颗松石英项目可行研究报告

颗松石英项目可行研究报告

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时间:2018-12-14

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1、fancystylepopularinthosedays.Itwasalsoatreasuredecoratedwithgoldandjewels,whichtookthecountry’sbestartistsabouttenyearstomake. Infact,theroomwasnotmadetobeagift.ItwasdesignedforthepalaceofFredrickI.However,thenextKingofPrussia,FredrickWilliamI,towhomt

2、heamberroombelonged,decidednottokeepit.In1716hegaveittoPetertheGreat.Inreturn,theCzarsenthimatroopofhisbestsoldiers.SotheAmberRoombecamepartoftheCzar’swinterpalaceinStPetersburg.Aboutfourmetreslong,theroomservedasasmallreceptionhallforimportantvistors

3、. Later,CatherineⅡhadtheAmberRoommovedtoapalaceoutsideStPetersburgwhereshespenthersummers.Shetoldherartiststoaddmoredetailstoit.In1770theroomwascompletedthewayshewanted.Almostsixhundredcandleslittheroom,anditsmirrorsandpicturesshonelikegold.Sadly,alth

4、oughtheAmberRoomwascnsideredoneofthewondersoftheworld,itisnowmissing. InSeptember1941,theNaziarmywasnearStPetersburg.Thiswasatimewhenthetwocountrieswereatwar.BeforetheNaziscouldgettothesummerpalace,theRussianswereabletoremovesomefurnituresandsmallarto

5、bjectsfromtheAmberRoom.However,someoftheNazissecretlystoletheroomitself.Inlessthantwodays100000pieceswereputinsidetwenty-sevenwoodenboxes.ThereisnodoubtthattheboxeswerethenputonatrainforKonigsberg,whichwasatatimeaGermancityontheBalticSea.Afterthat,wha

6、thappenedtotheAmberRoomremainsamystery. Recently,theRussiansandGermanshavebuiltanewAmberRoomatthesummerpalace.BystudyingoldphotosoftheformerAmberroom,theyhavemadethenewonelookeliketheoldone.In2003itwasreadyforthepeopleofStPetersburgwhentheycelebratedt

7、he300thbithdayoftheircity.   Afactofanopinion Whatisafact?Isitsomethingthatpeoplebelieve?No.Afactisanythingthatcanbeproved.Forexample,itcanbeprovedthatChinahasmorepeoplethananyothercountryintheworld.Thisisafact. Thenwhatisanopinion?Anopinioniswhatsome

8、onebelievesistruebuthasnotbeenproved.Soanopinoionisnotgoodevidenceinatrail.Forexample,itisanopinionifyousay“Catsarebetterpetsthandogs”.Itmaybetrue,butitisdifficulttoprove.Somepeoplemaynotagreewiththisopinionbuttheyalsocannotprovethattheyarerig

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