Modeling With Mathematics

The book provides the reader with a multifaceted picture of mathematics education in Israel, put into an international perspective where relevant. It is intended to give an overview of a wide range of

夏天的漂鳥，到我窗前來唱歌，又飛去了。秋天的黃葉，沒有歌唱，只嘆息一聲，飄落在那裡。──《漂鳥集》‧1Stray birds of summer come to my window to sing and fly away.And yellow leaves of autumn, which have no songs, flutter and fall there with a sigh.—St

The IBMYP Mathematics Study Guide Level 3 is tailor-made for students in their third year of IBMYP studies and aims to build a solid foundation for further studies in Mathematics. Written by our highl

IGCSE Mathematics Study Guide id designed for students taking the Ed-excel/ CIE IGCSE Mathematics examination. Following the latest IGCSE topic areas, including number properties, algebra, geometry, t

IBMYP Mathematics Study Guide Level 4 is tailor-made for students in their fourth year of IBMYP studies and aims to build a solid foundation for further studies in Mathematics. Written by our highly e

If a child lives with friendliness, he learns that the world is a nice place in which to live. 如果孩子生活在友善的環境中，他學會以正向積極的態度去面對周遭的世界。 &nbs

IBDP Mathematics (Standard Level) is part of NTK Academic Group's new and exciting IB360 series of publications. Designed to fill the gap between typical IB textbooks and IB study guides, the IB360 se

★美國總統國家與社會貢獻獎金獎得主★ 韓秀　傾情鉅獻 從一畫成名驚天下，到窮愁潦倒無人問 他是時代的孤勇者，更是西方藝術史的先行者 林布蘭（Rembrandt, 1606-1669）生於荷蘭萊登，以色彩鮮明的版畫與精湛的銅版蝕刻技術聞名於世，為巴洛克時期最具代表性的藝術家之一。早期善於以「明暗對照法」繪製栩栩如生的肖像，例如《杜爾普教授的解剖課》，他也因此畫一舉成為當時阿姆斯特丹最富有的人之一。 但好景不長，因為受妻兒接連過世的打擊，1640年之後，林布蘭的畫筆不再濃墨重彩，他的畫布變得灰暗，人物形象追求自然、更加忠於原貌──但這樣的轉變卻也讓他從此跌落畫壇。 荷蘭的風帆正在黃金時代的浪潮中駛向全世界，林布蘭的人生卻陷入了暗無星月的夜晚。因為不符合審美潮流，幾乎沒有人再肯委託他作畫，財務狀況每下愈況；到了人生的終章，林布蘭甚至必須割愛珍貴的異國收藏、不斷遷居，過世時幾乎可說是身無分文、窮愁潦倒…… ═════ 林布蘭畫布下的故事 ═════ ♦《夜巡》（The Night Watch） ──世界三大油畫之一，為何當年會被裁剪、焚毀、謾罵百年？ ♦《猶太新娘》（The Jewish Bride） ──讓梵谷為之瘋狂的詩意之作，訴說林布蘭一生最重要的女人 ♦《杜爾普教授的解剖課》（The Anatomy Lesson of Dr. Nicolaes Tulp） ──杜爾普教授是誰？一窺十七世紀荷蘭的醫學片段 ♦《克勞迪‧基維里斯密謀起義》（The Conspiracy of the Batavians under Claudius Civilis） ──只餘下草圖的偉大畫作，究竟是得罪了何人？ ♦《雅各與天使角鬥》（Jacob Wrestling with the Ange） ──無比經典的聖經故事，也是林布蘭一生心志的寫照…… 「我的身心為之一震，彷彿有一塊巧奪天工的色彩撲面而來。」 「當沉溺於心中的夢想時，他失去了一切，但同時，他也得到了一切。」 「終其一生他都生活在一個虛幻的世界中，這個世界有著無限的美麗和完滿，以至於世人只能聳聳肩，帶著惡意與嫉妒的嗤笑，不予理睬

