Iso/Iec Jtc1/Sc2/Wg2 N5148r L2/20-266R
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Initial Configuration: • Bar on a Horizontal Plane • Equal Sized Bands • Straightened out • Just About to Be Stretched Couples in 2-D
Couples in 2-D Approximately 45° Initial configuration: • bar on a horizontal plane • equal sized bands • straightened out • just about to be stretched Couples in 2-D 45° Unloaded Configuration: Pivot the bar about its center stretching bands of equal length are unstretched the bands equal amounts as shown Gr in the middle not possible to pivot with Where would you apply a single force to Pi pivot the bar to this position? single force Bl at the end Ye at the peg Couples in 2-D F F Bar is to be pivoted about center (bands stretch equal amounts) It is not possible to balance the pair of equal and opposite forces F (exerted by the bands) with a single force ! Pi Couples in 2-D Unloaded Configuration: Pivot the bar about its center stretching bands of equal length are unstretched the bands equal amounts as shown 1 Gr What is the smallest number of 2 Pi forces which can be used to maintain this pivoted position? 3 Bl Can you produce this motion with more than one combination of Yes Gr forces? No Pi Couples in 2-D Unloaded Configuration: Pivot the bar about its center bands of equal length stretching the bands equal are nnstretched amounts as shown Must the forces be acting Yes Gr parallel to the rubber bands? No Pi Couples in 2-D Unloaded Configuration: Pivot the bar about its center stretching bands of equal length are unstretched the bands equal amounts as shown What can you do to decrease the magnitude of a pair of forces needed to produce this motion? Couples in 2-D Given the band forces F, what else must be applied to the bar to maintain it in this position? d F F ΣFy = F - F = 0: no net force is needed ΣM|c = F(d/2) +F(d/2) = Fd ≠ 0: must apply a moment (-Fd) Couples in 2-D d d F F F F d d F F F F All pairs of forces exerted by fingers produce statically equivalent effect Couples in 2-D Unloaded Configuration: Pivot the bar about its center bands of equal length stretching the bands equal are unstretched amounts as shown Load the body so it pivots using only the nutdriver. -
IPA Extensions
IPA Extensions Unicode Character HTML 4.0 Numerical HTML encoding Name U+0250 ɐ ɐ LATIN SMALL LETTER TURNED A U+0251 ɑ ɑ LATIN SMALL LETTER ALPHA U+0252 ɒ ɒ LATIN SMALL LETTER TURNED ALPHA U+0253 ɓ ɓ LATIN SMALL LETTER B WITH HOOK U+0254 ɔ ɔ LATIN SMALL LETTER OPEN O U+0255 ɕ ɕ LATIN SMALL LETTER C WITH CURL U+0256 ɖ ɖ LATIN SMALL LETTER D WITH TAIL U+0257 ɗ ɗ LATIN SMALL LETTER D WITH HOOK U+0258 ɘ ɘ LATIN SMALL LETTER REVERSED E U+0259 ə ə LATIN SMALL LETTER SCHWA U+025A ɚ ɚ LATIN SMALL LETTER SCHWA WITH HOOK U+025B ɛ ɛ LATIN SMALL LETTER OPEN E U+025C ɜ ɜ LATIN SMALL LETTER REVERSED OPEN E U+025D ɝ ɝ LATIN SMALL LETTER REVERSED OPEN E WITH HOOK U+025E ɞ ɞ LATIN SMALL LETTER CLOSED REVERSED OPEN E U+025F ɟ ɟ LATIN SMALL LETTER DOTLESS J WITH STROKE U+0260 ɠ ɠ LATIN SMALL LETTER G WITH HOOK U+0261 ɡ ɡ LATIN SMALL LETTER SCRIPT G U+0262 ɢ ɢ LATIN LETTER SMALL CAPITAL G U+0263 ɣ ɣ LATIN SMALL LETTER GAMMA U+0264 ɤ ɤ LATIN SMALL LETTER RAMS HORN U+0265 ɥ ɥ LATIN SMALL LETTER TURNED H U+0266 ɦ ɦ LATIN SMALL LETTER H WITH HOOK U+0267 ɧ ɧ LATIN SMALL LETTER HENG WITH HOOK U+0268 ɨ ɨ LATIN SMALL LETTER I WITH STROKE U+0269 ɩ ɩ LATIN SMALL LETTER IOTA U+026A ɪ ɪ LATIN LETTER SMALL CAPITAL I U+026B ɫ ɫ LATIN SMALL LETTER L WITH MIDDLE TILDE U+026C ɬ ɬ LATIN SMALL LETTER L WITH BELT U+026D ɭ ɭ LATIN SMALL LETTER L WITH RETROFLEX HOOK U+026E ɮ ɮ LATIN SMALL LETTER LEZH U+026F ɯ ɯ LATIN SMALL -
Universal Multiple-Octet Coded Character Set (UCS) —
