10From [Joe Bryan](https://github.com/joemfb/nock.js/blob/master/nock.js):
13(function (self, factory) {
16 if (typeof define === 'function' && define.amd) {
18 } else if (typeof module === 'object' && typeof module.exports === 'object') {
19 module.exports = factory()
27 * Nock is a combinator interpreter on nouns. A noun is an atom or a cell.
28 * An atom is an unsigned integer of any size; a cell is an ordered pair of nouns.
30 * @see http://urbit.org/docs/nock/definition/
31 * @see http://media.urbit.org/whitepaper.pdf
40 * `s` is a subject noun,
41 * `f` is a formula (or cell of formulas)
47 * wut (?): test for atom (1) or cell (0)
53 return typeof n === 'number' ? 1 : 0
57 * lus (+): increment an atom
63 if (wut(n) === 0) throw new Error('lus cell')
68 * tis (=): test equality
75 if (wut(n) === 1) throw new Error('tis atom')
76 return deepEqual(n[0], n[1]) ? 0 : 1
80 * fas (/): resolve a tree address
85 * /[(a + a) b] /[2 /[a b]]
86 * /[(a + a + 1) b] /[3 /[a b]]
89 function fas (addr, n) {
90 if (n === undefined) throw new Error('invalid fas noun')
91 if (addr === 0) throw new Error('invalid fas addr: 0')
93 if (addr === 1) return n
94 if (addr === 2) return n[0]
95 if (addr === 3) return n[1]
97 return fas(2 + (addr % 2), fas((addr / 2) | 0, n))
103 * slot (0): resolve a tree address
107 function slot (s, f) {
110 if (p === undefined) throw new Error('invalid fas addr: ' + f)
116 * constant (1): return the formula regardless of subject
120 function constant (s, f) {
125 * evaluate (2): evaluate the product of second formula against the product of the first
127 * *[a 2 b c] *[*[a b] *[a c]]
129 function evaluate (s, f) {
130 return nock(nock(s, f[0]), nock(s, f[1]))
134 * cell (3): test if the product is a cell
138 function cell (s, f) {
139 return wut(nock(s, f))
143 * incr (4): increment the product
147 function incr (s, f) {
148 return lus(nock(s, f))
152 * eq (5): test for equality between nouns in the product
157 return tis(nock(s, f))
163 * ife (6): if/then/else
165 * *[a 6 b c d] *[a 2 [0 1] 2 [1 c d] [1 0] 2 [1 2 3] [1 0] 4 4 b]
167 function macroIfe (s, f) {
168 return nock(s, [2, [[0, 1], [2, [[1, [f[1][0], f[1][1]]], [[1, 0], [2, [[1, [2, 3]], [[1, 0], [4, [4, f[0]]]]]]]]]]])
171 function ife (s, f) {
172 var cond = nock(s, f[0])
174 if (cond === 0) return nock(s, f[1][0])
175 if (cond === 1) return nock(s, f[1][1])
177 throw new Error('invalid ife conditional')
181 * compose (7): evaluate formulas composed left-to-right
183 * *[a 7 b c] *[a 2 b 1 c]
185 function macroCompose (s, f) {
186 return nock(s, [2, [f[0], [1, f[1]]]])
189 function compose (s, f) {
191 // return nock(nock(s, f[0]), constant(s, f[1]))
192 return nock(nock(s, f[0]), f[1])
196 * extend (8): evaluate the second formula against [product of first, subject]
198 * *[a 8 b c] *[a 7 [[7 [0 1] b] 0 1] c]
200 function macroExtend (s, f) {
201 return nock(s, [7, [[[7, [[0, 1], f[0]]], [0, 1]], f[1]]])
204 function extend (s, f) {
206 // return nock([compose(s, [[0, 1], f[0]]), s], f[1])
207 return nock([nock(s, f[0]), s], f[1])
211 * invoke (9): construct a core and evaluate one of it's arms against it
213 * *[a 9 b c] *[a 7 c 2 [0 1] 0 b]
215 function macroInvoke (s, f) {
216 return nock(s, [7, [f[1], [2, [[0, 1], [0, f[0]]]]]])
219 function invoke (s, f) {
220 var prod = nock(s, f[1])
221 return nock(prod, slot(prod, f[0]))
225 * hint (10): skip first formula, evaluate second
227 * *[a 10 [b c] d] *[a 8 c 7 [0 3] d]
230 function macroHint (s, f) {
231 if (wut(f[0]) === 0) return nock(s, [8, [f[0][1], [7, [[0, 3], f[1]]]]])
235 function hint (s, f) {
236 if (wut(f[0]) === 0) {
237 if (wut(f[0][1]) === 1) throw new Error('invalid hint')
243 /* indexed formula functions */
244 var macroFormulas = [slot, constant, evaluate, cell, incr, eq, macroIfe, macroCompose, macroExtend, macroInvoke, macroHint]
245 var formulas = [slot, constant, evaluate, cell, incr, eq, ife, compose, extend, invoke, hint]
252 * *[a [b c] d] [*[a b c] *[a d]]
255 function nock (s, f) {
256 if (wut(f[0]) === 0) return [nock(s, f[0]), nock(s, f[1])]
260 if (idx > 10) throw new Error('invalid formula: ' + idx)
262 if (useMacros) return macroFormulas[idx](s, f[1])
264 return formulas[idx](s, f[1])
267 /* construct a JS noun (group an array into pairs, associating right) */
269 if (!x.length) return x
271 if (x.length === 1) return assoc(x[0])
273 return [assoc(x[0]), assoc(x.slice(1))]
276 /* deep equality for arrays or primitives */
277 function deepEqual (a, b) {
278 if (a === b) return true
280 if (!(Array.isArray(a) && Array.isArray(b))) return false
281 if (a.length !== b.length) return false
283 for (var i = 0; i < a.length; i++) {
284 if (!deepEqual(a[i], b[i])) return false
290 /* parse a hoon-serialized nock formula and construct a JS noun */
291 function parseNoun (x) {
292 if (Array.isArray(x)) return assoc(x)
294 if (typeof x === 'string') {
295 var str = x.replace(/[\."']/g, '').split(' ').join(',')
296 return assoc(JSON.parse(str))
302 function nockInterface () {
303 var args = [].slice.call(arguments)
304 var subject, formula, noun
306 if (args.length === 1) {
307 formula = parseNoun(args[0])
308 } else if (args.length === 2) {
309 subject = parseNoun(args[0])
310 formula = parseNoun(args[1])
317 if (!formula) throw new Error('formula required')
324 return nock(subject, formula)
330 useMacros: function (arg) {
331 useMacros = arg === undefined || arg
336 parseNoun: parseNoun,
354 macroCompose: macroCompose,
356 macroExtend: macroExtend,
358 macroInvoke: macroInvoke,
360 macroHint: macroHint,
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