9786263072350 樹的透視書了解樹的不同部位怎麼分工合作、讓樹持續成長，並探索樹如何以各種方式協助人類與動物。樹太神奇了，快準備好翻開書吧！ 從樹頂到根尖，樹木裡面充滿了驚奇的小祕密！本書運用特殊的透明頁設計，一層一層剖析大樹生態系，帶領讀者認識身邊的樹木，看樹木隨著季節發生的變化，以及如何提供棲所給各種動物。9781474992145 Usborne Book and Jigsaw: Tree of Life (300片拼圖+16頁小書)A beautiful Tree of Life Jigsaw Puzzle accompanied by a 16pp book that explores the whole tree of life from microscopic bacteria to whole rainforest ecosystems, packed with information about how life works, what makes a living thing, and all sorts of the Earth’s amazing plants and animals.300片拼圖+16頁小書拼圖完成尺寸59*40公分

IBMYP Mathematics Level 5 Study Guide is tailor-made for students in their final year of IBMYP studies and provides a solid foundation for further studies in the IB program. Written by our highly expe

Mathews (California State U.-Fullerton) and Howell (Westmont College) present a textbook for students in mathematics, physics, and engineering at the junior or senior undergraduate level who have comp

Mathemagical Cruise is not a mere collection of fun problems with clever solutions. It offers shining examples of how to approach problem solving. Each chapter is independent and can be read in any order by everyone with a basic background in high school mathematics. Some highlights of the excursion are: ● Slick Solutions of Double Sequence, Klarner’s Puzzle, Cube Tour, etc.● Easy Proofs of Bolyai-Gerwin Theorem, Problem by P. Erdös and more● New Year Puzzles (Especially, Year 2021 & 2022)● Twelve Points on the Nine-Point Circle● What's a Point in a Square?● Five Circles through a 5x6 Grid● Generalization of Ceva's Theorem● Easy Approach to Coaxal Circles● Inversion and its Applications● Lattice Integer Triangles● Isbell's Problem● Sequence of Theorems of Simson & Cantor● Miscellaneous Problems with Solutions By cruising through these treasure islands, the reader will traverse mathematical boundaries. Be adventurous and inspired to explore the seas beyond the ho

This guidebook is for college instructors who teach a course in Introduction to Logic at a teachers college or provide a workshop in this subject for in-service mathematics teachers. It can also be us

Although the Fields Medal does not have the same public recognition as the Nobel Prizes, they share a similar intellectual standing. It is restricted to one field — that of mathematics. The medal is a

【Articles】‧Tao Gong and William S-Y. Wang：Computational Modeling on Language Emergence: A Coevolution Model of Lexicon, Syntax and Social Structure‧郭必之 (Bit-chee Kwok)：語言接觸與規律改變 ──論中古全濁聲母在粵北土話中的表現 (La

This book brings together the stories of 12 extraordinary people that have one thing in common-they took the same route to success: the hard way. Who kept studying while fighting cancer? How did a deaf doctor continue to save the lives of babies? Appreciate the cosmos with Stephen Hawking. Look at things from Temple Grandin's perspective. Be encouraged by Joshua Miele's positive attitude and enthusiasm to help others. Let Our Overcomers inspire you to tackle obstacles with perseverance!This book features:• Farida Bedwei‧Ogino Ginko‧Temple Grandin• Stephen Hawking‧Joshua Miele‧Alfred Nobel• Tsuneko Okazaki‧Srinivasa Ramanujan‧Gitanjali Rao• Kamala Sohonie‧Helen Taussig‧B. VijayalakshmiCome explore the World of Science Heroes, featuring heroes in the fields of Science, Technology, Engineering and Mathematics. These inspiring figures from all over the globe used their skill or intellect to solve problems, rising above adverse circumstances to leave a lasting impact through their ground-br

This book brings together the stories of 12 extraordinary people that have one thing in common-they took the same route to success: the hard way. Who kept studying while fighting cancer? How did a deaf doctor continue to save the lives of babies? Appreciate the cosmos with Stephen Hawking. Look at things from Temple Grandin's perspective. Be encouraged by Joshua Miele's positive attitude and enthusiasm to help others. Let Our Overcomers inspire you to tackle obstacles with perseverance!This book features:• Farida Bedwei‧Ogino Ginko‧Temple Grandin• Stephen Hawking‧Joshua Miele‧Alfred Nobel• Tsuneko Okazaki‧Srinivasa Ramanujan‧Gitanjali Rao• Kamala Sohonie‧Helen Taussig‧B. VijayalakshmiCome explore the World of Science Heroes, featuring heroes in the fields of Science, Technology, Engineering and Mathematics. These inspiring figures from all over the globe used their skill or intellect to solve problems, rising above adverse circumstances to leave a lasting impact through their ground-br

