Usage of Method: Appending Arbitrary Columns

Appears in the following modes: “Constructive” (16 times), “Constructive and linear” (6840 times), “Linear” (148 times).

First 100   Last 4

IncarnationMode 
301Linear OOA(310, 121, F3, 5, 4) (dual of [(121, 5), 595, 5]-NRT-code)Constructive and linear [i]
302Linear OOA(311, 242, F3, 5, 4) (dual of [(242, 5), 1199, 5]-NRT-code)Constructive and linear [i]
303Linear OOA(312, 365, F3, 5, 4) (dual of [(365, 5), 1813, 5]-NRT-code)Constructive and linear [i]
304Linear OOA(313, 728, F3, 5, 4) (dual of [(728, 5), 3627, 5]-NRT-code)Constructive and linear [i]
305Linear OOA(314, 1093, F3, 5, 4) (dual of [(1093, 5), 5451, 5]-NRT-code)Constructive and linear [i]
306Linear OOA(315, 2186, F3, 5, 4) (dual of [(2186, 5), 10915, 5]-NRT-code)Constructive and linear [i]
307Linear OOA(316, 3281, F3, 5, 4) (dual of [(3281, 5), 16389, 5]-NRT-code)Constructive and linear [i]
308Linear OOA(317, 6560, F3, 5, 4) (dual of [(6560, 5), 32783, 5]-NRT-code)Constructive and linear [i]
309Linear OOA(318, 9841, F3, 5, 4) (dual of [(9841, 5), 49187, 5]-NRT-code)Constructive and linear [i]
310Linear OOA(319, 19682, F3, 5, 4) (dual of [(19682, 5), 98391, 5]-NRT-code)Constructive and linear [i]
311Linear OOA(320, 29525, F3, 5, 4) (dual of [(29525, 5), 147605, 5]-NRT-code)Constructive and linear [i]
312Linear OOA(321, 59048, F3, 5, 4) (dual of [(59048, 5), 295219, 5]-NRT-code)Constructive and linear [i]
313Linear OOA(322, 88573, F3, 5, 4) (dual of [(88573, 5), 442843, 5]-NRT-code)Constructive and linear [i]
314Linear OOA(323, 177146, F3, 5, 4) (dual of [(177146, 5), 885707, 5]-NRT-code)Constructive and linear [i]
315Linear OOA(324, 265721, F3, 5, 4) (dual of [(265721, 5), 1328581, 5]-NRT-code)Constructive and linear [i]
316Linear OOA(325, 531440, F3, 5, 4) (dual of [(531440, 5), 2657175, 5]-NRT-code)Constructive and linear [i]
317Linear OOA(326, 797161, F3, 5, 4) (dual of [(797161, 5), 3985779, 5]-NRT-code)Constructive and linear [i]
318Linear OOA(327, 1594322, F3, 5, 4) (dual of [(1594322, 5), 7971583, 5]-NRT-code)Constructive and linear [i]
319Linear OOA(328, 2391485, F3, 5, 4) (dual of [(2391485, 5), 11957397, 5]-NRT-code)Constructive and linear [i]
320Linear OOA(329, 4782968, F3, 5, 4) (dual of [(4782968, 5), 23914811, 5]-NRT-code)Constructive and linear [i]
321Linear OOA(330, 7174453, F3, 5, 4) (dual of [(7174453, 5), 35872235, 5]-NRT-code)Constructive and linear [i]
322Linear OOA(331, large, F3, 5, 4)Constructive and linear [i]
323Linear OOA(2563, 65793, F256, 5, 2) (dual of [(65793, 5), 328962, 3]-NRT-code)Constructive and linear [i]
324Linear OOA(2564, large, F256, 5, 2)Constructive and linear [i]
325Linear OOA(2564, 65537, F256, 5, 3) (dual of [(65537, 5), 327681, 4]-NRT-code)Constructive and linear [i]
326Linear OOA(2565, 131337, F256, 5, 3) (dual of [(131337, 5), 656680, 4]-NRT-code)Constructive and linear [i]
327Linear OOA(2566, large, F256, 5, 3)Constructive and linear [i]
328Linear OOA(2565, 258, F256, 5, 4) (dual of [(258, 5), 1285, 5]-NRT-code)Constructive and linear [i]
329Linear OOA(2566, 32640, F256, 5, 4) (dual of [(32640, 5), 163194, 5]-NRT-code)Constructive and linear [i]
330Linear OOA(2567, 32769, F256, 5, 4) (dual of [(32769, 5), 163838, 5]-NRT-code)Constructive and linear [i]
331Linear OOA(2568, 65792, F256, 5, 4) (dual of [(65792, 5), 328952, 5]-NRT-code)Constructive and linear [i]
332Linear OOA(2569, 65793, F256, 5, 4) (dual of [(65793, 5), 328956, 5]-NRT-code)Constructive and linear [i]
