从mysql官网上下载mysql-server_5.7.21-1ubuntu14.04_amd64.deb-bundle.tar，然后进行离线安装，解压该安装包，会出现11个依赖包，按照顺序依次使用sudodpkg-i进行安装，中间会报错，显示缺少相应的依赖，具体如下：*******@ubuntu:/opt/mysql$sudodpkg-imysql-community-client_5.7.21-1ubuntu14.04_amd64.debSelectingpreviouslyunselectedpackagemysql-community-client.(Readingdatabase...208518filesanddirectoriescurrentlyinstalled.)Preparingtounpackmysql-community-client_5.7.21-1ubuntu14.04_amd64.deb...Unpackingmysql-community-client(5.7.21-1ubuntu14.04)...dpkg:dependencyproblemspreventconfigurationofmysql-community-client:mysql-community-clientdependsonlibaio1(＞=0.3.93);however:Packagelibaio1isnotinstalled.dpkg:errorprocessingpackagemysql-community-client(--install):dependencyproblems-leavingunconfiguredProcessingtriggersforman-db(2.6.7.1-1ubuntu1)...Errorswereencounteredwhileprocessing:mysql-community-client和********@ubuntu:/opt/mysql$sudodpkg-imysql-community-server_5.7.21-1ubuntu14.04_amd64.debSelectingpreviouslyunselectedpackagemysql-community-server.(Readingdatabase...208598filesanddirectoriescurrentlyinstalled.)Preparingtounpackmysql-community-server_5.7.21-1ubuntu14.04_amd64.deb...Unpackingmysql-community-server(5.7.21-1ubuntu14.04)...dpkg:dependencyproblemspreventconfigurationofmysql-community-server:mysql-community-serverdependsonlibmecab2(＞=0.996-1.1);however:Packagelibmecab2isnotinstalled.dpkg:errorprocessingpackagemysql-community-server(--install):dependencyproblems-leavingunconfiguredProcessingtriggersforman-db(2.6.7.1-1ubuntu1)...Processingtriggersforureadahead(0.100.0-16)...ureadaheadwillbereprofiledonnextrebootErrorswereencounteredwhileprocessing:mysql-community-server附上依赖包安装顺序：1.mysql-common_5.7.21-1ubuntu14.04_amd64.deb2.libmysqlclient20_5.7.21-1ubuntu14.04_amd64.deb3.libmysqlclient-dev_5.7.21-1ubuntu14.04_amd64.deb4.libmysqld-dev_5.7.21-1ubuntu14.04_amd64.deb