ISO/IEC JTC1 SC2/WG2 N2845 all Final Proposed Draft Amendment (FPDAM) 1 ISO/IEC 10646:2003/Amd.1:2004 (E) Information technology — Universal Multiple-Octet Coded Character Set (UCS) — AMENDMENT 1: Glagolitic, Coptic, Georgian and other characters In the definition of Graphic character (formerly sub- Page 1, Clause 1 Scope clause 4.20, now 4.22), insert “or a format character” In the note, update the Unicode Standard version after “control function”. from 4.0 to 4.1. Page 2, Clause 3 Normative references Page 14, Clause 19 Characters in bidirectional context Update the reference to the Unicode Bidirectional Algorithm and the Unicode Normalization Forms as Add ‘Mirrored’ before ‘Character’ in clause title and follows: replace the text of the clause by the following: Unicode Standard Annex, UAX#9, The Unicode Bidi- A class of character has special significance in the rectional Algorithm, Version 4.1.0, [date TBD]. context of bidirectional text. The interpretation and rendering of any of these characters depend on the Unicode Standard Annex, UAX#15, Unicode Nor- state related to the symmetric swapping characters malization Forms, Version 4.1.0, [date TBD]. (see clause F.2.2) and on the direction of the char- acter being rendered that are in effect at the point in the CC-data-element where the coded representa- Page 2, Clause Terms and definitions tion of the character appears. The list of these char- Insert the following text as sub-clause 4.1 and Note; acters is provided in Annex E.1. update all following sub-clause numbers accord- NOTE – That list also represents all characters which have ingly. -
1 Symbols (2286)
1 Symbols (2286) USV Symbol Macro(s) Description 0009 \textHT <control> 000A \textLF <control> 000D \textCR <control> 0022 ” \textquotedbl QUOTATION MARK 0023 # \texthash NUMBER SIGN \textnumbersign 0024 $ \textdollar DOLLAR SIGN 0025 % \textpercent PERCENT SIGN 0026 & \textampersand AMPERSAND 0027 ’ \textquotesingle APOSTROPHE 0028 ( \textparenleft LEFT PARENTHESIS 0029 ) \textparenright RIGHT PARENTHESIS 002A * \textasteriskcentered ASTERISK 002B + \textMVPlus PLUS SIGN 002C , \textMVComma COMMA 002D - \textMVMinus HYPHEN-MINUS 002E . \textMVPeriod FULL STOP 002F / \textMVDivision SOLIDUS 0030 0 \textMVZero DIGIT ZERO 0031 1 \textMVOne DIGIT ONE 0032 2 \textMVTwo DIGIT TWO 0033 3 \textMVThree DIGIT THREE 0034 4 \textMVFour DIGIT FOUR 0035 5 \textMVFive DIGIT FIVE 0036 6 \textMVSix DIGIT SIX 0037 7 \textMVSeven DIGIT SEVEN 0038 8 \textMVEight DIGIT EIGHT 0039 9 \textMVNine DIGIT NINE 003C < \textless LESS-THAN SIGN 003D = \textequals EQUALS SIGN 003E > \textgreater GREATER-THAN SIGN 0040 @ \textMVAt COMMERCIAL AT 005C \ \textbackslash REVERSE SOLIDUS 005E ^ \textasciicircum CIRCUMFLEX ACCENT 005F _ \textunderscore LOW LINE 0060 ‘ \textasciigrave GRAVE ACCENT 0067 g \textg LATIN SMALL LETTER G 007B { \textbraceleft LEFT CURLY BRACKET 007C | \textbar VERTICAL LINE 007D } \textbraceright RIGHT CURLY BRACKET 007E ~ \textasciitilde TILDE 00A0 \nobreakspace NO-BREAK SPACE 00A1 ¡ \textexclamdown INVERTED EXCLAMATION MARK 00A2 ¢ \textcent CENT SIGN 00A3 £ \textsterling POUND SIGN 00A4 ¤ \textcurrency CURRENCY SIGN 00A5 ¥ \textyen YEN SIGN 00A6 -
Big Strong Man
The Galway Girl Steve Earle (2000) INTRO : / 1 2 3 4 / [D] / [D] / [D] / [D] Well, I [D] took a stroll on the old long walk Of a [D] day-i-ay-i-[G]ay I [D] met a little girl and we [G] stopped to [D] talk Of a [D] fine soft day-[G]-i-[D]ay And I [G] ask you [D] friend [D] What's a [G] fella to [D] do [D] 'Cause her [Bm] hair was [A] black and her [G] eyes were [D] blue [D] And I [G] knew right [D] then [D] I'd be [G] takin' a [D] whirl [D] 'Round the [Bm] Salthill [A] Prom with a [G] Galway [D] girl [D] Diddle [D] dee, dee, dee, deedle [D] dee….dle deedle dee [G] Dee…dle deedle deedle [G] dee dee [D] dee dee [G] Dee…dle [D] dee…dle [A] deedle deedle [D] dee [A] Dee…dle deedle deedle [A] dee [D] dee dee We were [D] halfway there when the rain came down Of a [D] day-i-ay-i-[G] ay She [D] asked me up to her [G] flat down-[D]town Of a [D] fine soft day-[G]-i-[D]ay And I [G] ask you [D] friend [D] What's a [G] fella to [D] do [D] 'Cause her [Bm] hair was [A] black and her [G] eyes were [D] blue [D] I [G] took her [D] hand [D] And I [G] gave her a [D] twirl [D] Oh, and I [Bm] lost my [A] heart to a [G] Galway [D] girl [D] Diddle [D] dee, dee, dee, deedle [D] dee….dle deedle dee [G] Dee…dle deedle deedle [G] dee dee [D] dee dee [G] Dee…dle [D] dee…dle [A] deedle deedle [D] dee [A] Dee…dle deedle deedle [A] dee [D] dee dee deedle [G] Dee…dle [G] dee…dle [G] dee, dee, dee, dee [D] Dee, dee deedle deedle [A] dee….dee [G] Dee deedle [D] dee, deedle deedle [A] dee [A] Dee…dle deedle deedle [A] dee [D] dee dee When [D] I woke up I was all alone -