●一本學通！當代量化研究的主要統計方法學典範：結構方程模型（SEM）。●扎實的統計方法說明，並提供不同情境的實證分析範例。●圖片詳解操作流程，無痛學習地表最強統計軟體──Stata。●本書範例檔案建議使用Stata 13或更新版本執行。◎隨書附贈資料檔光碟 結構方程模型（structural equation modeling, SEM）是一種結合路徑分析（path analysis

Suitable for students from any educational background. Sample Tests with detailed and multiple solutions. Useful test taking strategies: tips for plugging-in and using graphing calculator. Over 100han

第一章　MoldflowPlasticsInsight簡介 第二章　塑膠模具射出成型知識 第三章　MoldflowMPI的操作介面 第四章　File指令介紹 第五章　Edit指令介紹 第六章　View指令介紹 第七章　Modeling指令介紹 第八章　Mesh指令介紹 第九章　Analysis指令介紹 第十章　Results指令介紹.....

Probabilistic modeling represents a subject spanning many branches of mathematics, economics, and computer science to connect pure mathematics with applied sciences. Operational research also relies o

Dinosaur Girl is a 10-year-old girl who loves drawing and dinosaurs.She came into this world with her "special mission."Facing challenge after challenge, She was brave and fearless, even when scared.On the canvas of her life, she fills it with bold, bright colors of strength. Her journey of resilience touches the hearts of readers, bringing courage and strength to those who may be facing the valleys of life!◎Features of this Book：The story is written by Chi-Chi’s mother and illustrated by the renowned healing illustrator, Iris Chang.《Dinosaur Girl, a canvas filled with courage and dreams》 is a creation that transcends time and space. Iris Chang's warm and delicate illustrations seamlessly incorporate Chi-Chi's past drawings, making this picture book a collaborative work between the two.In the picture book, the illustrator designed various styles of scenes based on the storyline. Each double-page spread becomes a beautiful piece of art in itself. When these illustrations are connected t

Leroy the lion loves to roar and play with his friends, but one day, he falls sick with an illness he does not understand. Find out how Leroy faces leukaemia In this heartwarming story that builds ernpathy and understanding for those around us who may be in need of our love.The Baby Bear Paediatric Care Series features stories of compassion, focusing on pressing conditions and illnesses facing children in today's world Through engaging storytelling and beautiful illustrations, children, parents and educators will learn about various childhood conditions, and how they are addressed by doctors and hospitals. The series aims to spark discussion, and to build awareness and hope in children and adults.ABOUT THE AUTHORDr Christopher Seow is a paediatric doctor at the KK Women's and Children's Hospital. His special interests are in paediatric infectious diseases and paediatric oncology. He is also a proud parent of two beautiful daughters and particularly enjoys reading stories to them. While

Wallace the whale loves to sing! But with his asthma, will he be able to fulfil his dreams of winning the Meadowtown singing competition? Come join Wallace in his journey as he learns how to cope with his asthmaThe Baby Bear Paediatric Care Series features stories of compassion, focusing on pressing conditions and illnesses facing children in today's world. Throughengaging storytelling and beautiful illustrations, children, parents and educators will learn about various childhood conditions, and how they are addressed by doctors and hospitals. The series aims to spark discussion, and to build awareness and hope in children and adults.ABOUT THE AUTHORSDr Leon Tan Yuan Rul is a paediatric resident based in KK Women's and Children's Hospital. Passionate in helping his young patients, he hopes to be able to play a part in motivating children in their asthma journeys.Dr Ting Chun Yi is an Associate Consultant with the Respiratory Medicine Service at KK Women's and Children's Hospital. She i

