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Forming a 1) Mastermind 2) Alliance A mastermind alliance is built of two or more minds working actively together in perfect harmony toward a common 3) definite objective. The mastermind principle let
Heard melodies are sweet, but those unheard [00:01.76]听得见的乐声虽好,但若听不见 [00:03.53]Are sweeter; therefore, ye soft pipes, play on; [00:05.41]却更美;所以,吹吧,柔情的风笛; [00:07.29]Not to the sensual ear, bu
by Jason Marshall In recent articles, weve talked about two methods of calculating average values, the mean and the median, and weve talked about some everyday uses for them such as how to use median averaging to get better photos. But thats not all
Ode on Melancholy NO, no! go not to Lethe, neither twist Wolf's-bane, tight-rooted, for its poisonous wine; Nor suffer thy pale forehead to be kist By nightshade, ruby grape of Proserpine; Make not your rosary of yew-berries, Nor let the beetle, nor
Ode to a Nightingale MY heart aches, and a drowsy numbness pains My sense, as though of hemlock I had drunk, Or emptied some dull opiate to the drains One minute past, and Lethe-wards had sunk: Tis not through envy of thy happy lot, But being too hap
Ode on a Grecian Urn THOU still unravish'd bride of quietness, Thou foster-child of Silence and slow Time, Sylvan historian, who canst thus express A flowery tale more sweetly than our rhyme: What leaf-fringed legend haunts about thy shape Of deities
Ode to Psyche O GODDESS! hear these tuneless numbers, wrung By sweet enforcement and remembrance dear, And pardon that thy secrets should be sung Even into thine own soft-conched ear: Surely I dreamt to-day, or did I see The winged Psyche with awaken
John Keats (1795 - 1821) My heart aches, and a drowsy numbness pains My sense, as though of hemlock I had drunk, Or emptied some dull opiate to the drains One minute past, and Lethe-wards had sunk: Tis not through envy of thy happy lot, But being to
分集介绍:不同于一般常微分方程课程千篇一律地从分离变量和一阶线性方程讲起,MIT《微分方程》第一讲就以独特的视角从全局的角度诠释了微分方程的内涵。课程从方向场和积分曲线入手
By Nina Marie Potts Rotterdam, Netherlands 14 February 2006 watch Rotterdam report Immigrants in Rotterdam European assumptions about how easy it is to integrate immigrant communities are being sharpl
By Penelope Poulou Washington, DC 19 May 2006 watch Da Vinci Code report Ron Howard's movie 'The Da Vinci Code’ has premiered to a flurry of reactions by the mainstream Christian community -- perhap
Tae: What are you doing? Why are you taking all of my clothes out of my suitcase? I just finished packing that. Nicole: Youve packed all of the wrong things. Were going on a luxury cruise and all youve packed are shorts and t-shirts. Tae: Im going on
By Greg Flakus Houston, TX 29 March 2007 Watch Houston LIvestock Show Rodeos and livestock shows are a common part of life in many parts of the United States, but if there is one special event of this kind, it is the Houston Livestock Show and Rodeo
The One With Ross's Sandwich 本集简介: Joey lets himself look bad in order to explain away various discoveries that could expose Monica's and Chandler's relationship: underwear in Monica's sofa; a lady's razor in his shower; candlelight and vide
The One With Ross' New Girlfriend 本集简介: Rachel, ready to reveal her feelings to Ross, meets him at the airport; her plans fall apart, however, when she finds out about his new girlfriend, Julie. Chandler, already feeling guilty about reveali
Ode To My Family by The Cranberries Understand the things I say Dont turn away from me Cause I spent half my life out there You wouldnt disagree Do you see me, do you see Do you like me, do you like me standing there Do you notice, do you know Do yo
The One With Ross's Wedding 本集简介: Ross, Monica, Joey, and Chandler leave for London; Phoebe's pregancy prohibits travel and Rachel stays to take care of her... and to avoid the emotional strain of watching Ross get married. Joey and Chandler
The One With Ross's Thing 本集简介: Ross finds a growth on his body but can't tell what it is; neither can anyone else. He visits his doctor, Chandler's doctor, and Phoebe's guru. Phoebe dates two guys: Vince, a burly fireman, and Jason, a sensi
分集介绍:这一讲主要是讲跳跃式不连续函数u(t)=1(t0); 0(t0)的情况,重新定义拉普拉斯逆变换的唯一性,即L(u(t))=1/s。之后教授讲到了函数平移之后的拉普拉斯变换如何进行,之后推广到更一般
By Jim Malone Washington 15 August 2006 Early indications are that moderates from both major political parties could be vulnerable in this year's U.S. congressional midterm elections. Incumbent party-endorsed Democratic US Senator Joseph Lieberman a