看大小就知道很全啦查看地址https://blog.csdn.net/qq_43333395/article/details/98508424目录：数据结构：1.RMQ(区间最值,区间出现最大次数,求区间gcd)2.二维RMQ求区间最大值(二维区间极值)3.线段树模板(模板为区间加法)(线段树染色)(区间最小值)4.线性基(求异或第k大)5.主席树(静态求区间第k小)(区间中小于k的数量和小于k的总和)(区间中第一个大于或等于k的值)6.权值线段树(求逆序对)7.动态主席树(主席树+树状数组)(区间第k大带修改)8.树上启发式合并(查询子树的优化)9,树状数组模板(求区间异或和，求逆序对)扩展10.区间不重复数字的和(树状数组)11.求k维空间中离所给点最近的m个点,并按顺序输出(KD树)12.LCA(两个节点的公共父节点)动态规划：1.LIS(最长上升子序列)2.有依赖的背包(附属关系)3.最长公共子序列(LCS)4.树形DP5.状压DP-斯坦纳树6.背包7.dp[i]=min(dp[i+1]…dp[i+k]),multset博弈：1.NIM博弈(n堆每次最少取一个)2.威佐夫博弈(两堆每次取至少一个或一起取一样的)3.约瑟夫环4.斐波那契博弈(取的数依赖于对手刚才取的数)5.sg函数数论：1.数论素数检验：普通素数判别线性筛二次筛法求素数米勒拉宾素数检验2.拉格朗日乘子法（求有等式约束条件的极值）3.裂项（多项式分子分母拆分）4.扩展欧几里得(ax+by=c)5.勾股数(直角三角形三边长)6.斯特林公式(n越大越准确,求n!)7.牛顿迭代法(求一元多次方程一个解)8.同余定理(a≡b(modm))9.线性求所有逆元的方法求(1~pmodp的逆元)10.中国剩余定理(n个同余方程x≡a1(modp1))11.二次剩余((ax+k)2≡n(modp)(ax+k)^2≡n(modp)(ax+k)2≡n(modp))12.十进制矩阵快速幂(n很大很大的时候)13.欧拉函数14.费马小定理15.二阶常系数递推关系求解方法(a_n=p*a_{n-1}+q*a_{n-2})16.高斯消元17.矩阵快速幂18.分解质因数19.线性递推式BM(杜教)20.线性一次方程组解的情况21.求解行列式的逆矩阵，伴随矩阵，矩阵不全随机数不全组合数学：1.循环排列(与环有关的排列组合)计算几何：1.三角形(求面积))2.多边形3.三点求圆心和半径4.扫描线(矩形覆盖求面积)(矩形覆盖求周长)5.凸包(平面上最远点对)6.求凸多边形的直径7.求凸多边形的宽度8.求凸多边形的最小面积外接矩形9.半平面交图论：基础:前向星1.最短路(优先队列dijkstra)2.判断环(tarjan算法)3.最小生成树(Kruskal模板)4.最小生成树(Prim)5.Dicnic最大流(最小割)6.无向图最小环(floyd)7.floyd算法的动态规划(通过部分指定边的最短路)8.图中找出两点间的最长距离9.最短路(spfa)10.第k短路(spfa+A*)11.回文树模板12.拓扑排序(模板)13.次小生成树14.最小树形图(有向最小生成树)15.并查集(普通并查集,带权并查集,)16.求两个节点的最近公共祖先(LCA)17.限制顶点度数的MST(k度限制生成树)18.多源最短路(spfa,floyd)19.最短路(输出字典序最小)20.最长路图论题目简述字符串：1.字典树(多个字符串的前缀)2.KMP(关键字搜索)3.EXKMP(找到S中所有P的匹配)4.马拉车(最长回文串)5.寻找两个字符串的最长前后缀(KMP)6.hash(进制hash,无错hash,多重hash,双hash)7.后缀数组(按字典序排字符串后缀)8.前缀循环节(KMP的fail函数)9.AC自动机(n个kmp)10.后缀自动机小技巧：1.关于int,double强转为string2.输入输出挂3.低精度加减乘除4.一些组合数学公式5.二维坐标的离散化6.消除向下取整的方法7.一些常用的数据结构(STL)8.Devc++的使用技巧9.封装好的一维离散化10.Ubuntu对拍程序11.常数12.Codeblocks使用技巧13.java大数叮嘱共173页