John Stewart Song Database
This is the version from the "Teresa"-cd Page 1 of 2 Across The Milky Way Written by John Stewart. This is the version from the "Teresa and the Lost Songs" CD, Homecoming Records, 1998. John Stewart plays it in the key of D (first chord G). (C) (G) (D) (G) 5x If you are (D)lost as (G)in a (D)dream And you(C) cannot (D)find your (G)way,(D) (G)All the (D)reasons (G)you are (D)lost Will (C)guide you (G)on your (D)way. If you (C)turn them all to (D)stars (C)Across the (D)milky (G)way,(D) (G)Truly (D)they would (G)make All the (C)night as (D)bright as (C)day.(G) (D) (G) (C) (G) (D) (G) (C) (G) (D) (G) Children (D)come and (G)children (D)go, They´re not(C) children (D)any(G)more.(D) (G)And all I (D)have are (G)photo(D)graphs, I have(C) hundreds (G)on my (D)door. And if I (C)turned them all to (D)stars (C)Across the (D)milky (G)way,(D) (G)Truly (D)they would (G)make All the (C)night as (D)bright as (G)day,(D) (G)Truly (D)they would (G)make All the (C)night as (D)bright as (C)day.(G) (D) (G) (C) (G) (D) (G) (C) (G) (D) (G) (C) (G) (D) (G) If all the (D)hearts that the (G)spirit (D)loves were(C) standing (D)side by (G)side,(D) (G)They would (D)be for(G)ever (D)long And(C) ten thousand (G)miles (D)wide. -
The Brill Typeface User Guide & Complete List of Characters
The Brill Typeface User Guide & Complete List of Characters Version 2.06, October 31, 2014 Pim Rietbroek Preamble Few typefaces – if any – allow the user to access every Latin character, every IPA character, every diacritic, and to have these combine in a typographically satisfactory manner, in a range of styles (roman, italic, and more); even fewer add full support for Greek, both modern and ancient, with specialised characters that papyrologists and epigraphers need; not to mention coverage of the Slavic languages in the Cyrillic range. The Brill typeface aims to do just that, and to be a tool for all scholars in the humanities; for Brill’s authors and editors; for Brill’s staff and service providers; and finally, for anyone in need of this tool, as long as it is not used for any commercial gain.* There are several fonts in different styles, each of which has the same set of characters as all the others. The Unicode Standard is rigorously adhered to: there is no dependence on the Private Use Area (PUA), as it happens frequently in other fonts with regard to characters carrying rare diacritics or combinations of diacritics. Instead, all alphabetic characters can carry any diacritic or combination of diacritics, even stacked, with automatic correct positioning. This is made possible by the inclusion of all of Unicode’s combining characters and by the application of extensive OpenType Glyph Positioning programming. Credits The Brill fonts are an original design by John Hudson of Tiro Typeworks. Alice Savoie contributed to Brill bold and bold italic. The black-letter (‘Fraktur’) range of characters was made by Karsten Lücke. -
The Degenerate Crossing Number and Higher-Genus Embeddings
