jakebromberg

#define JB_COMMON_INIT(superInit) \
^id (typeof(self) __self) { \
	if (!(__self = superInit)) return nil; \
	[__self commonInit]; \
	return __self; \
}(self)

#endif

jakebromberg

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jakebromberg

### Keybase proof

I hereby claim:

  * I am jakebromberg on github.
  * I am jakebromberg (https://keybase.io/jakebromberg) on keybase.
  * I have a public key whose fingerprint is 9028 194A 2F87 1267 26E8  342C B120 B683 C4FB 0DA0

To claim this, I am signing this object:

jakebromberg

@interface NSString (Append)

- (NSString *(^)(NSString *))append __attribute__((const));

@end

@implementation NSString (Append)

- (NSString *(^)(NSString *))append
{

jakebromberg

#define keypath(object, keypath) \
    ((void)(NO && ((void)object.keypath, NO)), @ # keypath )

jakebromberg

// generators provide a 'one shot' mechanism for repeatedly computing the next element.
struct FibonacciGenerator<T: IntegerArithmeticType> : GeneratorType {
    var num1 : T
    var num2 : T
    
    mutating func next() -> T? {
        let value = num1
        
        (num1, num2) = (num2, num1 + num2)

jakebromberg

import Swift
import UIKit

protocol EventType {
    typealias RegistrationType : Hashable
    typealias MessageType
    
    mutating func registerObserver(observer: RegistrationType, callback: MessageType -> ())
    mutating func removeObserver(observer: RegistrationType)
    

jakebromberg

final class Node<T>: Sequence {
    let value: T
    var next: Node<T>?
    
    init(_ value: T, next: Node<T>?) {
        self.value = value
        self.next = next
    }
    
    func makeIterator() -> List<T> {

jakebromberg

import Foundation
import Swift

extension Int {
	public func pow(exp: Int) -> Int {
		return (0..<exp).reduce(1) { (acc, _) in
			return acc * self
		}
	}
}

jakebromberg

extension Sequence where Element == Int {
    func pairsOfSum(k: Int) -> [(Int, Int)] {
        var cache = [Int:Int]()
        var result = [(Int, Int)]()
        
        for i in self {
            cache[i] = k - i
        }
        
        for (num, inv) in cache {