原则英文版，总页数为586页，是完整的，此版本是我付费在别的网站上下载的ThankyoufordownloadingthisSimonSchusterebookGetaFreeebookwhenyoujoinourmailinglist.Plus,getupdatesonnewreleases,dealsrecommendedreads,andmorefromSimonSchusterClickbelowtosignupandseetermsandconditionsCLICKHERETOSIGNUPAlreadyasubscriber?Provideyouremailagainsowecanregisterthisebookandsendyoumoreofwhatyouliketoread.YouwillcontinuetoreceiveexclusiveoffersinyourinboxPRINCIPLESRAYDALIOsiMonSCHUSTERNEWYORKLONDONTORONTOSYDNEYNEWDELHIPARTIW豆EREIMCOMIINGFRON1MyCalltoAdventure:1949-19672CrossingtheThreshold:1967-19793MyAbyss:1979-19824MyRoadofTrials:1983-19945TheUltimateBoon:1995-20106ReturningtheBoon:2011-20157MyLastYearandMyGreatestChallenge:2016-20178LookingBackfromaHigherLevelPARTIILIFEPRINCIPLES1EmbraceRealityandDealwithIt2Usethe5-StepProcesstoGetWhatYouWantOutofLife3BeRadicallyOpen-Minded4UnderstandThatPeopleAreWiredVeryDifferently5LearnHowtoMakeDecisionsEffectivelyLifePrinciples:PuttingItAllTogetherSummaryandTableoflifePrinciplesPARTIIIWORKPRINCIPLESSummaryandTableofWorkPrinciplesTOGETTHECULTURERIGHT1TrustinRadicalTruthandRadicalTransparency2CultivateMeaningfulWorkandMeaningfulRelationships3CreateaCultureinWhichItIsOkaytoMakeMistakesandUnacceptableNottoLearnoem4GetandStayinSync5BelievabilityWeightYourDecisionMaking6RecognizeHowtoGetBeyondDisagreementsTOGETTHEPEOPLERIGHT7RememberThattheWHOIsMoreImportantthantheWhat8HireRight,BecausethePenaltiesforHiringWrongAreHuge9ConstantlyTrain,Test,Evaluate,andSortPeopleTOBUILDANDEVOLVEYOURMACHINE10ManageasSomeoneOperatingaMachinetoAchieveagoal11PerceiveandDon'tTolerateproblems12DiagnoseProblemstoGetatTheirrootcauses13DesignImprovementstoYourMachinetoGetAroundYourProblems14DoWhatYouSetOuttodo15USeToolsandProtocolstoShapeHowWorkIsDone16AndforHeaven'sSakeDontOverlookGovernanceWorkPrinciples:PuttingItAllTogetherACKNOWLEDGMENTSABOUTTHEAUTHORCONCLUSIONAPPENDIX.TOOLSANDPROTOCOLSFORBRIDGEWATERSIDEAMERITOCRACYBIBLIOGRAPHYINDEXToBarbara.thehalfmewhohasmademewholeformorethanfortyyearsINTRODUCTIONBeforeibegintellingyouwhatIthink,IwanttoestablishthatI'ma"dumbshit'whodoesntknowmuchrelativetowhatineedtoknowWhateversuccessI'vehadinlifehashadmoretodowithmyknowinghowtodealwithmynotknowingthananythingIknow.ThemostimportantthingIlearnedisanapproachtolifebasedonprinciplesthathelpsmefindoutwhat'strueandwhattodoaboutitI'mpassingalongtheseprinciplesbecauseiamnowatthestageinmylifewhichIwanttohelpothersbesuccessfulratherthantobemoresuccessfulmyself.Becausetheseprincipleshavehelpedmeandotherssomuch,Iwanttosharethemwithyou.It'suptoyoutodecidehowvaluabletheyreallyareandwhat,ifanythingyouwanttodowiththemPrinciplesarefundamentaltruthsthatserveasthefoundationsforbehaviorthatgetsyouwhatyouwantoutoflife.TheycanbeappliedagainandagaininsimilarsituationstohelpyouachieveyourgoalsEveryday,eachofusisfacedwithablizzardofsituationswemustrespondto.Withoutprincipleswewouldbeforcedtoreacttoallthethingslifethrowsatusindividually,asifwewereexperiencingeachofthemforthefirsttime.Ifinsteadweclassifythesesituationsintotypesandhavegoodprinciplesfordealingwiththemwewillmakebetterdecisionsmorequicklyandhavebetterlivesasaresult.Havingagoodsetofprinciplesislikehavingagoodcollectionofrecipesforsuccess.Allsuccessfulpeopleoperatebyrinciplesthathelpthembesuccessful,thoughwhattheychoosetobesuccessfulatvariesenormouslysotheirprinciplesvarTobeprincipledmeanstoconsistentlyoperatewithprinciplesthatcanbeclearlyexplained.Unfortunately,mostpeoplecantdothat.Andit'sveryrareforpeopletowritetheirprinciplesdownandsharethemThatisashame.IwouldlovetoknowwhatprinciplesguidedAlbertEinstein,SteveJobsWinstonChurchill,LeonardodaVinci,andotherssoIcouldclearlyunderstandwhattheyweregoingafterandhowtheyachieveditandcouldcomparetheirdifferentapproaches.I'dliketoknowwhichprinciplesaremostimportanttothepoliticianswhowantmetovoteforthemandtoalltheotherpeoplewhosedecisionsaffectme.Dowehavecommonprinciplesthatbindustogether-asafamly,asacommunity,asanation,asfriendsacrossnations?O1dowehaveopposingprinciplesthatdivideus?whatarethey?letsbespecificThisisatimewhenitisespeciallyimportantforustobeclearaboutourprinciplesMyhopeisthatreadingthisbookwillpromptyouandotherstodiscoveryourownprinciplesfromwhereveryouthinkisbestandideallywritetheedown.Doingthatwillallowyouandotherstobeclearaboutwhatyourprinciplesareandunderstandeachotherbetter.Itwillallowyoutoretinethemasyouencountermoreexperiencesandtoreflectonthem,whichwillhelpyoumakebetterdecisionsandbebetterunderstoodHAVINGYOUROWNPRINCIPLESWecomebyourprinciplesindifferentways.Sometimeswegainthemthroughourownexperiencesandreflections.Sometimesweacceptthemfromothers,likeourparents,orweadoptholisticpackagesofprinciples,suchasthoseofreligionsandlegalframeworksBecauseweeachhaveourowngoalsandourownnatures,eachofusmustchooseourownprinciplestomatchthem.Whileitisntnecessarilyabadthingtouseothers'principles,adoptingprincipleswithoutgivingthemmuchthoughtcanexposeyoutotheriskofactinginwaysinconsistentwithyourgoalsandyournature.Atthesametime,you,likeme,probablydontknoweverythingyouneedtoknowandwouldbewisetoembracethatfact.Ifyoucanthinkforyourselfwhilebeingopen-mindedinaclearheadedwaytofindoutwhatisbestforyoutodo,andifyoucansummonupthecouragetodoityouwillmakethemostofyourlife.Ifyoucantdothat,youshouldreflectonwhythatis,becausethat'smostlikelyyourgreatestimpedimenttogettingmoreofwhatyouwantoutoflifeThatbringsmetomyfirstprincipleThinkforyourselftodecide1,whatyouwant,2ywhatistrue,and3,whatyoushoulddotoachieve#1inlightof#2anddothatwithhumilityandopen-mindednesssothatyouconsiderthebestthinkingavailabletoyou.Beingclearonyourprinciplesisimportantbecausetheywillaffectallaspectsofyourlife,manytimesaday.Forexample,whenyouenterintorelationshipswithothers,yourprinciplesandtheirprincipleswilldeterminehowyouinteract.Peoplewhohavesharedvaluesandprinciplesgetlong.Peoplewhodontwillsufferthroughconstantmisunderstandingsandconflicts.Thinkaboutthepeopleyouareclosestto:Aretheirvaluesalignedwithyours?Doyouevenknowwhattheirvaluesorprinciplesare?Tooofteninrelationships,people'sprinciplesarentclear.ThisisespeciallyproblematicinorganizationswherepeopleneedtohavesharedprinciplestobesuccessfulBeingcrystalclearaboutmyprinciplesiswhyIlaboredsomuchovereverysentenceinthisbookTheprinciplesyouchoosecanbeanythingyouwantthemtobeaslongastheyareauthentic--i.e,aslongastheyreflectyourtruecharacterandvalues

