鸿蒙项目实战-月木学途:1.编写首页,包括搜索栏、轮播图、宫格

效果展示

搜索栏制作

相关知识回顾

输入框组件TextInput

单行输入框类型
  .type(InputType.Normal)//基本输入框
  .type(InputType.Password)//密码
  .type(InputType.Email)//邮箱
  .type(InputType.Number)//数字
  .type(InputType.PhoneNumber)//电话号
  .type(InputType.Normal)
  .type(InputType.Normal)
  .type(InputType.Normal)

属性
  .backgroundColor(Color.Pink)//输入框颜色
  .margin(10)
  .padding({left:20})

基础使用
TextInput()//单行输入框
TextInput().type(InputType.Password)//密码框
TextInput({placeholder:'我是提示文本',text:'我是当前文本内容'})//提示文本+默认内容
TextArea()//多行输入框,超出一行时会自动折行

图片组件Image

加载图片资源
1.本地资源:创建文件夹,将本地图片放入ets文件夹下的任意位置。
Image("https://www.itbaizhan.com/wiki/images/icon.png")
2.网络资源:引入网络图片需申请权限ohos.permission.INTERNET,具体申请方式请参考权限申请声明
开启网络资源权限:修改entry\src\main\module.json5文件
"module": {
  "requestPermissions": [{"name": "ohos.permission.INTERNET"}],
Image('https://www.example.com/example.JPG')
3.Resource资源:
放入resources文件夹下任意位置:Image($r('app.media.icon'))【resources/base/media/icon.jpg】
放入resources文件夹下rawfile文件夹中:Image($rawfile('snap'))

代码编写

/**
       * 搜索框
       */
      Row() {
        TextInput({ placeholder: '10000节开发课,任你搜' })
          .backgroundColor("#e2f6f2").width("80%")
        Image("data:image/png;base64,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")
          .width("10%").margin({ left: "2%" })
      }.padding({ top: 15, bottom: 10 })

轮播图制作

相关知识回顾

轮播组件Swiper()

特性
对Swiper组件设置了固定的尺寸,则在轮播显示过程中均以该尺寸生效;否则,会根据子组件的大小自动调整自身的尺寸

属性
1.基础属性
  .loop(true)//循环播放【默认true】
  .autoPlay(true)//自动轮播【默认true】
  .interval(1000)//播放间隔,单位毫秒
  .vertical(false)//轮播方向【默认false】true垂直,false水平
  .indicatorStyle({//自定义导航点的位置和样式
    size: 30,//导航点直径设为30VP
    left: 0,//左边距为0
    color: Color.Red//导航点颜色设为红色
  })
2.轮播切换方式:
支持三种页面切换方式:手指滑动、点击导航点、通过控制器【需要自定义】

循环渲染ForEach

遍历数组
//代办任务列表
private totalTasks: any[] = [
  { plan: "早起晨练" },
  { plan: "准备早餐" },
  { plan: "阅读名著" },
  { plan: "学习ArkTS" },
  { plan: "看剧放松" }
];
/**
 * 遍历代办任务
 */
ForEach(this.totalTasks, (item) => {
  Text(item.plan)
}) 

代码编写

//轮播图列表
  private swiperList: any[] = [
    "https://img0.baidu.com/it/u=196054532,118543837&fm=253&fmt=auto&app=138&f=JPEG?w=788&h=443",
    "https://img1.baidu.com/it/u=3514620736,3985544130&fm=253&fmt=auto&app=120&f=JPEG?w=800&h=50",
    "https://img0.baidu.com/it/u=3596414240,3538558616&fm=253&fmt=auto&app=138&f=JPEG?w=450&h=250",
  ];
/**
       * 轮播图
       */
      Row() {
        Swiper() {
          ForEach(this.swiperList, (item) => {
            Image(item).width('98%').height('23%').margin("1%").borderRadius(20)
          })
        }.interval(3000) //播放间隔,单位毫秒
      }

宫格制作

相关知识回顾

网格布局

特点
GridItem()组件里面只能有一个组件
当网格容器组件尺寸发生变化时,所有子组件以及间距会等比例调整,从而实现网格布局的自适应能力

属性
1.设置行列数量与占比:
设置rowsTemplate/columnsTemplate实现行列数量与尺寸占比(fr的个数即网格布局的行或列数)
  .rowsTemplate('1fr 1fr 1fr')
  .columnsTemplate('1fr 2fr 1fr')//第2列占了一半空间
2.设置子组件所占行列数:
设置GridItem的rowStart、rowEnd、columnStart和columnEnd实现单个网格横跨多行或多列
  .columnStart(1)
  .columnEnd(2)//横跨第一列和第二列
3.设置行列间距:
通过Grid的rowsGap和columnsGap可以设置网格布局的行列间距
  .columnsGap(10)//列间距为10vp
  .rowsGap(15)//行间距为15vp
4.设置主轴方向:
通过layoutDirection可以设置网格布局的主轴方向,决定子组件的排列方式
  .minCount(3)//约束主轴方向上的网格数量最小为3
  .maxCount(3)//约束主轴方向上的网格数量最大为3
  .layoutDirection(GridDirection.Row)//先从左到右排列,排满一行再排一下一行
  .layoutDirection(GridDirection.Column)//先从上到下排列,排满一列再排一下一列
5.构建可滚动的网格布局:
仅设置rowsTemplate或columnsTemplate即可,当超出Grid显示区域后便拥有可滚动能力