333Linear OOA(25610, 4194301, F256, 5, 4) (dual of [(4194301, 5), 20971495, 5]-NRT-code)Constructive and linear [i]
334Linear OOA(25611, 8355840, F256, 5, 4) (dual of [(8355840, 5), 41779189, 5]-NRT-code)Constructive and linear [i]
335Linear OOA(25612, large, F256, 5, 4)Constructive and linear [i]
336Linear OOA(23, 7, F2, 6, 2) (dual of [(7, 6), 39, 3]-NRT-code)Constructive and linear [i]
337Linear OOA(24, 15, F2, 6, 2) (dual of [(15, 6), 86, 3]-NRT-code)Constructive and linear [i]
338Linear OOA(25, 31, F2, 6, 2) (dual of [(31, 6), 181, 3]-NRT-code)Constructive and linear [i]
339Linear OOA(26, 63, F2, 6, 2) (dual of [(63, 6), 372, 3]-NRT-code)Constructive and linear [i]
340Linear OOA(27, 127, F2, 6, 2) (dual of [(127, 6), 755, 3]-NRT-code)Constructive and linear [i]
341Linear OOA(28, 255, F2, 6, 2) (dual of [(255, 6), 1522, 3]-NRT-code)Constructive and linear [i]
342Linear OOA(29, 511, F2, 6, 2) (dual of [(511, 6), 3057, 3]-NRT-code)Constructive and linear [i]
343Linear OOA(210, 1023, F2, 6, 2) (dual of [(1023, 6), 6128, 3]-NRT-code)Constructive and linear [i]
344Linear OOA(211, 2047, F2, 6, 2) (dual of [(2047, 6), 12271, 3]-NRT-code)Constructive and linear [i]
345Linear OOA(212, 4095, F2, 6, 2) (dual of [(4095, 6), 24558, 3]-NRT-code)Constructive and linear [i]
346Linear OOA(213, 8191, F2, 6, 2) (dual of [(8191, 6), 49133, 3]-NRT-code)Constructive and linear [i]
347Linear OOA(214, 16383, F2, 6, 2) (dual of [(16383, 6), 98284, 3]-NRT-code)Constructive and linear [i]
348Linear OOA(215, 32767, F2, 6, 2) (dual of [(32767, 6), 196587, 3]-NRT-code)Constructive and linear [i]
349Linear OOA(216, 65535, F2, 6, 2) (dual of [(65535, 6), 393194, 3]-NRT-code)Constructive and linear [i]
350Linear OOA(217, 131071, F2, 6, 2) (dual of [(131071, 6), 786409, 3]-NRT-code)Constructive and linear [i]
351Linear OOA(218, 262143, F2, 6, 2) (dual of [(262143, 6), 1572840, 3]-NRT-code)Constructive and linear [i]
352Linear OOA(219, 524287, F2, 6, 2) (dual of [(524287, 6), 3145703, 3]-NRT-code)Constructive and linear [i]
353Linear OOA(220, 1048575, F2, 6, 2) (dual of [(1048575, 6), 6291430, 3]-NRT-code)Constructive and linear [i]
354Linear OOA(221, 2097151, F2, 6, 2) (dual of [(2097151, 6), 12582885, 3]-NRT-code)Constructive and linear [i]
355Linear OOA(222, 4194303, F2, 6, 2) (dual of [(4194303, 6), 25165796, 3]-NRT-code)Constructive and linear [i]
356Linear OOA(223, large, F2, 6, 2)Constructive and linear [i]
357Linear OOA(24, 7, F2, 6, 3) (dual of [(7, 6), 38, 4]-NRT-code)Constructive and linear [i]
358Linear OOA(25, 15, F2, 6, 3) (dual of [(15, 6), 85, 4]-NRT-code)Constructive and linear [i]
359Linear OOA(26, 31, F2, 6, 3) (dual of [(31, 6), 180, 4]-NRT-code)Constructive and linear [i]
360Linear OOA(27, 63, F2, 6, 3) (dual of [(63, 6), 371, 4]-NRT-code)Constructive and linear [i]
361Linear OOA(28, 127, F2, 6, 3) (dual of [(127, 6), 754, 4]-NRT-code)Constructive and linear [i]
362Linear OOA(29, 255, F2, 6, 3) (dual of [(255, 6), 1521, 4]-NRT-code)Constructive and linear [i]
363Linear OOA(210, 511, F2, 6, 3) (dual of [(511, 6), 3056, 4]-NRT-code)Constructive and linear [i]
364Linear OOA(211, 1023, F2, 6, 3) (dual of [(1023, 6), 6127, 4]-NRT-code)Constructive and linear [i]
365Linear OOA(212, 2047, F2, 6, 3) (dual of [(2047, 6), 12270, 4]-NRT-code)Constructive and linear [i]
366Linear OOA(213, 4095, F2, 6, 3) (dual of [(4095, 6), 24557, 4]-NRT-code)Constructive and linear [i]