centos7新增bcache模块，内核版本kernel-3.10.0-693.el7，不用编译，直接将此文件放到/lib/modules/3.10.0-693.11.1.el7.x86_64/kernel/drivers/md/下加载即可cp./bcache.ko/lib/modules/3.10.0-693.11.1.el7.x86_64/kernel/drivers/md/depmod-amodprobe-fbcache

ExploratoryDataAnalysisUsingRprovidesaclassroom-testedintroductiontoexploratorydataanalysis(EDA)andintroducestherangeof"interesting"–good,bad,andugly–featuresthatcanbefoundindata,andwhyitisimportanttofindthem.ItalsointroducesthemechanicsofusingRtoexploreandexplaindata.Thebookbeginswithadetailedoverviewofdata,exploratoryanalysis,andR,aswellasgraphicsinR.Itthenexploresworkingwithexternaldata,linearregressionmodels,andcraftingdatastories.ThesecondpartofthebookfocusesondevelopingRprograms,includinggoodprogrammingpracticesandexamples,workingwithtextdata,andgeneralpredictivemodels.Thebookendswithachapteron"keepingitalltogether"thatincludesmanagingtheRinstallation,managingfiles,documenting,andanintroductiontoreproduciblecomputing.Thebookisdesignedforbothadvancedundergraduate,entry-levelgraduatestudents,andworkingprofessionalswithlittletonopriorexposuretodataanalysis,modeling,statistics,orprogramming.itkeepsthetreatmentrelativelynon-mathematical,eventhoughdataanalysisisaninherentlymathematicalsubject.Exercisesareincludedattheendofmostchapters,andaninstructor'ssolutionmanualisavailable.AbouttheAuthor:RonaldK.PearsonholdsthepositionofSeniorDataScientistwithGeoVera,apropertyinsurancecompanyinFairfield,California,andhehaspreviouslyheldsimilarpositionsinavarietyofapplicationareas,includingsoftwaredevelopment,drugsafetydataanalysis,andtheanalysisofindustrialprocessdata.HeholdsaPhDinElectricalEngineeringandComputerSciencefromtheMassachusettsInstituteofTechnologyandhaspublishedconferenceandjournalpapersontopicsrangingfromnonlineardynamicmodelstructureselectiontotheproblemsofdisguisedmissingdatainpredictivemodeling.Dr.Pearsonhasauthoredorco-authoredbooksincludingExploringDatainEngineeri