代码编写

//宫格列表
  private gridList: any[] = [
    {
      name: 'java',
      icon: 'data:image/png;base64,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',
    },
    {
      name: 'Python',
      icon: 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAAAXNSR0IArs4c6QAADnZJREFUeF7tnXmQHFUdx7+/PmcTQCScFYIgiEElBKGEkKiEUzksLhNLq0TCsduTgCQWqKASSw45BITs9CQpToNCFBVQIkE0kfsqIMWtUBTBSAhRjoSdnunun9XZa3aO7jn6mt3XVfvHVr/3O77vM+/18d5rwmg7FrKU2R6ToNqTXKZJYJpEwCSAdwMwAURdYHccIHWBeRwIXQDGAXiXgDcZWAvwWkB6k8Frmd03NVbf2DyX3h5tUnn5UEcntZC1zC72dLg4ygUOJdAkABMjyqkA0Bsgfhmuu1qS1Mf7tsPTmEXFiPzFYrbzAFj0wQRdycwGS4cBOALAx2JRqpYTwntw8TATlhUN5fbE4mjDcccAoOaKB0sSzQbTbAC7tJFzRFXpGRCWKbJ02+YzaX1ETkI3m3oA1N7iVEmWLgLjhNCzj8bgWoCusAx5UTTmw7WaagD0XPFcSFsaf9tw047F2v0gvtLqUe+PxVuLTlILgG7a1wOY12JeqalGzJcVsuoFqQmoIpBUApDJ27czwxvrR8XBhJuKPcqcNCaTOgA0055FwB1pFKutmIiutXrk+W3ZiKBy6gDQzdJDAE2PINfETTLjxGJW+WPigZQFkCoAtF57NkkIup9+n4HTQfJLRQVvw4GUcUsnMiTvLuGYNIlbGQuBnywY6hfSFGOqANDz9iIw5voI9DpJ8qmFbnqoqsxy1vSN9gqAvAdE6T0Ix1o9yr1pCTBdAJjOcwBPqScOM2YVs8pv653PmH27M2l3g3nftAhcGQcDNxcN5bS0xJcyAGyuKwzRC1aP/Lkg4XTT/h2Ak4PKJXj+DctQ9kjQ/wjXHQMAgS8tGOqFQcLppt0LIBtULsnzkivv1jeX1iYZw6DvjgEAwFLLUM4KEk03S5cDdH5QuSTPE3hmwVBXJRlDJwJwl2Uoge8DdNP+PYAT0yBuvRgEAHWU0U2fawCgj8DH+P1y+i8C1efBGC8AaEyBThoCvPkrayxNmoHT6cOq9BbxBF1xbgLj+MZST66U6AFa6wH6axHukpiv7DPUh7f8fwNv3VW0pzigqwg4OLlmbdyzAKAdAIbq8isDRHy6cenTUVIAEAoA6WjMVqIQAAgAxG1gLQYC7gJa+bGlso7oAUQPIHoA0QOIJ4FVDIghIP4RK20Pgv4evwQ4NG6f4hogbsV9/CXR6wgABADiIjAtDKShB8iYpaaHobBeJ4d6DTB+Ke9UKjnTCO7ukORPALx7B6zqaVr8duGtHAJ00/aufZqLg7EBEt3JzKvbWZjaNgCqWdxfInkmmL23cM0l0a6SHVo/FADKcyf8WQJf0tejPtqsJC0DoCwqTVMUms+MrzfrdKyXDx0AT1CGzUQXFw35p83o2zQAXUt5V9e2FwCUulUuzSSeZNlIABhIiEELm4GgKQDUxcWDJFe+GeDJSQrY6b6jBKC/M2gcgoYB0POlI8F0K4CdO70Bko4/agD685OPtwz6U1CuDQGgmfbJBCwDkAkyKM4HKxAHAAw8UczIX8ZpVPCLKBiAW3m8vtl+DKDARRnBqYsSngJVAOTsFSB8JWx1CHRpwZB911IEAqDlShcQ0SVhBzeW7VUCkDHt3zDwjSg0IYkPK3Srdd+x+AKQWcp7sO08BmDHKIIbqzZrDAE5AEZEevzBMpST6tn2BUA3S9cC9N2IAhuzZqt6gFzpUib6YVSCSC5P75urPlLLfl0AtOutyaTIL0UV1Fi2W30N4JwH4isi04SRt7JKzR6mPgA55/tE/PPIghrDhmtcA5zJwJIIJdkEyZ5qdWdeq/RRHwDTfoSAaREGNWZNu667f2mu9uygAFrePoUYdfc9CEOoeg+HagKQyfOXmJ3VYTgWNqoVkFDctc8Y9+/BM5lc6Qgmino/wb9ahnJkQz2AbpauFs/6o0PXkmQN3VQaBsA5i4kXR+dxi+U+q0+egAXUV+6nZg+gB2zVEnGgo9s8YaXVoxxdnqSetxeDEbj3QdvCuHy0NVdd6QvAVjfyDiXLeadtZ8JATQWIqbuQlUdc8GVM5ykGHxC1ZAT6WcGQf+ILgN5bOgoS3Rd1MGPVPrG8ZyFLrw93//xJJqfq6jwifVZZhjLTFwDNdM4n8OURBTCmzTLolqIhf6dchEwulvF/wCX/0zLUvX0BiPK59Jhu/f6XQIcXDPVvIwDI28tjnFX1kWUoI3ZPqboI1Ez7YQIOGeuNFUH+d1qGckq53fG9m3YuSZkXCfh4BP5qmrRY3g5Z+t/gySoAxB1AJE3xoFV6/zicM+GDcutJDLcMZ9+ioT9fH4Cc/ToIqdnIMJLmiNUoP0ewTygYXW+McLuYVZ3dZ8D82TjDqXwMXd0D5Ox3QNghzqBGrS/vJYwr/wjzaGNljprpXEjgi+POPRgA0/4I2PItPXG0qAADj0qEfKFH8eZQVh1azv4mEW5r0Xxb1fwBuIG31ovOiHGqLW9jqTKhCMZKZtzqt6G1J0kSy9GGx/yRu5SOGAK8NWoMSmKJdnOo9C+LegfMG5qrGGJp75uBjA0E3uAyPVm05FWYT+/5edB6rX1Ikl8MMYqmTXVkD0DAUwCvBJQHCgaNuI9uWoGEKmi99kkk4c6E3A+59QWgy+SJLpy3kg6yzP99A13qr1MUU1OhdJml6Ux0dlo+guULQKqGAKJzrB7Z+3Rcxx1qvngguXQ4ER0IYMTDn6STSX8PQPSs1SfNDBpPPSH719VLRzB4ewDe34TEBCbaFuzdPrM3g1pNLI4Ax43cBtreuqKEElhvGYrv0jPN5JMB5zhiHCueVzTfSo0A4F3JJvJF7sq5ckPpXce6ptjnkrd4gmhq82mLGg3dBg7co3oXgRNjl4zd+VZWu7bSr7c4BbaznAFvPBVHmwo00AOUXgYo5h246XlrvbQ/FpI3/AwdmcU8g13nwTZzFtXLFHDZPbCU1Z4e7hEq5MmY9pOx/9pcPs+aq15VHoqW588QOy+I1gtXActQRjz8q/E6uIUNi9qL8S1LkvdHN707aGag8R8QexG0J2xlbQI9XTDkEUNpLQCWAjgjXNc+1hg3WFllhD89b9/dCZ9+iU2jsBwRllg9Sne5uRozguKdE0iEMwo9yg2DQekmHwc494SVs7AzrECtGcnVAMT8zFqCvGufQUOrZMSvPzpkXXKnlnq05/x7gJw1hUgeUSi6kGiNZcj7DdrP5GKdIh1dWum0/K5lKFUTfapXBl3NXXqX400Kif5gvsfKql8b7v6L8wHp6ugdjz0PxLijkFWqdiGpvTQsV3oQRDOilqnyS9otbZkadZCjxj6dbRnyouo7gxoJ6nlnAZh/EXnuxFdbPer3hnsA50WA94nc7xh04EI+qGTQEw0BoPYWp0qS9EzUOlWuWddM+79xzpGPOr/02Oc1lqEOXWv5XgSW/RqfBbhmpbASqwQgyblyYeWUSjvE51k9I5+0DsZZd4cQPe9cA+Zzo0xIABClukO21yuKvN/mM2l9LW91ARgYBrwxI7LJDQKAGABgvsrKqufV8+S/TVzEvYAAIHoAmOX9illa0yIA/CnAeSKqr34IAKIFoNaGEA3dBZQXypilSxh0QRShCgCiULXfprc6qbhePhQLqejnJXCv4C7zo4kua6tA2CvscAUAYStaZo9wrNWj3BvkIRAAz0BU08UFAEHN0+p5vsYy1AWN1G4IgKggEAA00kTNluFfWoba8O17wwB4YYQ9TUsA0GzjBpRnmmdl5d5mrDYFwBAEcJeHsbGBAKCZpvIpS1jiuu6S8smejVpuGoDhnsA1APZ2vNqqUWeV5QQArSq35TL/XwBWuHBvaaXhBz23BMBgZb23sBfJ6qnM7gmtfFJGANAwAB8B9AqBX3FBL7Pj/KU0T3u84dq+nUcYVgCMW8y7OC4OYLhN7XhZ/o27JF4GVU6TDkmOjjHTVg8QdpYCgLAVDbYnAKhYKBEs2egqIQAQAKSH6CSGgCSyr1ygmUQModwFhB24ACBsRYPtjfkhIFii8EuIHqCOpqIHCB+2IIuiBwhSKILzogcQPcDMgqGuioCtpk2KHqBpySor0DoC/sNg7+vqeiPmRA8wGnqAyjdw3kZWqjufwJcFQSAA6HgAKGsZslkrjYxpz2FgaL+DWmUEAJ0NwArLUI7x+5VrpnMRgRfWKyMA6GQAGtjCVgvYY0EA0MEANPr62G+puwCgPgBvA9gp6CIqyfOOw4fY89RHg2LwW+ksAKgHQN6+D4yjgsRN9jwtsAz5Gt9rgOutfUmRfZZjjfxqR5L5pOs5QM6+DoSzkxSkAd/rocozrDPIm5NX89By9i1E+HZdWyxPtrL0SgO+Ii+SNgC+CkLgapbIVQl2sMJl98e1JmNmTOcyBv/Ax8SHlqFsE+winhKpAsBLWTPtZQR8K5702/RCWALQ8+zyWhDtR/2zpHcPsPqwZSiR77/UaGapA0BdVDxIkqXHGk2g08rV2qwxyRxSB4Anhp5zzgWx74VWkqK16rvWXr2t2gqrXioB6B8K/J+mhSVAnHaYMSvom4JxxuP5Si0AWyDI2ycRJ/+ptTAaJY2Nn3oAvAC78qVpLqQbwTw5jIaI3wavgQvvewgr4/cd7DHVPcBg+ON7eecSuXOIeA6APYPTSkWJTWAsU1R5Yb0dutIQZUcAMCTUdRu30bVtTwO7cwCakgYBq2Og1xj4FUmlZVZ35rV0xjgcVWcBMBj3cpa1jc7JBJoOuDMA+nySQjNoI4H/AaKVlrNxGebuuCnJeJrx3ZkAVGS41Y28Q7HP+SJJdAjA3uJU72/rZoRoriytA/hVBq2S4K5Oy/y+5nLoLz0qAKiVuL6E92bXOUByaV8XPJHI+xQeTwTI+yReABwD8/yI18Gb78e0DsSvsuu+WtLVV3E6fdiK2GmsM2oBSKPYaYxJAJDGVokxJgFAjGKn0ZUAII2tEmNMAoAYxU6jKwFAGlslxpgEADGKnUZX/wf4HObM+8XBoAAAAABJRU5ErkJggg==',
    },
    {
      name: 'AIGC',
      icon: 'data:image/png;base64,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',
    },
    {
      name: '大数据',
      icon: 'data:image/png;base64,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',
    },
    {
      name: '前端',