The Degenerate Crossing Number and Higher-Genus Embeddings Marcus Schaefer1 and Daniel Stefankoviˇcˇ 4 1 DePaul University, Chicago, IL 60604, USA, [email protected] 2 University of Rochester, Rochester, NY 14627, USA [email protected] Abstract. If a graph embeds in a surface with k crosscaps, does it al- ways have an embedding in the same surface in which every edge passes through each crosscap at most once? This well-known open problem can be restated using crossing numbers: the degenerate crossing number, dcr(G), of G equals the smallest number k so that G has an embed- ding in a surface with k crosscaps in which every edge passes through each crosscap at most once. The genus crossing number, gcr(G), of G equals the smallest number k so that G has an embedding in a surface with k crosscaps. The question then becomes whether dcr(G) = gcr(G), and it is in this form that it was first asked by Mohar. We show that dcr(G) ≤ 6 gcr(G), and dcr(G) = gcr(G) as long as dcr(G) ≤ 3. We can separate dcr and gcr for (single-vertex) graphs with embedding schemes, but it is not clear whether the separating exam- ple can be extended into separations on simple graphs. Finally, we show that if a graph can be embedded in a surface with crosscaps, then it has an embedding in that surface in which every edge passes through each crosscap at most twice. This implies that dcr is NP-complete. Keywords: degenerate crossing number, non-orientable genus, genus crossing number. -
SUPERCONDUCTIVITY of VARIOUS BORIDES: the ROLE of STRETCHED C- PARAMETER
SUPERCONDUCTIVITY OF VARIOUS BORIDES: THE ROLE OF STRETCHED c- PARAMETER Monika Mudgel, V. P. S. Awana $ and H. Kishan National Physical Laboratory, Dr. K. S. Krishnan Marg, New Delhi-110012, India I. Felner Racah Institute of Physics, Hebrew University of Jerusalem, Jeursalem-91904, Israel Dr. G. A. Alvarez * Institute for Superconducting and Electronic Materials, University of Wollongong, Australia G. L. Bhalla Department of Physics and Astrophysics, University of Delhi, Delhi-110007, India *Presenting Author: Dr. G. A. Alvarez Institute for Superconducting and Electronic Materials University of Wollongong, Australia $Corresponding Author: Dr. V.P.S. Awana Room 109, National Physical Laboratory, Dr. K.S. Krishnan Marg, New Delhi-110012, India Fax No. 0091-11-45609310: Phone no. 0091-11-45609210 [email protected] : www.freewebs.com/vpsawana/ 1 Abstract The superconductivity of MgB 2, AlB 2, NbB 2+x and TaB 2+x is inter-compared. The stretched c-lattice parameter ( c = 3.52 Å) of MgB 2 in comparison to NbB 2.4 ( c = 3.32 Å) and AlB 2 ( c = 3.25 Å) decides empirically the population of their π and σ bands and as a result their transition temperature, Tc values respectively at 39K and 9.5K for the first two and no superconductivity for the later. Besides the electron doping from substitution of Mg +2 by Al +3 , the stretched c-parameter also affects the Boron plane constructed hole type σ-band population and the contribution from Mg or Al plane electron type π band. This turns the electron type (mainly π-band conduction) non-superconducting AlB 2 to hole type (mainly σ-band conduction) MgB 2 superconductor (39 K) as indicated by the thermoelectric power study. -
1. Analysis Procedure
Appendix A 1. Analysis Procedure A flexible electronic design platform is used to analyze the delay associated with stretchable interconnects. The delay analysis procedure flow of stretchable interconnects is shown in Fig.1. Advanced Design System Time domain Q3D simulation ANSYS Extract RLC Mechanical anslysis and parameter and Verification extract deformation model Q3D Model Time Delay Model Estimation Fig.1 The Analysis Procedure Flow of The Stretchable Interconnects Delay 1.1 Stretchable Interconnects Structure The electrical properties of stretchable interconnects would be changed with different type and degree of deformation. The initial structure of the stretchable interconnects as shown in Fig.2 were firstly defined in ANSYS software. In this paper, the stretchable interconnects consist of a copper (Cu) metal layer sandwiched between two polyimide (PI) layers. The sizes of the stretchable interconnects models selected for analysis are listed in Table.1. D d W l l e wire Fig.2 The Structure of The Stretchable Interconnects Table 1 Initial Sizes of Stretchable Interconnects (unit: μm) Interconnects Thickness Effective Length le Outer Radius D Inner Radius d Number Cu Pi 1 400 50 30 5 2 2 450 50 40 5 2 3 475 50 45 5 2 4 360 50 40 3 1 The stretching structure shown in Fig.3 (a) is formed by stretching the ends of the stretchable interconnects. The bending structure shown in Fig.3 (b) is formed by applying force perpendicular to the plane shown in Fig.2 on the ends of the stretchable interconnects, while the stretchable interconnects midpoint position and the structure width W are fixed. -
