos_1 tacos_2 tacos_3 tacos_4 tacos_5 tacos_2 tacos_3 tacos_4 tacos_5)
View gist:b4bd787d20ea58f6c0fd18c701cb7fd2
maybe:python-sibilant siege$ cat tacos.lspy
(defun make_tacos (X)
(cons 'tacos X))
(define tacos 'awesome)
maybe:python-sibilant siege$ python3
Python 3.5.3 (default, Apr 23 2017, 18:09:27)
[GCC 4.2.1 Compatible Apple LLVM 8.0.0 (clang-800.0.42.1)] on darwin
Type "help", "copyright", "credits" or "license" for more information.

Keybase proof

I hereby claim:

  • I am obriencj on github.
  • I am obriencj ( on keybase.
  • I have a public key whose fingerprint is B813 6B61 D568 811E 626F 0DBA B5AB A230 5282 9C5C

To claim this, I am signing this object:

#! /usr/bin/env python3
from functools import partial
from inspect import currentframe
import sys
from threading import Thread
from unittest import TestCase
from xmlrpclib import ServerProxy
from SimpleXMLRPCServer import SimpleXMLRPCServer
class Dummy(object):
def __init__(self): = list(xrange(0,10))
def attempt_1():
data = list()
# no prob, bob. data is captured as a closure cell of action
action = lambda x: data.append(x)
return data
View despair.scm
((lambda (f)
((lambda (r) (f (lambda () ((r r)))))
(lambda (r) (f (lambda () ((r r)))))))
(lambda (despair)
(lambda () (despair))))