當外星人登陸地球並要求你成為他的嚮導時，你會怎麼做？來自 Pootoon 的好奇外星人 Zolo 已登陸地球！史賓賽和路克需要引導他探索我們星球的奇蹟。加入古怪的三人組，踏上一生難忘的冒險之旅，從發現世界上最高的樹到重溫佐洛作為吊艙賽車手的秘密過去。Spencer Science 由來自 KooBits 的才華橫溢的插畫家和教育專家團隊創立，KooBits 是一家屢獲殊榮的教育科技領導者，自 2014 年以來在其平台上擁有超過 250,000 名活躍用戶。系列特點：• 掌握關鍵科學詞彙• 將科學應用於現實生活• 將學習與樂趣融為一體• 為孩子提供有意義的娛樂• 孩子們喜愛的幽默與古怪！What do you do when an alien lands on Earth and asks you to be his guide?Zolo, the curious alien from Pootoon, has landed on Earth! It's up to Spencer and LUKE to guide him through our planet's wonders. Join the quirky trio as they embark on the adventure of a lifetime, from discovering the world's tallest tree to revisiting Zolo's secret past as a pod racer.Spencer Science is created by a team of talented illustrators and education experts from KooBits, an award-winning EdTech leader with over 250,000 active users on its platforms since 2014.Series features:• Pick Up Key Science Vocabulary• Apply Science to Real Life• Blend Learning with Fun• Entertain Children Meaningfully• Humour and Wackines

當外星人登陸地球並要求你成為他的嚮導時，你會怎麼做？來自 Pootoon 的好奇外星人 Zolo 已登陸地球！史賓賽和路克需要引導他探索我們星球的奇蹟。加入古怪的三人組，踏上一生難忘的冒險之旅，從發現世界上最高的樹到重溫佐洛作為吊艙賽車手的秘密過去。Spencer Science 由來自 KooBits 的才華橫溢的插畫家和教育專家團隊創立，KooBits 是一家屢獲殊榮的教育科技領導者，自 2014 年以來在其平台上擁有超過 250,000 名活躍用戶。系列特點：• 掌握關鍵科學詞彙• 將科學應用於現實生活• 將學習與樂趣融為一體• 為孩子提供有意義的娛樂• 孩子們喜愛的幽默與古怪！What do you do when an alien lands on Earth and asks you to be his guide?Zolo, the curious alien from Pootoon, has landed on Earth! It's up to Spencer and LUKE to guide him through our planet's wonders. Join the quirky trio as they embark on the adventure of a lifetime, from discovering the world's tallest tree to revisiting Zolo's secret past as a pod racer.Spencer Science is created by a team of talented illustrators and education experts from KooBits, an award-winning EdTech leader with over 250,000 active users on its platforms since 2015.Series features:• Pick Up Key Science Vocabulary• Apply Science to Real Life• Blend Learning with Fun• Entertain Children Meaningfully• Humour and Wackines

本書以物件導向技術為主軸，輔以UML為塑模工具來闡述有關近代資訊系統開發之方法。適用對象包含任何對系統開發有興趣之同學，程式設計師，軟體工程師，及系統分析師。 本書主要是從以下幾個觀點來介紹系統的分析與設計的過程： ☑ 功能觀點：著重於需求分析的捕捉，使用案例圖(Use Case Diagram)的塑模，以及活動圖(Activity Diagram)的流程分析及輔助性。 ☑ 靜態觀點：著重於概念模型(Conceptual Modeling)的基本概念，類別圖(Class Diagram)的塑模原則，以及物件圖(Object Diagram)的輔助性。 ☑ 動態觀點：著重於分析物件(Analysis Object)的應用，循序圖(Sequence Diagram)的塑模，以及建立原則。 ☑ 部署觀點：強調軟體元件的封裝管理(Component Diagram)，配置與部署(Deployment Diagram)。 ☑ 設計觀點：內容強調類別以及類別庫的架構設計原則，並介紹基本的設計樣式(Design Pattern)以及框架(Framework)的概念。

Cachon Matching Supply with Demand, 4e is a clear, concise and more rigorous approach to an introductory Operations management course. Written by Wharton authors who use their guiding principles “real operations, real solutions” to bring the text and concepts to life, writing the majority of chapters from the perspective of specific companies. The “real solutions” refers to providing students with tools and strategies they can implement in practice and apply the author's models in a realistic operational setting. The authors strive for “real simple” by using as little mathematical notation as possible, focusing on many real-world examples and consistent terminology and phrasing throughout.

