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how to say there should be in french

Learn how to say things and what you think in English

Learn how to say things and what you think in English

Anh ngữ phổ thông

... diamond. [C]Curl nounA small hanging mass of hair in a curving shape.Curl verb To twist into or form a curl or curlsCurlyHaving curls or tending to curlTop nounA garment worn on the upper ... provides There are about fifty calories in an apple.Obsessed, obsessive adjectiveunable to stop thinking about something; too interested in or very worried about somethingThe government seems obsessed ... Đinh Gia H ngư 4 ghung71@yahoo.comLecturer in English, DNU 0914622207 Cultural Affairs Assistant, USE.Laze verb to rest lazilyWe spent the morning just lazing (in bed). [I] HOW TO LEARN...
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Tài liệu The Five Most Dangerous Issues Facing Sales Directors Today, and How to Guarantee a Permanent Improvement in Sales Results pdf

Tài liệu The Five Most Dangerous Issues Facing Sales Directors Today, and How to Guarantee a Permanent Improvement in Sales Results pdf

Tiếp thị - Bán hàng

... many forms, including formal and informal mentoring, salescoaching by managers, and/or classroom training, distance- or e-learning, and other kinds oftraining.● MENTORING In mentoring, salespeople ... ©TRAINIQUE LTD AND THINK TRAINING INC. 2004 15Therefore, Sales Directors need to allow sufficient time to enable their investment in training anddevelopment to "pay off." Introducing ... pressing a customer to "act now" in order to get a lowprice) or to be too accommodating (appealing to a customer’s interest in getting his or her way). Italso can lead salespeople to unethical...
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Tài liệu How to say sorry potx

Tài liệu How to say sorry potx

Kỹ năng đọc tiếng Anh

... VOCABULARY AROUND SAYING SORRY to apologise to sb for doing sth to say sorry, to ask for forgiveness, to express regret to hurt someone's feelings to make someone feel upset ... misunderstanding this can mean 'a small disagreement' trouble unhappiness, distress, worry or danger a hard time a difficult time to be out of order (informal) to be impolite ... or rude To say why you're sorry Examples Sorry about Sorry about the mess. I'll clear up later. Sorry for Sorry for taking your DVD. To say sorry without using the words...
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HOW TO START A HEDGE FUND IN THE EU 2012 ppt

HOW TO START A HEDGE FUND IN THE EU 2012 ppt

Quỹ đầu tư

... the investors, mainly because of how they are structured. Investors are looking at a number of names and trying to shortlist a few that they want to invest in. Due diligence is in the main ... going to ease up. As the investor base for hedge funds becomes more institutional in nature, due diligence has become key in allowing investors to gain comfort over which risks he is taking. ... still there. For example, I’m currently working with a Chinese envi-ronmental fund. Investors have understood that the main risks in investing in Chinese environmental funds would be local infrastructure...
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How to say hello and goodbye doc

How to say hello and goodbye doc

Kỹ năng đọc tiếng Anh

... Good evening, Mrs Smith! Asking someone how they are How are you? How you doing? How you going? How& apos;s it going? Asking someone how they are How are you? It's lovely to see ... How to say hello and goodbye Informal contexts Formal contexts Saying hello Hey Jane! Hi Jane! Alright, Jane! Alright, mate! Greetings Good morning, sir / madam! ... to see you again! It's been a long time, hasn't it? at 8! at work! at the party! Nice to see you Nice to It's been lovely to It was great to Good to see you. catch...
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How to Build an Economic Model in Your Spare Time pot

How to Build an Economic Model in Your Spare Time pot

Cao đẳng - Đại học

... someone to payattention to you, you have to give them a reason to do so. A seminar is a way to get them to pay attention, so be sure to exploit this opportunity to get people to listen to you.The ... letting the seminar trail off into silence.This can ruin a good talk. I always like to spend the last couple of minutes summarizing8 stimulating: there s nothing like a fallacious argument to ... people only remember about 20 minutes of your seminar (if you’re lucky), and theyonly remember about 10 pages of your paper. You should be able to say most of what youwant to say in that length.Once...
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How to assist Haiphong secondary pupils in pronouncing English fricative sounds

How to assist Haiphong secondary pupils in pronouncing English fricative sounds

Khoa học xã hội

... TECHNIQUES TO ASSIST HAI PHONG SECONDARY STUDENTS IN PRONOUNCING ENGLISH FRICATIVE SOUNDS 39 1. Listening 39 1.1. Listen to discrimination 39 1.2. Listen to music 42 2. Using story 43 2.1. ... the point of contact, where an obstruction occurs in the vocal tract between an active articulator and the passive articulator. There are nine groups of consonants classified according to place ... 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 7IN7 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...
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Victor cheng case interview secrets  a former mckinsey interviewer reveals how to get multiple job offers in consulting innovation press (2012)