367Linear OOA(214, 8191, F2, 6, 3) (dual of [(8191, 6), 49132, 4]-NRT-code)Constructive and linear [i]
368Linear OOA(215, 16383, F2, 6, 3) (dual of [(16383, 6), 98283, 4]-NRT-code)Constructive and linear [i]
369Linear OOA(216, 32767, F2, 6, 3) (dual of [(32767, 6), 196586, 4]-NRT-code)Constructive and linear [i]
370Linear OOA(217, 65535, F2, 6, 3) (dual of [(65535, 6), 393193, 4]-NRT-code)Constructive and linear [i]
371Linear OOA(218, 131071, F2, 6, 3) (dual of [(131071, 6), 786408, 4]-NRT-code)Constructive and linear [i]
372Linear OOA(219, 262143, F2, 6, 3) (dual of [(262143, 6), 1572839, 4]-NRT-code)Constructive and linear [i]
373Linear OOA(220, 524287, F2, 6, 3) (dual of [(524287, 6), 3145702, 4]-NRT-code)Constructive and linear [i]
374Linear OOA(221, 1048575, F2, 6, 3) (dual of [(1048575, 6), 6291429, 4]-NRT-code)Constructive and linear [i]
375Linear OOA(222, 2097151, F2, 6, 3) (dual of [(2097151, 6), 12582884, 4]-NRT-code)Constructive and linear [i]
376Linear OOA(223, 4194303, F2, 6, 3) (dual of [(4194303, 6), 25165795, 4]-NRT-code)Constructive and linear [i]
377Linear OOA(224, large, F2, 6, 3)Constructive and linear [i]
378Linear OOA(25, 5, F2, 6, 4) (dual of [(5, 6), 25, 5]-NRT-code)Constructive and linear [i]
379Linear OOA(26, 8, F2, 6, 4) (dual of [(8, 6), 42, 5]-NRT-code)Constructive and linear [i]
380Linear OOA(27, 11, F2, 6, 4) (dual of [(11, 6), 59, 5]-NRT-code)Constructive and linear [i]
381Linear OOA(28, 17, F2, 6, 4) (dual of [(17, 6), 94, 5]-NRT-code)Constructive and linear [i]
382Linear OOA(29, 23, F2, 6, 4) (dual of [(23, 6), 129, 5]-NRT-code)Constructive and linear [i]
383Linear OOA(210, 32, F2, 6, 4) (dual of [(32, 6), 182, 5]-NRT-code)Constructive and linear [i]
384Linear OOA(211, 47, F2, 6, 4) (dual of [(47, 6), 271, 5]-NRT-code)Constructive and linear [i]
385Linear OOA(212, 65, F2, 6, 4) (dual of [(65, 6), 378, 5]-NRT-code)Constructive and linear [i]
386Linear OOA(213, 80, F2, 6, 4) (dual of [(80, 6), 467, 5]-NRT-code)Constructive and linear [i]
387Linear OOA(214, 128, F2, 6, 4) (dual of [(128, 6), 754, 5]-NRT-code)Constructive and linear [i]
388Linear OOA(215, 149, F2, 6, 4) (dual of [(149, 6), 879, 5]-NRT-code)Constructive and linear [i]
389Linear OOA(216, 257, F2, 6, 4) (dual of [(257, 6), 1526, 5]-NRT-code)Constructive and linear [i]
390Linear OOA(218, 511, F2, 6, 4) (dual of [(511, 6), 3048, 5]-NRT-code)Constructive and linear [i]
391Linear OOA(219, 513, F2, 6, 4) (dual of [(513, 6), 3059, 5]-NRT-code)Constructive and linear [i]
392Linear OOA(220, 1025, F2, 6, 4) (dual of [(1025, 6), 6130, 5]-NRT-code)Constructive and linear [i]
393Linear OOA(222, 2047, F2, 6, 4) (dual of [(2047, 6), 12260, 5]-NRT-code)Constructive and linear [i]
394Linear OOA(223, 2049, F2, 6, 4) (dual of [(2049, 6), 12271, 5]-NRT-code)Constructive and linear [i]
395Linear OOA(224, 4097, F2, 6, 4) (dual of [(4097, 6), 24558, 5]-NRT-code)Constructive and linear [i]
396Linear OOA(226, 8191, F2, 6, 4) (dual of [(8191, 6), 49120, 5]-NRT-code)Constructive and linear [i]
397Linear OOA(227, 8193, F2, 6, 4) (dual of [(8193, 6), 49131, 5]-NRT-code)Constructive and linear [i]
398Linear OOA(228, 16385, F2, 6, 4) (dual of [(16385, 6), 98282, 5]-NRT-code)Constructive and linear [i]
399Linear OOA(230, 32767, F2, 6, 4) (dual of [(32767, 6), 196572, 5]-NRT-code)Constructive and linear [i]
400Linear OOA(231, 32769, F2, 6, 4) (dual of [(32769, 6), 196583, 5]-NRT-code)Constructive and linear [i]

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