CabinHooks (橙日枪钩·于隋词空域)
ZhuanHe Ben: 4/5TH(X / WNYXJN)
《专合本·美月通湾·部网纯纪 甸K》
LKWebsites: MileStones @ XpreeLi (灵基钥济根)
CabinHooks (橙日枪钩·于隋词空域)
ZhuanHe Ben: 4/5TH(X / WNYXJN)
《专合本·美月通湾·部网纯纪 甸K》
LKWebsites: MileStones @ XpreeLi (灵基钥济根)
Created on 25.11.2021 the FireDay (辛丑年十月廿一日·冬季)
Updated on 01.12.2021 the WoodDay (辛丑年十月廿七日·紫薇八卦诞·荇国中英文)
部网纯纪·自中甸ky
LKWebsites ZHB Cabinhooks: (TC~graphics~SC)
《专合本的五雷折 | 熊凶 Xiong | 阴繁阳简》
© Copyright 25 November 2021 (FireDay). Kok-Wah Lee @ Xpree Li. All rights reserved.
© 版权所有。公元2021年11月25日(星期四) (辛丑年十月廿一日) 。南海作家李国华。保留一切权利。山径海口。
S = Service(s) | 服务·人品·事务·服装·装设·理事 |
G = Good(s) | 货品·人事 |
P = Product(s) | 货物·物品 |
C.web(专合约锭) = RERP
胶皮(xpPREli).com: ZHe/TV2015/1203_18
LOGICAL STRUCTURES and DRIVES for CABINHOOKS to SWITCH ACROSS the BOARDGAMES-LIKE COMPNET and ITS CONVERGING FEEDBACKS
Author cum Inventor: X.K.W. Lee @ Gua Wuming (讹名响朵) (at XpreeLi.com)
[ C, Si, P, Ar, N ] H.H. Lee the Zcie31 @ 03 December 2015. +1.5 year onto DragonXu#1/2.
URL(中映素码): zwenigo.com | C(专合约锭): xpreeli.com/hex_W/rerp/ | Now(现今): xpreeli.org
X$Zw (目录) = 31.QiGuo(棋国).0815.1511s ### X$En(Abstract) = (1 || 2) Port.React.ive
The fire-type matrix 4x4 has honesty code 34, hereby comes to inventions called: Identical and individual cabinhooks. Its types consist of: keyword, phrase, clause, sentence, data/info, news, sheet, books. Each in code or cipher, both computational and literary in science or arts. Compnet has boardgame measured milestones, like (Chinese, Japanese, Western) Chess, figuratively, symbolically and programmable.
One SAFE compnet is three regions surrounded, and aims at retrospective records for offspring enlightenment. The Weiqi board originated at owner’s desktop computer, protected mostly by dermatology-like skins, to decide germ thrown out (dangerous data), nutrient absorbed (datav), or touching cases (timing database).
Zhongwen cryptology calls quadratic functions, parameters, and constants, to reinforce the logical structures of tripartite incomes. Solved by ECA (Elliptic Curve Arithmetics) each round grouping three tropical heads together, the church-like works later give birth to converging feedbacks. The groundwork proof is fairly shown by the English language seeds: Sentence #1.
#Words = EN(150) + 李白(77) + 五雷浙阋讧(5+1) = 233 +-
Present Diagram: Figure 5c. Balls(帐隘# =< 05) Launch(ed | ing | es = +ve)
Most Illustrative: Figure 5c
火鸡年四月初八木日(2017May04):种甸摆尾曰烤。 E&OE+E·脒晉惕肠
Inclusive ONLY: Zcie#20 + #H(2) by June 2017
LOGICAL STRUCTURES AND DRIVES FOR CABINHOOKS TO SWITCH ACROSS THE BOARDGAMES-LIKE COMPNET AND ITS CONVERGING FEEDBACKS
Author cum Inventor: X.K.W. Lee @ Gua Wuming 【卦无名】 (at XpreeLi.org)
(Prior Art v0.55) [C, Si, P, N, Ar] 03 December 2015. H.H. Lee the Zcie31. URL: zwenigo.com
Email: E96LKW@hotmail.com; xpreee@gmail.com; contact@xpreeli.org
No. 112, Persiaran Perak 4, Taman Perak Indah, 31900 Kampar, Perak, Malaysia.
No. 4, Jalan Bukit Beruang 5, Taman Bukit Beruang, 75450 Bukit Beruang, Melaka, Malaysia.