Victor cheng case interview secrets a former mckinsey interviewer reveals how to get multiple job offers in consulting innovation press (2012)

Kỹ năng phỏng vấn

... way to categorize any type of information. In the context of consulting and case interviews, the MECE principle describes how decision-making factors should be categorized in order to minimize ... that it shouldn’t have to be this hard just to learn how to do well in an interview. A year after I spent more than 100 hours learning about case interviews, including participating in 50 practice ... recommendation to make to the client would be to sell off a $1 billion division. It took me 45 minutes to convince the partner of my logic and 15 minutes to determine whether the recommendation should be...
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Báo cáo khoa học:

Báo cáo khoa học: "How to build a QA system in your back-garden: application for Romanian" pot

Báo cáo khoa học

... snippetsextracted by the search engine, taking intoconsideration several factors. First, the answerhas to contain an entity of the type specified in the question. Other factors which are consideredwhen ... replaced missing components with knowledgepoor methods. For each of them several alternativealgorithms will be implemented and the bestperforming combination will be included in thefinal system. ... willperform better than their equivalents for Englishand that they will provide more information. Forexample, if a coreference resolver will be included in the system, we expect to be able to obtainhigh...
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have a nice conflict [electronic resource] how to find success and satisfaction in the most unlikely places

have a nice conflict [electronic resource] how to find success and satisfaction in the most unlikely places

Đại cương

... trying to identify the appliance. He wasmore interested in finding out why he was in the bowelsof this crumbling building. He crossed his arms and leanedroughly againstthecluttered workbench. ... butbecause of the storybook format and application to relationshipsbeyond business, the link from theoretical to practical in Have a NiceConflict was obvious. Once I began seeing myself in ... you’ve got to break a few eggs to make anomelet.’ ’’Mac grinned. ‘‘The omelets here are amazing, by theway.’’John nodded, pretending to care.Mac continued, ‘‘I remember you saying, ‘Sales...
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ASTD 2003 INTERNATIONAL CONFERENCE AND EXPOSITIONS How To Make an Effective Presentation in 99 seconds pptx

ASTD 2003 INTERNATIONAL CONFERENCE AND EXPOSITIONS How To Make an Effective Presentation in 99 seconds pptx

Quản trị kinh doanh

... to 99. It begins counting down as Diane begins to talk. Diane asks each participant to think of the type of reward that would motivate her to work more efficiently. She asks participants to ... between you and the alien continues in this vein, with you plugging in basic principles related to the topic of contingency management. Near the end, the alien says something that leaves you puzzled. ... high-performer's ability to appreciate important things in life." The interaction between Steve and the alien continues in this vein, with an interesting look at principles of performance...
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how to make an effective presentation in 99 seconds docx

how to make an effective presentation in 99 seconds docx

Quản trị kinh doanh

... gibberish at the beginning of a session to suggest ground rules and guidelines such as these: ã Suspend your disbelief and have faith in what the presenter is saying. ã Stop thinking, Whats in ... uttering long strings of gibberish in a fluent fashion. Use strange-sounding intonation patterns and changes in volume. Learn to gesture wildly. Prepare your message carefully. Chop into suitable ... high-performer's ability to appreciate important things in life." The interaction between Steve and the alien continues in this vein, with an interesting look at principles of performance...
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How to Draw a Cartoon Boy in Four Simple Steps docx

How to Draw a Cartoon Boy in Four Simple Steps docx

Mỹ thuật

... creating a line of waves from left to right. The biggest wave should be on the left getting smaller and smaller to the right. Then, curve two lines up from the ears - to meet the wave line you ... erase the pencil line connecting the two legs of a pair of shorts between the points. On the body, draw an arc to create the neck and collar line. Sleeves will be similar in shape to the body, ... to add more flair. A cartoon boy drawing doesn't have to be hard, even for people who are not extremely artistic. In a few simple steps, you can be on your way to illustrating...
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How To Attract Anything You Want In Life ppsx

How To Attract Anything You Want In Life ppsx

Tâm lý - Nghệ thuật sống

... need to find amate who is willing to hold up their end of the deal when it comes to your future together. Should you find a mate that is unwilling to decide their path can be fine in the beginning, ... for you in most cases. Find ways to vibrate in positive efforts. You should be able to reinforce and elongate friendships like neverbefore with this being the case. How To Attract Anything You ... youneed to have an identical twin in this case because if there were no difference, what would be there to talk about? While you need to have some of the same activities, there does not need to be...
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