本書特色1. 全面表格化整理、論述圖像化。2. 習題區分基礎、進階題，有效掌握學習情況。3. 每章附範例解題影音。4. 新增線上教學頻道，包含作者已出版教科書之現場教學錄影，幫助讀者建立行動教室自我學習。內容簡介本教材內容相當豐富，在建立為工程與電資領域所用之數學為基礎的前提下分成「常微分方程式」、「線性代數」、「向量函數分析」、「傅立葉分析與偏微分方程式」及「複變分析」等五大部分，適合四年制大學部學生一學年上下兩學期各三學分，共六學分之工程數學課程，其重點分別簡介如下。第一部分：常微分方程式(第一到四章)幾乎所有大學中工程與電資領域相關系所在工程數學第一學期的教材內容都是以「常微分方程式」為主要內容，其內容包含有「一階常微分方程式」、「高階線性常微分方程式」、「拉氏轉換」與「常微分方程式之冪級數解」等四大主題重點。第二部分：線性代數(第五到七章)此部分教材內容包含了「向量運算與向量空間」、「矩陣分析」及「線性微分方程式系統」等三大重點。第三部分：向量函數分析(第八章)此部分內容包含向量微分、Del運算、線積分、面積分與積分三大定理(格林定理、高斯散度定理與史托克定理)，其觀念與計算被大量應用在電磁學(電資領域)與流體力學(工程領域)，是非常重要的單元。第四部分：傅立葉分析與偏微分方程式(第九到十章)本書中第九章介紹了正交函數集合與傅立葉分析，此單元在工程領域會用來求解第十章的偏微分方程式，除此之外，電資領域更大量應用到訊號分析與處理上。第五部分：複變分析(第十一章)本章共包含複數運算、複變函數與微分、複變函數積分、泰勒與洛朗展開式、留數定理及實變函數定積分等單元，本章節在工程與電資領域會用在一般物理學、熱力學、流體力學、自動控制、電路(子)學、訊號與系統與電機機械與控制等專業課程中。

【雅思考衝必備全真考題本】■ 全真考題本（學術組）■ 內含：四份完整學術組全真考題、考試架構說明及評分標準■ 另附可下載資源：考題解答及解析、聽力測驗音檔、聽力逐字稿、口說測驗示範影片、寫作測驗參考範文■ 資源下載網址：www.cambridgeone.org/home延伸閱讀:雅思自修必備I:備考讀書計畫大公開!!!★購買提示：書封數字代表考題新舊，數字愈大，考題愈新。An update of the well-loved course for young learners - now fully in line with the revised Cambridge English: Young Learners tests. Inside IELTS 18 Academic with Answers with Audio with Resource Bank you'll find FOUR complete examination papers plus details of the different parts of the test and the scording system, so you can familiarise yourself with the Academic test format and practise your exam technique. Download the audio for the Listening tests, example Speaking test videos, answer keys with extra explanations and sample Writing answers (instructions on inner front cover), or access your audio and video directly via QR codes in the book.

■作業本附電子書(拆封不退)With Shape It!, teens develop the confidence and competencies to pave their own path in this ever-evolving global landscape. From developing critical and creative thinking skills and social/emotional aptitudes to working effectively in a group, Shape It! helps create confident, future-ready learners who are able to meet the challenges ahead. The Workbook offers extra practice of the language covered in the Student's Book units and is perfect for the home or classroom. It includes vocabulary and grammar practice, as well as reading, writing, listening and speaking, plus a special section with generic exam material to prepare students for international exams.

《瀕危動物歷險記》身歷其境的接觸超過15種獨特的生物，而他們有可能永遠消失在我們的世界。為什麼丹頂鶴會跳舞？巴西三帶犰狳能變成一顆球？為什麼北海狗的數量在不斷減少？與世界上最大的魚類--鯨鯊一起游泳；欣賞稀有而美麗的白鱀豚；在京那岸巴當河與婆羅洲象一起玩耍；從冰冷的海水到竹林，從熱帶森林到自然保護區，以前所未有的方式認識這些難以捉摸的瀕危生物!Adventures with Endangered Animals is an immersive encounter with more than 15 unique creatures in danger of being lost to our world forever. Why do red-crowned cranes dance? How is the Brazilian three-banded armadillo able to turn into a ball? Why are the northern fur seals decreasing in number? Swim with the world's largest fish, the whale shark. Admire the rare and beautiful baiji. And play with the Borneo elephants in the Kinabatangan River. From the freezing ocean waters to bamboo forests, and from tropical forests to nature reserves, experience these elusive endangered creatures as never before!

