凯瑟琳·伊丽莎白·哈德逊出生于加利福尼亚州圣巴巴拉戈列塔河谷小屋醫院[2][3][4]，父亲莫里斯·基思·哈德逊（Maurice Keith Hudson）和母亲玛丽·克丽斯蒂·派瑞（Mary Christine Perry）是五旬节运动牧师。她的父母都生为基督徒，在度过“狂野的青春”后信奉上帝[5]。派瑞拥有葡萄牙、德国、爱尔兰和英国血统[6]。在母親家族方面，她是电影导演、制片人弗兰克·派瑞（英语：Frank Perry）的侄女[7]。她的弟弟大卫是歌手[8]，姐姐叫安琪拉[9]。3岁到11岁时，派瑞经常辗转全国各地，跟随父母创办教会，直至再次在圣芭芭拉安家。成长的过程中，她就读于宗教学校和夏令营学校，包括在小学时期就读的加利福尼亚圣巴巴拉基督教学校（Santa Barbara Christian School）和亚利桑那州天堂谷基督教学校（Paradise Valley Christian School）[4][10]。她的家人曾陷入经济困境[11]，曾有一段日子靠食物券和父母教会供给信众的食物仓库储备维生[12]。
在纳什维尔，她开始录制样本唱片，学习写歌和弹吉他[14]。与红山唱片签约后，派瑞录制她的首支专辑——名为《凯蒂·哈德森》的福音唱片。专辑于2001年3月6日发行[25]，她加盟奇怪得正常巡演（The Strangely Normal Tour）以宣传专辑[26]。尽管只卖出大约200张[27]，在商业上没有获得成功，但专辑还是获得乐评人的积极评价。同年12月，派瑞与厂牌解约[28]。
2014年6月17日，派瑞宣布在国会唱片名下建立她自己的唱片公司，名叫变形唱片。费拉斯是第一个签约该公司的艺人，派瑞为他的同名迷你专辑（英语：Ferras (EP)）出任执行制作人。她为专辑与他录制二重唱歌曲《传奇不朽》（Legends Never Die）[175]。她凭借着3900万美元的收入入选《福布斯》2013年“全球音乐界最赚钱女性”榜单[176]，后来又凭借4000万美元收入在他们2014年的榜单中名列第五[177]。2015年，凭借1.35亿的收入，《福布斯》再次将派瑞列入榜单头位，封其为“全球收入最高的女艺人”，宣称她是2015年收入最高的女性名人，把她放进杂志百强名人榜的第三位[178]。
2020年3月5日，佩芮發行單曲《Never Worn White》，並通過這支單曲公布自己懷孕的喜訊。同年5月15日，佩芮發行新專輯首支主打單曲《Daisies》[219]，同日，佩芮宣佈新專輯《微笑》在8月14日發行，後因專輯製作上的問題而推遲至8月28日發行。在專輯發行的前兩天，2020年8月26日，佩芮順利誕下與奥兰多·布鲁姆的女兒Daisy Dove Bloom[220]。
2021年-2023年：拉斯維加斯駐場演唱會《玩樂》
2021年1月20日，凱蒂佩芮在美國總統喬·拜登的總統就职典礼「庆祝美国」音乐会上壓軸出場演唱《烟火》。四个月后，她與寶可夢合作推出單曲《電力四射》，與單曲搭配的凱蒂佩芮和寶可夢聯名的周邊商品也在其官方網店發售，這也是寶可夢25周年紀念活動的一部分。至同年10月，佩芮代言蓋璞聖誕季“ALL TOGETHER NOW”主題廣告，并為廣告翻唱披頭士樂隊的經典歌曲《All You Need Is Love》，每當她翻唱版本的《All You Need Is Love》在串流媒體平台播放時，蓋璞公司就會向支持貧困兒童的非營利組織「Baby2Baby」捐贈1美元（100,000美元封頂）。
2023年5月7日，佩芮受邀在查爾斯三世的英國國王加冕音樂會上出場表演，她在於溫莎城堡舉辦的音樂會上獻唱《聽我吼》和《烟火》兩首歌曲[223][224][225]。9月，她以約2.25億美元的價格將自己的全部音樂母帶版權賣給音樂版權管理公司「Litmus Music」[226][227]，這筆交易的標的包含佩芮的母帶版稅收入，以及她所擁有自2008年至2020年間發行的《One Of The Boys》、《Teenage Dream》、《Prism》、《Witness》和《Smile》專輯出版權股份，媒體報導此為該年度音樂業者與單一藝人達成的最高金額交易[228]。佩芮之後在《小豬佩奇》中為新角色「豹女士」配音，她配音的動畫作爲“婚禮特別篇”收錄在2024年播出動畫的第十季節目和電影《佩佩的電影派對》中[229]。
派瑞被国际唱片业联合会（International Federation of the Phonographic Industry）宣布为2013年全球顶级发片女歌手[169]。美国唱片工业协会（RIAA）表示，派瑞是美国数字单曲销量第三高的女歌手，包括流媒体点播量在内的数字单曲认证销量为8350万[329]。她的歌曲《烟火》、《外星品种》、《加州女孩》、《忽冷忽热》、《聽我吼》和《黑马》都透过数字渠道卖出超过500万份[330]。佩里整个职业生涯共在全球卖出一亿张唱片[331]，是史上作品销量最多的音乐人之一[282]。
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Untuk kegunaan lain, lihat DeWalt (disambiguasi). Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: DeWalt – berita · surat kabar · buku · cendekiawan · JSTOR (Agustus 2012) DeWalt Industrial Tool CompanyJenisAnak perusahaanIndustriManufakturDidirikan1924; 1...
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Indian lyricist (born 1980) This article may have been created or edited in return for undisclosed payments, a violation of Wikipedia's terms of use. It may require cleanup to comply with Wikipedia's content policies, particularly neutral point of view. (June 2019) This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (May 2020) (Learn how and when to remove this te...
Bani KhidrahLingkunganNegara Arab SaudiProvinsiProvinsi MadinahKotaMadinahZona waktuUTC+3 (EAT) • Musim panas (DST)UTC+3 (EAT) Bani Khidrah adalah sebuah lingkungan di kota suci Madinah di Provinsi Madinah, tepatnya di sebelah barat Arab Saudi.[1] Referensi ^ National Geospatial-Intelligence Agency. GeoNames database entry. (search Diarsipkan 2017-03-18 di Wayback Machine.) Accessed 12 May 2011. lbsLingkungan sekitar Masjid Nabawi, Madinah, Arab Saudi • Al-Jumu'ah �...
This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Arvydas Anušauskas – news · newspapers · books · scholar · JSTOR (October 2019) (Learn how and when to remove this message) Lithuanian historian ...
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The sum of the squares of the 4 sides of a parallelogram equals that of the 2 diagonals Not to be confused with Parallelogram rule (physics). The sides of parallelogram ABCD are shown in blue and the diagonals in red. The sum of the areas of the blue squares equal that of the red ones. In mathematics, the simplest form of the parallelogram law (also called the parallelogram identity) belongs to elementary geometry. It states that the sum of the squares of the lengths of the four sides of a pa...
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