因为startup成功率是万分之一,所以需要认真考虑。第一个是公司是由谁投资的,投资人很重要。第二个是投资了多少钱?(30到80M以上)第三个是公司的现有产品已经有比较好的客户。第四个是你能有的公司equity是多少,早期的话会多很多,太迟的话同去大厂没有区别。第五个是工资待遇不能太差。
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Asstudentsaroundtheworldanxiouslyprepareforalumniinterviews,admissionsofficersbackinCambridgesitdowntosiftthroughtensofthousandsofapplications.Harvardassignseachadmissionsofficerageographicregionandasksthattheyreadallapplicationsfromstudentslivinginthatarea.ThefirstreaderforeachapplicationrecordsaHarvard-dictatedsetofdatapointsandmakesnoteofanymissingmaterials.Thisyear,firstreaderswilltakedownappl...[
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1.Stats是最重要的。有几个8到10的大奖,基本上能拿到一个T15以上的。2.Essay有一点作用,就是说你的STATS很好但没有Spike,通过ESSAY表现出你的能力。3.摧荐信没有太大的作用。除非是校长或牛人也许有点用。儿子请了他高中唯一一个B的老师写。4.最后一个是校友interview,这个是只要不写坏就行,再好也没用。
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https://www.yumpu.com/en/document/read/43158978/2015-usamo-qualifier-listhttps://www.maa.org/sites/default/files/USAMO%20Qualifiers%202016_0.pdfhttps://www.maa.org/sites/default/files/USAMOQualifier04042017.pdf[
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极大部MD-PhD是免学费加生活费
MedicalScientistTrainingPrograms(MSTP)areMD-PhDprogramsthatarefundedbytheNationalInstituteofHealth.Studentswhoareadmittedtothesehighly-competitiveprogramsreceivefulltuitioncoverage,livingexpenses,andastipend.
https://students-residents.aamc.org/media/8131/download
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从AAMC上看是44%都进了医学院。但是,还有很多学生在大一大二大3大4后不再申请,因为知道录取机会很低。也是大学毕业后申请一年两年3年4年,最后也退出。学医很讲种族配额。亚裔有22%小。但小印申请人占了32.4%,小中是15.4%。我没有看到最后录取小中和小印人数。我查了几所医学院的小中,每年大概2到3人。
https://www.aamc.org/media/6116/download
https://www.aamc.org/data-reports/w[
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经常有家长犹豫是否去藤校还是本医连读。如果孩子和家长都决定一定要读医,那么答案很清楚,选本医连读。下面是本医连读的一些例子。A选大藤4年后回到原来本医连读的医学院,父母花了一大笔钱。B放弃连读去了T15,因为当时去T15有很好的FA,比连读每年只多1万。4年后未能进医学院,工作2年后放弃了。C本医连读4年后MCAT考了近满分进了H的医学院。D和E也一样4年后去了[
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https://www.collegetransitions.com/dataverse/top-feeders-medical-school[
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https://www.vanderbilt.edu/hpao/documents/2020_Annual_Report.pdf[
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)
VanderbiltReadingandWriting720-770,Math750-800
HarvardReadingandWriting710-770,Math750-800
PrincetonReadingandWriting710-770,Math750-800
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YaleUniversity
ReadingandWriting720-770,Math740-800(2019–20)
StanfordUniversity
ReadingandWriting700-770,Math740-800(2019–20)
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