      icon: 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAAAXNSR0IArs4c6QAAF85JREFUeF7tXXl4VEW2/9Xt7qSzsIYsQBQQUEC2kL4dwA1BGZcZnfGN44ozLoA+dx3BZfzezOcGjgugvlEioo7j8njjPGd0nBEQXDB0V4ewowKyQ0JISELWXm6979x0+0U6pu/tvjfpTrr+CnTVqVOnfreWX506xZBMPdoCrEe3Ptl4JAHQw0GQBEASAD3cAj28+ckRIAmAHm6BHt78mEeAKVOmjPD5fPk93I5d0nybzXawpKRkVyyV6wZAUVFRrhDifiHEWABFAPrHokCybMwWqAbgYoxtZYw963K5KvRI1AWAwsLCmZIkPQfgzFAl1gEDYcnI1FNnMq9BFgg01MN/7EhbadsURbmvtLT0E61VaAaALMu/BfBHEpw6ZCR6nfszWHMGQ0pJ1VpXMp8JFlC8LfAfPYQTn/8DLft2hmp4gHP+jJbqNAHA6XROF0KsJoGZ8vnofcF/aJGdzNPJFqhb9VfU8zVqrYyxGW63+9NIKmgFwEdCiEv6Xno90sdPjiQz+XsXWqBx83rUfPQWAeCfbrf70kiqRASAw+G4mTH2aurQUci65o5I8pK/x4EFqt55ES17v4YQ4haPx7OsI5UiAkCW5VcAzOl/5a2wj6CFfzLFuwWad21F9YqXSc2lnPO5sQJgJYALsm9+GLacQfHe9qR+AHxHD6Ny2ZNki1Wc8wtjBcBuAKfl3bMQUlpG0sAJYAGlqQHli+aTpt9xzofHCgBBAgbOWwRmsSZA85MqioAfR56+RzUE57zDaV7LGqAcQG7u7Y/B0rtf0roJYIFA3XFUvPQoaVrBOc+LaQRwOBybGGPjs2+cB1veqQnQ/KSKvvL9qFz+NO0CNns8ngkxAUCWZaIVL8z61W1IHf49A5y0chxboGX3NlT9z59Iw5Wc85mxAuDPAK7ve8l1SJ8wJY6bnVQtZIHGTSWo+edf6J9vcc5nxQoA4v9/2/u8y5A5tUMwJXsgTixQ/9UnqPvs76TNM5zzB2IFgHoIlCFPQ58LfhknTUyq0ZEFalf9Lxr4WsoS8VAo4i7A4XDMYoy9mTamEP0uvzFp+QSwwPEPlqNpeyktAm/weDw0hf9oigiAoqKimYqi/JuOgLOuvTsBmp9UsertxerRsCRJP3G5XB36BkQEgNPpnCCE2GjNykXOHHVvmUxxboGjSx+Dv6qCTgQnut3uTTGNALIsE5FwRLKnI+/ep+O86Un1yALlz8+D0txIfw7knBORF/0UQL4FsiwrqrT5i8Eki2lWHpjB0Dc14qBkWv2dIbimReBIg8qum5KEEsCRha1TNedcAtBhZZqsLcsyORrm5N7xOCy9+pqi+GNnpWJYb9K3+6c9dQoeXddiSkMDJ2pQ8eLvSPZRznlupEq0AmAzgHHZN86HLe+USDJ1/35nQQqK8swbWXQr1AkFXOUBvFDmNbwmX/kBVC5fSHK3cM7HR6pAKwBUn4D+v7oNdhPo4LcuToukZ7f7vdEvMGdls+Htat69DdWtNHBEXwDKpBUArXSwST6Br85Mg71nDQDYd0LgkS+NB0DIJ1ALDawHAORifH/vaZchc4rxdPAz59qRl6EJi4Z/MV0lcO1BP17d4jO8+vqST1C3VqWBn+WcE4vbYdJkdYfD8QBj7GmzXMJ/V5SKUf3DF4A7qgOR9E+43+u8wIajAaw7ZE7bQq7hQoh5Ho9HvcfRUdIEAKfTeYMQ4g2z6ODbJ9gwZVC4t9FzpV7VWMmk3QIhGpgx9mu32/1mpJJaAfATIcS/Uk4diQHXGU8HXzfahouHhgNg+TYfVu/3R2pD8vc2Fjj2l8Xw7t9JLOBFbrf735GMowkAsixPBFBmHZCHnNnqHtPQdOkwG64ZFQ6AD3b5sGJnEgB6jH20+HH4j6nkXwHnfGOkspoAUFhYOFCSpMPkFUzewUanswZZcNuElDCxXxwK4JXNxu+VjdY/nuSRNzB5BSuKMqi0tPQHN0fb01MTAABIsiyrk/Gg+UsAyVjG7swsCQ85wy+ZbqtS8JTbHMYsnjrNMF0UBYcX3qWK45zTxlql8GNeBJIAh8NxlDGWnXfnE5Ay+0SSq+v3wZkSFp4TDoDDDQLzPjd+r6xLuQTKrNTXovyFR8gPoNLj8eRoUV3rCABZlk2jgzNtDC9fYA/Tt9kvcIsJbJkWwyRiHr00MLVRDwBMpYOXzUxDajts4I3/boIv4kCWiN1lvM56aWC9AHgLwHVm0cHPnmdHbno4Hu9d24zKJvOOT43vhq6T2IYG/gvn/HotmmgeARwOx7OMsfvMooMfnZyKM/qFLy7/UNKMnTVJAGjpzBANLIR4zuPx3K+ljGYAOJ3OeUKIhWbRwT92JLykzAt3eZIN1NKZIRqYMTbf7XZrct/SA4BfCyFeN4sOvn60DRe1wwa+sd2HlfuSZJAWALShgX/jdrvf0FJGMwBkWb4IwMcpQ07HgGtb95pGpsuGW/Gr021hIj/Y7ceKb40/NTNS93iRdeztJfDu+5bUuZhz/i8temkGgMPhKGCMbaCwcDmzH9EiW1eec/OtmDMuHACfHfSj2IRjU13KJUjmo8VPqGHjhBCTPB5PmRa1NQOgoKBgkNVqPSSlZyLv7gVaZOvKMyFbwgOOcDJoU6WCP3qSbKAWY5YvfhBKYz38fv/gsrKyw1rKaAYAAIssy+pkPOjBFygOmRb5mvMM7S3h8bPCAXDghMBDJnjOaFYsUTIKgcML7lS15ZzTyZqmlbOuXpRl+SiA7Nw7noCll7F0cL9Uhhemh7OB9T6B21Y1d+zbnCidZKKegRO1qHhRnZorOeeaaGDKrBcAWwCMzb5pPmy5xnoH04Dy2sw02No5Z7pzTQuONyfpwI7w46s4gMrX1JParZzzcVqxphcAqwDMyLrqP5F62hitdWjO9/w0O7LTwlV69KsW7KlNAqAjQ7Z8tx1V7/03ZVnNOb9Aq9H1AoCiDlxrFh38+ympGNG3e/oGflcr8OFuH06YtKNtQwO/zTm/zhQAOJ3O54QQ9/Y+/3JkTu4w/JzW+n+Q755JKXDkdl//8N01Cv6rxJwdTf36lahb8wG5gj3vdrvv09oBukYAp9M5XwixIEM+H31MCBh945k2zDi1e4eiW+hpwZZK46ez2lV/RQNfQwB40O12a3bb0gUAWZZ/A2B52hgH+l1OfxqbrhhhwxUjuzcA3vnah4/2GE9tH//gdTRt91CH3Mg5f11rz+gCgMPhuJiiUKcOPQNZ17TuOY1MvWwMS6bb290JGFlPV8p6fZsXq/Zr2qLrUrPqnRfQsvcbYgEv8Xg8H2strAsAhYWFkyRJKrVlD0L2LQ9rrUNXPhoFpg62IK8d3wBdguI087OlXpSZcNeh8tUn4as8TM6ghaWlpRu0Nl8XACZMmDA4JSXloCW9F3LvfkprHVHlG93OTaGoBHVRoVljUnBqr3DzPryuBfvrjF8DVCx+CIHGE/B6vfmbNm06pLXZugBw5ZVXWvbu3atOYAMfXALGjPUO1qp0IuRbeoEd6bZw885d1YwGn7EOLkIoOLKg9YR26NCh1hUrVmieY3QBgCqQZbkSwIDcO5+AxWDv4EToWK06tnflvTkA3PJJk1YRmvMF6mtR8YJKAx/jnGdrLqiXCg4CYCu9GmYGHaxH8XjO2yuF4U8zws81zHJzb0MDb+Oc63rVI5oRgB6Pmm4WHRzPHatVt6F9JDw+Nfxkc8sxBQu58URQGxr4U875DK16Uj7dAHA4HG8zxq7p99NZSBtH70Ym08kWkHMl3D0pHABmObc0bXHh+Id/pi3gOx6P51o9PaIbALIsPw/gnl7TLkevKcbTwXqUj9e8lwy14trR4d5N7+/04f1dxpNAJ0pW4sTaD8gcizjn9+qxSzQAeBDAUxnO6egz4wo9dfWYvDeMScHMIeFnGsVbvPjsoOYFumZ71a5+Hw2tTwQ+xDnX5a4VDQAoYPBraWfK6HfZrzUr2ZMy3l+YgoKccAAs4C3Yesx4DuD4399A0zZOJr6Jc75cj611A8DhcFzCGPvI7HcEzxlswaWn2RAQQGl5AO/vMukcVY+1NOZdcLYd+e2QQA983mxKkMg27wRe6vF4/qlRTTWbbgB8TwfnDAI9JWdG+slQK2adNIeaFVfPDP2XzbQj1RJu2ps+aYLX+BlAfSKOnorTSwNHBYApU6YM9vv9B83yDialHilKwej+PxxCzYqrZzQA0ixA8czwuIf1XoFbV5tz1T3kDWy1WvNLSko008BRAWDatGnWhoYGdTw2wzuY5M6XUzBuQPgcesenzaBYu/GcaOinKeDktK9OwSNmhIdt4w2ckZFhW7t2ra5thu4pgBomy/IxAFlm0cGzx9lwXn64X8DvS1qwq8b4RZSRgJqQbcEDjvBwNxTtjKKeGZ3a0MBVnPMBeuVHC4BtAMZk3/QgbLn5euuMmP+Xp9vw8+HhAHhxoxfrj5gwiUbUSHuG6adYcdPYcA6A7jfSPUejk6/iICpfU3d+2znnup91iwoADofjU8bY+VlX347UYaONbpPqFkbuYSen977x4h/fxTcAfgy8737jw4ff6RqdNdm1Zc8OVL37ErGAazwez3RNhdpkigoAsiy/A+Dqvj+dhXQT6OBJORbcVxg+jK4+EMDyrcYPo3qN1lH+OeNTcO7g8PXLS5u8KDlsPHgbt7hQ86H6LNC7nPNr9LYlWgAsAnB37/N/jszJml3QNes2rI+Ex9o5TNlcqeDpOL8nSNHOKOrZyekxlxffmBD6tn79KtSt+T+qbjHnvPXBYB0pWgA8BODJTOcM9J7xCx3VacvaJ5XhpXauiR2uF5j3hTlbKW2aRc71zHn2dt3Z7lnbgmNNxi9g61b/DfVuOqDFw5xz3W5a0QJApYPTxzrR92c3RLZKFDnevMgO6aQLqN6AwKINXmw2gU6NQsWwIuMHSLi3MLVdp9ZZ/2qCMGEHW/OPN9G41U266KaBqVBUAPieDh42CllX32GE7cJkLJpmx4B2rolRRooa9vFePz7Z50dNswlW1dGivnaGmUOsaqzj9u41kqjqZoG71pgzclW9+yJa9nxNi0DdNHDUACgqKipUFMVjyxmM7JtpNjA+/dg1sZNr2lmj4OM9PrjLjR9eO2qVM0/CxcNsGNnOVbYwHY8H8If15ixeK5c9Bd/RQ/RGoMPlcpXq7YmoRoCioqJ8RVEOmEkH/+w0C646I3wn0FEDV+73q9HFD54wZ1Qglo+2qBfqvL1k5vY1RANLknSKy+U62CkAKCwstEmSpELaLDqYXhC5eawt7ExASwMP1gt1eiAPnECMA4NFgspK0jCfn6n/e6FHL5Zt9aHcjKfi2tDAiqKklJaW6maa9Lco2AOyLFcB6J9315OQMnpr6RfdeWhOvXCIFc48S7u3hrUIpJc56HmWHdX6kED3EqblW3FWO3t6LfUSZU3h7YgBNCvSqdJQh/Il6olsNec8S4teJ+eJGgAOh2M7Y2w0rQFoLWB2GpsloWigBXKeFZnhJGHE6quagE8P+PDZocCPLhxpQXfeYAumn2JDVhQPmdX7AF7uh+tIAFur9AEuYgPayUBzP60BhBA7PB5PVAEbogaALMtrAEyjXUDqsFHR6B9VmT4pTB0R5DwLxrRDuGgRuqmSRgVF7SxKBKpp+RLoICeatL2KZAXUL77Wa876oz29aPVPuwAAaznn50ejeywAeBfAVcQDEB/QFen0fhY48wgQVvS3629KU5CaT4viQjJt7dzlfrjLBb49bjzFq8WetP8nHgDAe5zzq7WUMWwKkGV5MYC7ek//BTKLdLmiR6Nnh2XICcM50Apyx57Yji+ekRVuPBoAr1DgPuJHU9f0+/fNqXetRt2nf6N/L+GcR/WYk/7PJli9LMutdHDRDBAI4iXR+8PyQAucuRLyMoy5u1jeoMBdoYAfCYDe/Y2