large-numbers.js.html 8.7 KB

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  231. // Tar can encode large and negative numbers using a leading byte of
  232. // 0xff for negative, and 0x80 for positive. The trailing byte in the
  233. // section will always be 0x20, or in some implementations 0x00.
  234. // this module encodes and decodes these things.
  235. &nbsp;
  236. const encode = exports.encode = (num, buf) =&gt; {
  237. buf[buf.length - 1] = 0x20
  238. if (num &lt; 0)
  239. encodeNegative(num, buf)
  240. else
  241. encodePositive(num, buf)
  242. return buf
  243. }
  244. &nbsp;
  245. const encodePositive = (num, buf) =&gt; {
  246. buf[0] = 0x80
  247. for (var i = buf.length - 2; i &gt; 0; i--) {
  248. if (num === 0)
  249. buf[i] = 0
  250. else {
  251. buf[i] = num % 0x100
  252. num = Math.floor(num / 0x100)
  253. }
  254. }
  255. }
  256. &nbsp;
  257. const encodeNegative = (num, buf) =&gt; {
  258. buf[0] = 0xff
  259. var flipped = false
  260. num = num * -1
  261. for (var i = buf.length - 2; i &gt; 0; i--) {
  262. var byte
  263. if (num === 0)
  264. byte = 0
  265. else {
  266. byte = num % 0x100
  267. num = Math.floor(num / 0x100)
  268. }
  269. if (flipped)
  270. buf[i] = onesComp(byte)
  271. else if (byte === 0)
  272. buf[i] = 0
  273. else {
  274. flipped = true
  275. buf[i] = twosComp(byte)
  276. }
  277. }
  278. }
  279. &nbsp;
  280. const parse = exports.parse = (buf) =&gt; {
  281. var post = buf[buf.length - 1]
  282. var pre = buf[0]
  283. return pre === 0x80 ? pos(buf.slice(1, buf.length - 1))
  284. : twos(buf.slice(1, buf.length - 1))
  285. }
  286. &nbsp;
  287. const twos = (buf) =&gt; {
  288. var len = buf.length
  289. var sum = 0
  290. var flipped = false
  291. for (var i = len - 1; i &gt; -1; i--) {
  292. var byte = buf[i]
  293. var f
  294. if (flipped)
  295. f = onesComp(byte)
  296. else if (byte === 0)
  297. f = byte
  298. else {
  299. flipped = true
  300. f = twosComp(byte)
  301. }
  302. if (f !== 0)
  303. sum += f * Math.pow(256, len - i - 1)
  304. }
  305. return sum * -1
  306. }
  307. &nbsp;
  308. const pos = (buf) =&gt; {
  309. var len = buf.length
  310. var sum = 0
  311. for (var i = len - 1; i &gt; -1; i--) {
  312. var byte = buf[i]
  313. if (byte !== 0)
  314. sum += byte * Math.pow(256, len - i - 1)
  315. }
  316. return sum
  317. }
  318. &nbsp;
  319. const onesComp = byte =&gt; (0xff ^ byte) &amp; 0xff
  320. &nbsp;
  321. const twosComp = byte =&gt; ((0xff ^ byte) + 1) &amp; 0xff
  322. &nbsp;</pre></td></tr>
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