《瀕危動物歷險記》身歷其境的接觸超過15種獨特的生物，而他們有可能永遠消失在我們的世界。為什麼丹頂鶴會跳舞？巴西三帶犰狳能變成一顆球？為什麼北海狗的數量在不斷減少？與世界上最大的魚類--鯨鯊一起游泳；欣賞稀有而美麗的白鱀豚；在京那岸巴當河與婆羅洲象一起玩耍；從冰冷的海水到竹林，從熱帶森林到自然保護區，以前所未有的方式認識這些難以捉摸的瀕危生物!Adventures with Endangered Animals is an immersive encounter with more than 15 unique creatures in danger of being lost to our world forever. Why do red-crowned cranes dance? How is the Brazilian three-banded armadillo able to turn into a ball? Why are the northern fur seals decreasing in number? Swim with the world's largest fish, the whale shark. Admire the rare and beautiful baiji. And play with the Borneo elephants in the Kinabatangan River. From the freezing ocean waters to bamboo forests, and from tropical forests to nature reserves, experience these elusive endangered creatures as never before!

《與更多材料一起冒險》沉浸式接觸天然和合成材料及其迷人特性的。鳳梨如何能製成衣服？蜂蠟只適合蜜蜂使用嗎？是什麼讓鉑金有這麼多用途與珍貴？發現竹炭的多功能性；踏入熱變色的繽紛世界。並目睹新型態環保膠料「Shrilk」製作背後的創意! 從烏木森林到蜂巢，從餐廳廚房到每個人的家中，以前所未有的方式體驗材料的用途!Adventures with More Materials is an immersive encounter with natural and synthetic materials, and their fascinating properties. How can pineapples be turned into clothes? Is beeswax only meant for bees? What makes platinum so useful and precious? Discover the versatility of bamboo charcoal. Step into the colourful world of thermochromism. And witness the creativity behind the making of Shrilk! From forests of ebony trees to bee hives, and from restaurant kitchens to your own homes, experience the usefulness of materials as never before!

《與更多材料一起冒險》沉浸式接觸天然和合成材料及其迷人特性的。鳳梨如何能製成衣服？蜂蠟只適合蜜蜂使用嗎？是什麼讓鉑金有這麼多用途與珍貴？發現竹炭的多功能性；踏入熱變色的繽紛世界。並目睹新型態環保膠料「Shrilk」製作背後的創意! 從烏木森林到蜂巢，從餐廳廚房到每個人的家中，以前所未有的方式體驗材料的用途!Adventures with More Materials is an immersive encounter with natural and synthetic materials, and their fascinating properties. How can pineapples be turned into clothes? Is beeswax only meant for bees? What makes platinum so useful and precious? Discover the versatility of bamboo charcoal. Step into the colourful world of thermochromism. And witness the creativity behind the making of Shrilk! From forests of ebony trees to bee hives, and from restaurant kitchens to your own homes, experience the usefulness of materials as never before!

《與更多自然奇觀一起冒險》讓我們一起身歷其境的接觸世界上許多令人讚嘆的自然奇觀。你在哪裡可以找到會唱歌的沙子？是什麼讓舞草跳起舞來？墨西哥跳豆真的會跳動嗎？攀登岩石斜坡到挪威著名的聖壇岩；驚嘆於奈卡礦的水晶；和數以百萬計的水母一起漂流；從粉紅色的沙灘到冒著泡泡的泥漿池，從陡峭的懸崖到海洋深處，體驗前所未有並令人敬畏的自然奇觀Adventures with More Natural Wonders is an immersive encounter with even more breathtaking natural wonders of our world. Where can you find singing sand? What makes the telegraph plant dance? Do Mexican jumping beans really jump? Scale a rocky slope to Pulpit Rock. Be awed by the crystals of Naica Mine. And drift about with millions of jellyfish. From the pink sandy beaches to bubbling mud pools, and from steep cliffs to the depths of the ocean, experience awe-inspiring natural wonders as never before!