XRJ1PIIiWBqaCUQPA4XDcxBhbZiYdHIuhJQYU5VkhB6eIaGTREM/LBVzlfiidN7VrVjVEAwshbvZ4PK9pLtgmY9QAcDqdlwohPrSfNhr9r7o9mro7rczgDBYcFSw4NcIL5XR1210RUL/2Q2bs3Q1sdfV7L6H5ux0UFuanbrf7o2hERw2AwsLC4ZIk7aJKB81bBFiiWElFo3GMZQpzaOFIuwgJKUHPXTpk4uWt+/ZSE4I3xKhy+8UDfhx+uvX0V1GUEaWlpbujqSdqAFBlsizvoSvpFC+I4gYlUspOkzB2QOsagS5rVJpwVGumPSgeEMUFArCXcz4s2rpiBcArAObYz5iI/lfcEq0OyXJRWKD6/VfR/I36LuRSzvncKESoRWICQOhUkAQl4igQrdG6ulybrz/qU8BQG2ICQHAaIC8UujCKPhdeiQzHeV1tn25df4PnM9SuXBFq4wLOeUzn8TEDgDRxOp1vCiFm0d+9zr4E6RPPMjyaeLfuVQ2No2jgjRvX4cSXrVf/GGN/drvdMbtjGQKA4EjwkBDiYcZYppSW4cuYdK4tfeJUWHr309C8ZJYfs0Cg7jgaN36Fhg2f+5SmBpsQop4x9mQ0/n/t1WEYAEh48FmZWwHMVkFqT/NnTjrXqo4Iffone1mHBQK11eoXX7/hc79obqI9NlFRxUKIl7U+B6OlOkMBEKqQbhAzxggEcxhjkmRP86cXnGOlEcHaV/ftJS3t6DZ5/DXH1C++sewLv9LcZBUUAw5YKoQo1hMAUqtBTAFAqHJZlicSCIIjglVKtQfSC862ZNCI0E9XNDOt7UnYfIHjlWjYuA6NZV8GlJZmOpems8ri4DZP3e+ZkUwFQEhhp9M5QQgRAoKN2VKUjIJzJHVEyMo1o10JI9NfVdE6x5d9oQifl5gpcusqZowtdbvdm8xuSKcAINSIoqKi8UKI2UEwpDCrTckoOFuiNYJ1QJ7ZbY0r+f5j5eoc31D2pSL8Pup4L3U6Y6zY5XLRS+2dkjoVAG3WCOParBFSYbEGgTAVFIi6OycK6Nz6xX+pIOCXhBAUODA0x9ObTJ2augQAbdYIdJ05NDWkMcki0gvOYjQidIafYWdamvz36ItvLFsnhBIgu1PM2NAcT9ftuyR1KQDaTA1jFEUJASEdTBIZKhCmGv46WWdbmcK4tn7x6wSEQvZupI6XJGmpy+Xa3tn6nFxfXAAgpNSkSZNGW63W0Bohgx6nzJg4VWUWbXmndrWtdNXvK9/fOsdv/ArBS4ENNMf7/f7iDRs27NAlzMTMcQWANmuEUcE1wlzGWAb9f/oEAsJUpAwaaqI5YhftPby3dR+/6StVmBCiAcArwX3817HXYKyEuARAqIlOp/P01h0DmwOIXioQxk9WR4SUwVEfgRtrwaA076E9rXP85vXB/2EnAEGretrOqU96x2OKawC0WSOMVNcIjM2BEOo1JApUTdNDSv7wLrWr9+BudZingM1qYqwOQiwNzvE7u1Q5DZUnBADarBFGqGsEYC6EUB8vJqdUdWo4ZYSG5hqXxXtgV+tQ33o3nzq+lgGvBOd41VUuEVJCASBk0KA/ogoEBvRVR4QxDnVqSB0y0lS7t+zbqQ71wSfa6ISmhjpeURTi6qPyyzNV4QjCExIAoTY5nc5h6hqhdWpQjxvTRheqIwI9bWdkoifZ6Itv2hG8gs9YNQ31wTmefCMTMiU0AEIWnzx58lBFUWhEuDUEBPuoAtChU6z3Fun+HR3SNH9dFhrqqxnwsiRJxevXr9+bkL3eRuluAYBQewoKCoZYLJbZkiTdKoRQr0uTwyotFvW+dk7PsNDiLuh4SR44VYqivBwIBIrLysr2JXrHh/TvVgAINUqW5VNaKWY2FxDqubP99PHqGsE+vONgms27t6lzfPO3ofMYVgkI8n4m79sD3aXjuzUAQo0LhrKZwyRprlCUHBUII8fBPmIsbPnDYQueQPqOlcN3cDead21F887W8xgmSUeForwS3M7pDr2SKEDpliPAycanEPeBQGA2GLtVKMr3DgjWoJuav7b6+yJMkiogxMsWi6VYb+j1ROn0tnr2CAC0WSMMslqt5ElLL2uNO6nD6NN/2+/3v1lWVnY4ETszGp17FADaGmjixIl9bTaberDg8/n2bty4sSYaAyZ6mR4LgETvOKP0TwLAKEsmqJwkABK044xSOwkAoyyZoHKSAEjQjjNK7SQAjLJkgspJAiBBO84otf8f8vKz+Zm2uL4AAAAASUVORK5CYII=',
    },
    {
      name: 'C语言',
      icon: 'data:image/png;base64,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',
    },
    {
      name: 'go语言',
      icon: 'data:image/png;base64,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',
    },
    {
      name: '爬虫',
      icon: 'data:image/png;base64,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',
    },
    {
      name: '算法',
      icon: 'data:image/png;base64,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',
    },
    {
      name: 'linux',
      icon: 'data:image/png;base64,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',