Field of Invention
As knowledge area for generality, the past participatory invention relates to computer networks (Compnet) and (multimedia) data communications. As knowledge field for particularity, the continuous invention relates to (measurable) computational media data types. As knowledge focus for specificity, the present invention relates to [ logical ] safe storages and/or cabinhooks drives of data or datav (data values); at flash drives (CN: 隋词碟) in offline modes, or hard disk drive locally, or network imaging drives remotely. As knowledge strength for uniqueness, the present participatory invention relates to glocalized id serials (global + local => glocal), by using bitstream, textual and hex-colorful codes; in woven cloth-like 2D (two dimensional) trajectory of mathematical calculations, via (star-triangle) matrix, vector, trigonometry, or geometry, to bypass the hexagon-type labyrinth within puzzle limits.
Detailed Abstract
--- Meme-type Basis of Conceptual Article(s): Feedbacks Account ---
The fire-type matrix 4x4 has an honesty code figure number (公和数) thirty four (34), in the styles of lines ( | – \ / ), fields (田), and crossover bricks (F34*F34)^0.5 partially outside. The computational media data types (着重号:可沽·熄·灯) are mainly those senses around human-computer communications (人机通信), such like: text, graphics, audio, video, bitstreams (executables, data, or datav), monetary tokens (锐数筹码). Info at human side; data values (datav: 资料) at human-computer interfaces (HCI); data at seafloors; and hereby the invention is: Identical and individual cabinhooks (橙日枪钩。。。).
--- Elaborated Actual Abstract ---
The cabinhook types consist of: keyword, phrase, clause, sentence, data/info, news, sheet, books. Each in code (文字) or cipher (辞要), both computational and literary in science or arts. Compnet (Computer Networks) has boardgame measured milestones, like (Chinese, Japanese, Western) Chess, figuratively, symbolically and programmable control functions (step, impulse, ramp). One safe compnet is three regions surrounded, whereby the outermost region shall have retrospective literary database records for young offspring refreshment or enlightenment (熄·灯). The Weiqi board center is the owner’s desktop computer, protected mostly by the dermatology-like three-layer skins, to decide a germ thrown out (dangerous data), a nutrient absorbed into (datav), or a touching lesson as learnt cases (timing database).
Zhongwen the Fire Spirit Fields call quadratic functions, parameters, and constants, so as to reinforce the logical structures of these tripartite incomes. Solved by ECA (Elliptic Curve Arithmetics) each round grouping three tropical heads together, the church-like works later give birth to converging feedbacks. The groundwork proof is fairly shown by the English language seeds: Sentence #1.
Invention Blueprints: Function-Problem Approach for Ground Solidification
On the ground works, the fundamental foundation is based on the function-problem approach, in which is more suitable to the knowledge area of computer software. For instances, there are collected monetary weights (w = w1 + w2 + w3 + … + w(n) ), in the case for United States of America (USA), and United Nations (UN). In other words, for plentifully abstraction, the exploratory and research combination involve firstly logical algorithm(s), equation(s), or formula(e), packed in bipolar ruler drawn line(s), where human males head for experience freshness, and human females head for safe feelings.
In contrast to the problem-solution approach, commonly and currently used in the PCT (Patent Cooperation Treaty) (CN: 国际专利合作条约、简曰专合框约) [R1], the first has path (a few to a lot): abstract object(s) – communication links – combinatorics grouping – partitioned functions – adopted space of usages as like chemical element squares – discovered application(s) to have solved encountered problem(s) – measurement unit(s) entitled in literary experiment set of repeatable report(s). Meanwhile the latter has path (a lot to a few): faced problems at least three – similar units of resistor-like obstacles – cash fund amount in account enough for damage replacement – #Repeat = ($Bond exchanged from $Cash) / (Problem set price) – If #repeat is more than 100 sets, then public company lot – Else if #repeat is less than 20 sets, then partnership lot – Responsibility rules are: (a) Whom to get solution settings, Whom to take honorable title; (b) Whom to fail a problem set, whom to have burnt his $Cash.
Thus, in a nutshell, the function-problem approach applied here is on ground solidification from abstract objects to logical cubinhook as encircled by the bianjie equation (边界方程) set. For example, the intersection of Chinese and English languages (中英语文) has proven by Kok-Wah Lee to have enabled the mnemonics capability across the human-computer interfaces (HCI).
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This page contains Chinese characters.
E. & O. E. = Errors and Omissions Exempted
E. & O. E., + E. = Errors and Omissions Exempted, plus Estimations
(免责于可能有的错误、遗漏及估计失准。)
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E&OE+E (Errors & Omissions Exempted, plus Estimations)
Created on 25.11.2021 the FireDay (辛丑年十月廿一日•冬季)
Updated on 01.12.2021 the WoodDay (辛丑年十月廿七日•紫薇八卦诞·荇国中英文)
File#106 《议档#106·部网纯纪·自中甸ky》
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