《與更多自然奇觀一起冒險》讓我們一起身歷其境的接觸世界上許多令人讚嘆的自然奇觀。你在哪裡可以找到會唱歌的沙子？是什麼讓舞草跳起舞來？墨西哥跳豆真的會跳動嗎？攀登岩石斜坡到挪威著名的聖壇岩；驚嘆於奈卡礦的水晶；和數以百萬計的水母一起漂流；從粉紅色的沙灘到冒著泡泡的泥漿池，從陡峭的懸崖到海洋深處，體驗前所未有並令人敬畏的自然奇觀Adventures with More Natural Wonders is an immersive encounter with even more breathtaking natural wonders of our world. Where can you find singing sand? What makes the telegraph plant dance? Do Mexican jumping beans really jump? Scale a rocky slope to Pulpit Rock. Be awed by the crystals of Naica Mine. And drift about with millions of jellyfish. From the pink sandy beaches to bubbling mud pools, and from steep cliffs to the depths of the ocean, experience awe-inspiring natural wonders as never before!

《有用的植物和真菌歷險記》身歷其境的接觸多種的植物和真菌，以及它們在我們生活中的用途。為什麼紅樹林會有如此獨特的根系？我們可以用什麼植物來驅趕蚊子？我們如何從蘑菇中獲取皮革？漫步在色彩斑斕的羽扇豆(又稱魯冰花)的花田中；在森林中尋找靈芝與蘑菇；觀察小小的水草。從開花的植物到不開花的植物，從森林到廣闊的田野，以前所未有的方式體驗植物和真菌的壯觀世界。Adventures with Useful Plants and Fungi is an immersive encounter with many more species of plants and fungi and their usefulness in our lives. Why do mangrove trees have such unique roots? What plants can we use to repel mosquitoes? How do we get leather from mushrooms? Stroll through the colourful fields of lupin flowers. Search the forest for reishi mushrooms. Observe the tiny watermeal plants. From the flowering to the non-flowering plants, from the forests to open fields, experience with spectacular world of plants and fungi as never before!

《有用的植物和真菌歷險記》身歷其境的接觸多種的植物和真菌，以及它們在我們生活中的用途。為什麼紅樹林會有如此獨特的根系？我們可以用什麼植物來驅趕蚊子？我們如何從蘑菇中獲取皮革？漫步在色彩斑斕的羽扇豆(又稱魯冰花)的花田中；在森林中尋找靈芝與蘑菇；觀察小小的水草。從開花的植物到不開花的植物，從森林到廣闊的田野，以前所未有的方式體驗植物和真菌的壯觀世界。Adventures with Useful Plants and Fungi is an immersive encounter with many more species of plants and fungi and their usefulness in our lives. Why do mangrove trees have such unique roots? What plants can we use to repel mosquitoes? How do we get leather from mushrooms? Stroll through the colourful fields of lupin flowers. Search the forest for reishi mushrooms. Observe the tiny watermeal plants. From the flowering to the non-flowering plants, from the forests to open fields, experience with spectacular world of plants and fungi as never before!

《發現與發明歷險記》身歷其境接觸對對我們生活產生巨大影響的重要發現和發明。是誰想出協助盲人閱讀的方法？萊特兄弟是如何讓他們的夢想起飛的？超越蛋(Beyond Eggs)是什麼？了解拱門如何穩定建築物。透過雷文霍克(Antonie van Leeuwenhoek)的顯微鏡觀察微觀生物；並從蔡倫的堅持不懈中得到啟發。從馬車到無人駕駛汽車，從X射線到魚菜共生系統，以前所未有的方式體驗世界上偉大發現和發明背後的創造力。Adventures with Discoveries and Inventions is an immersive encounter with important discoveries and inventions that have made a great impact on our lives. Who came up with a way to help the blind read? How did the Wright brothers make their dreams take flight? What are Beyond Eggs? Learn how arches can stabilise buildings. Observe the microworld through van Leeuwenhoek's microscope. And be inspired by Cai Lun's perseverance. From horse carriages to driverless cars, and from x-rays to aquaponics systems, experience the creativity behind some of the world's great discoveries and inventions as never before!