    },
  ];
 /**
       * 宫格
       */
      Row() {
        Grid() {
          ForEach(this.gridList, (item) => {
            GridItem() {Image(item.icon).width("60%")}
          })
        }
        .columnsTemplate('1fr 1fr 1fr 1fr 1fr') //每行五个
        .rowsTemplate('1fr 1fr') //两列
      }.height("20%")

本文来自互联网用户投稿,该文观点仅代表作者本人,不代表本站立场。本站仅提供信息存储空间服务,不拥有所有权,不承担相关法律责任。如若转载,请注明出处:/a/758238.html

如若内容造成侵权/违法违规/事实不符,请联系我们进行投诉反馈qq邮箱809451989@qq.com,一经查实,立即删除!

相关文章

【折腾手机】一加6T刷机postmarketOS经历和体验

写在前面 到目前为止,我已经花了非常多的时间去学习和了解x86架构和RISC-V架构,对它们的指令集编程、指令格式的设计、编译套件的使用都亲自去体会和实践过,学到了很多的东西。但是对于离我们最近的arm架构却了解甚少。为什么说离我们最近呢…

Python | Leetcode Python题解之第199题二叉树的右视图

题目: 题解: class Solution:def rightSideView(self, root: TreeNode) -> List[int]:rightmost_value_at_depth dict() # 深度为索引,存放节点的值max_depth -1stack [(root, 0)]while stack:node, depth stack.pop()if node is not…

15 个适用于企业的生成式 AI 用例

作者:来自 Elastic Jennifer Klinger 关于生成式人工智能及其能做什么(和不能做什么)有很多讨论。生成式人工智能(例如大型语言模型 - LLMs)利用从大量训练数据中学习到的模式和结构来创建原创内容,而无需存…

weiyang**2.部署

一、官方文档 一键部署可以在 同机 快速搭建WeBASE管理台环境,方便用户快速体验WeBASE管理平台。 一键部署会搭建:节点(FISCO-BCOS 2.0)、管理平台(WeBASE-Web)、节点管理子系统(WeBASE-Node-…