迪菲－赫尔曼密钥交换（Diffie–Hellmankeyexchange，简称“D–H”）是一种安全协议。
它可以让双方在完全没有对方任何预先信息的条件下通过不安全信道建立起一个密钥。
这个密钥可以在后续的通讯中作为对称密钥来加密通讯内容。
假如用户g和用户B希望交换一个密钥。
取素数p和整数g，g是p的一个原根，公开g和p。
g选择随机数Xg＜p，并计算Yg=g^Xgmodp。
B选择随机数XB＜p，并计算YB=g^XBmodp。
每一方都将X保密而将Y公开让另一方得到。
g计算密钥的方式是：K=(YB)^XgmodpB计算密钥的方式是：K=(Yg)^XBmodp

OracleDataProviderfor.NET2017(ODP.NET)优化了通过ADO.NET访问Oracle数据库中数据的过程。
ODP.NET允许开发人员利用高级的Oracle数据库功能（包括RealApplicationClusters、XMLDB和高级安全性）。
这个数据提供程序可与最新的.NETFramework版本4结合使用。
ODP.NET使得从.NET中使用Oracle变得更灵活、更快速和更稳定。
ODP.NET包含许多其他.NET驱动程序所没有的特性，包括原生XML数据类型、自调优、RAC优化的连接池等。

解压后进入文件夹，执行sudodpkg-iscrt-8.5.3-1867.ubuntu18-64.x86_64.deb，安装文件sudoperlsecurecrt_linux_crack.pl/usr/bin/SecureCRT，获取License信息，打开SecureCRT，输入获取的License信息

Qualcomm-Atheros-QCA9377-Wifi-Linux驱动，联想E42-80等等型号电脑适用，此外modprobe设置不要加载idea_thinkpad模块（该模块默认禁用wifi硬件，需自行将其加入黑名单）

APOD一个优雅的客户。
用法克隆此仓库打开终端并运行cdAPoDpodinstall打开APoD.xcworkspace创建一个名为ApiKey.swift的新文件，然后键入letAPOD_API_KEY="YOUR_APOD_API_KEY"更改开发者证书并运行！执照特此授予MIT许可（c）2018KuixiSong许可，该许可是免费获得任何人获取本软件和相关文档文件（“软件”）的副本，以不受限制地处理软件，包括但不限于使用，复制，修改，合并，发布，分发，再许可和/或出售软件副本的权利，并允许提供软件的人员这样做，但须满足以下条件：上述版权声明和该许可通知应包含在本软件的所有副本或大部分内容中。
该软件按“原样”提供，不提供任何形式的明示或暗示担保，包括但不限于对适销性，特定目的的适用性和非侵权性的担保。
无论是由于软件，使用或其他方式产生的，与

在日常工作中，钉钉打卡成了我生活中不可或缺的一部分。然而，有时候这个看似简单的任务却给我带来了不少烦恼。 每天早晚，我总是得牢记打开钉钉应用，点击"工作台"，再找到"考勤打卡"进行签到。有时候因为工作忙碌，会忘记打卡，导致考勤异常，影响当月的工作评价。而且，由于我使用的是苹果手机，有时候系统更新后，钉钉的某些功能会出现异常，使得打卡变得更加麻烦。 另外，我的家人使用的是安卓手机，他们也经常抱怨钉钉打卡的繁琐。尤其是对于那些不太熟悉手机操作的长辈来说，每次打卡都是一次挑战。他们总是担心自己会操作失误，导致打卡失败。 为了解决这些烦恼，我开始思考是否可以通过编写一个全自动化脚本来实现钉钉打卡。经过一段时间的摸索和学习，我终于成功编写出了一个适用于苹果和安卓系统的钉钉打卡脚本。