MSR-4: Annotated Repertoire Tables, Non-CJK
Maximal Starting Repertoire - MSR-4 Annotated Repertoire Tables, Non-CJK Integration Panel Date: 2019-01-25 How to read this file: This file shows all non-CJK characters that are included in the MSR-4 with a yellow background. The set of these code points matches the repertoire specified in the XML format of the MSR. Where present, annotations on individual code points indicate some or all of the languages a code point is used for. This file lists only those Unicode blocks containing non-CJK code points included in the MSR. Code points listed in this document, which are PVALID in IDNA2008 but excluded from the MSR for various reasons are shown with pinkish annotations indicating the primary rationale for excluding the code points, together with other information about usage background, where present. Code points shown with a white background are not PVALID in IDNA2008. Repertoire corresponding to the CJK Unified Ideographs: Main (4E00-9FFF), Extension-A (3400-4DBF), Extension B (20000- 2A6DF), and Hangul Syllables (AC00-D7A3) are included in separate files. For links to these files see "Maximal Starting Repertoire - MSR-4: Overview and Rationale". How the repertoire was chosen: This file only provides a brief categorization of code points that are PVALID in IDNA2008 but excluded from the MSR. For a complete discussion of the principles and guidelines followed by the Integration Panel in creating the MSR, as well as links to the other files, please see “Maximal Starting Repertoire - MSR-4: Overview and Rationale”. Brief description of exclusion -
European Journal Of
EUROPEAN JOURNAL OF ORAL IMPLANTOLOGY Official publication of the British Society of Oral Implantology (BSOI), the Italian Society of Oral Surgery and Implantology (SICOI), the Danish Society for Oral Implantology (DSOI), the German Association of Oral Implantology (DGI), the Spanish Society of Implantology (SEI), the British Academy of Implant & Restorative Dentistry (BAIRD), and the Advanced Dental Implant Research & Education Center (AIC) A FOR consensus conference on Diagnosis, avoidance and management of complications of implant-based treatments Catholic University of Leuven, Belgium November 16th and 17th, 2017 EJOI VOLUME 11 / SUPPLEMENT 1 AUTUMN 2018 EDITORIAL n S3 Editorial This supplemental issue of EJOI is dedicated to the reporting’ and you will access a comprehensive list of Foundation for Oral Rehabilitation (FOR) consen- reporting guidelines, organised by study type. More sus conference, ‘Diagnosis, avoidance and manage- specifically, to evaluate systematic reviews please ment of complications of implant-based treatments’, go to the PRISMA transparency guidelines (http:// which was held on the 16th and 17th November www.prisma-statement.org/). 2017 at the Catholic University of Leuven, Belgium. The results of consensus conferences or work- Scientific associations and other organisations using ing groups can be interpreted differently, depending EJOI as their official publication are welcome to on people’s perspectives and circumstances. Please publish the outcome of their consensus conferences consider the conclusions presented carefully. They or working groups in the journal. are the opinions of the review authors, and are not It is the policy of EJOI that these publications will necessarily shared by EJOI editors. not be peer reviewed as they are normally.