3D生物打印的未来:多材料技术的突破

多材料生物打印技术是近年来发展迅速的一项技术,为组织工程和再生医学带来了新的机遇,可以帮助我们更好地理解人体组织的结构和功能,并开发新的治疗方法。 1. 组织构建 复杂性模拟:多材料生物打印技术能够构建具有层次结构和异质…

2022年第十三届蓝桥杯比赛Java B组 【全部真题答案解析-第二部分】

上一篇文章:2022年第十三届蓝桥杯比赛Java B组 【全部真题答案解析-第一部分】_尘封的CPU的博客-CSDN博客最近回顾了Java B组的试题,深有感触:脑子长时间不用会锈住,很可怕。兄弟们,都给我从被窝里爬起来,赶…

综合项目实战--jenkins节点模式

一、DevOps流程 DevOps是一种方法论,是一系列可以帮助开发者和运维人员在实现各自目标的前提下,向自己的客户或用户交付最大化价值及最高质量成果的基本原则和实践,能让开发、测试、运维效率协同工作的方法。 DevOps流程(自动化测试部分) DevOps完整流程 二、gitee+j…

Burpsuite靶场中信息泄露相关的实验通关

目录 第一关:错误消息中的信息披露 第二关:调试页面信息披露 第三关:通过备份文件披露源代码 第四关:通过信息披露绕过身份验证 第五关:版本控制历史中的信息披露 最近看大佬的文章,发现了很对自己没有…

IOS Swift 从入门到精通:ios 连接数据库 安装 Firebase 和 Firestore

创建 Firebase 项目 导航到Firebase 控制台并创建一个新项目。为项目指定任意名称。 在这里插入图片描述 下一步,启用 Google Analytics,因为我们稍后会用到它来发送推送通知。 在这里插入图片描述 在下一个屏幕上,选择您的 Google Analytics 帐户(如果已创建)。如果没…

FFT的IP核使用报错的检查流程

一、config部分 拉出clk resetn, s_axis_config_tdata, s_axis_config_tready, s_axis_config_tvalid .这四个信号。 时序行为解释:

【python - 数据】

一、序列 序列(sequence)是一组有顺序的值的集合,是计算机科学中的一个强大且基本的抽象概念。序列并不是特定内置类型或抽象数据表示的实例,而是一个包含不同类型数据间共享行为的集合。也就是说,序列有很多种类&…

第0章_项目方案介绍

文章目录 第0章 项目方案介绍0.1 功能介绍0.2 硬件方案0.3 软件方案0.3.1 上位机方案0.3.2 **中控方案**0.3.3 **传感器方案**0.3.4 **技术难点** 第0章 项目方案介绍 0.1 功能介绍 本课程来自一个真实项目:多个气体传感器的管理。由于气体传感器比较昂贵&#xf…

mysql5.7安装使用

mysql5.7安装包:百度网盘 提取码: 0000 一、 安装步骤 双击安装文件 选择我接受许可条款–Next 选择自定义安装,下一步 选择电脑对应的系统版本后(我的系统是64位),点击中间的右箭头,选择Next 选择安装路径–Next 执行…

第1章:计算机系统知识

第1章:计算机系统知识 校验码 海明码 1、数据怎么分组,为什么这样分组? 分组1:1、3、5、7 分组2:2、3、6、7 分组3:4、5、6、7 目的就是为了纠错,从下面图便可以知道 2、为什么检验位在2∧…

动态应用安全测试 (DAST) 与渗透测试:应用程序安全测试综合指南

二十多年来,Web 应用程序一直是许多企业的支柱,因此其安全性至关重要。 动态应用程序安全测试 (DAST) 和渗透测试对于识别和缓解 Web 应用程序安全中的安全漏洞至关重要。 虽然两者都旨在增强应用程序安全性,但它们在方法、执行和结果方面存在很大差异。 本综合指南将探讨…

[SAP ABAP] 数据字典

ABAP数据字典是定义和管理数据库对象的工具 系统的所有全局数据类型以及数据库表结构等都需要在数据字典中创建和维护(数据字典中的对象对所有ABAP程序都是全局的) 通过数据字典,我们可以把数据库对象管理好,后续才能顺利的进行功能开发,SA…

【MySQL基础篇】SQL指令:DQL及DCL

1、DQL DQL - 介绍 DQL英文全称是Data Query Language(数据查询语言),数据查询语言,用来查询数据表中的记录。(在MySQL中应用是最为广泛的) 查询关键字:SELECT DQL - 语法 SELECT 字段列表 FROM 表名列表 WHER…

1262. 可被三整除的最大和(leetcode)

1262. 可被三整除的最大和(leetcode) 题目描述 给你一个整数数组 nums,请你找出并返回能被三整除的元素 最大和。 示例1 输入:nums [3,6,5,1,8] 输出:18 解释:选出数字 3, 6, 1 和 8,它们的和…

Redisson框架

1. Redisson锁与Redis订阅与发布模式的联系: Redisson锁中,使用订阅发布模式去通知等待锁的客户端:锁已经释放,可以进行抢锁。 publish channel_name message:将消息发送到指定频道 解锁时,在Lua解锁脚本…

Python: PyCharm 2023.1 调试

1.设断点 (行号对应的红色点,在需要设置断点的代码行与行号之间鼠标点击即可以设置) 2.shiftF9,或 altshiftf9 选择文件 或是在菜单 Run->debug "main" 或是在菜单Run->debug 选择文件 (鼠标光标放在设置第一个…