• 一、数据类型

    (一)8种基本数据类型(内置数据类型\C#中为值类型)

    • 字符长度:1byte = 8 bit;
    • 布尔:可认为是 1byte (8 bit);
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" alt="3ece014965f8a499a350b96a3b2a7cf8.png" />
    • 字符
    • char:2/16
    • 整型:
    • short: 2/16
    • int: 4/32
    • long: 16/64
    • 浮点型:
    • float: 8/32
    • double: 16/64

    (二)包装类型(与基本数据类型一一对应,把基本数据类型封装成对象的形式)

    • 装箱和拆箱
    • 装箱:基本类型 -> 引用类型;
    • 拆箱:引用类型 -> 基本类型;
    • 基本数据类型与其包装类的对应表
      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" alt="0fc3466dac6e24fe210a71fa96062f26.png" />

    • 注意:包装类型属于类;

    • 理解

    • 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/yT/rKv5bx7HP3pnS5Un9qPYDzcLCbbVHzypy1Gv+p+ez4yeNsLqo5GiJmUsO6tvetIvzHBja4a4/aqu9DTDXT/W9Gsw98jvJEgP27Pra+pnag3zZfAJMzhrCGwRaxFq7dYkxztnFoN68tfx2Btto8cIB+1l8xv6uHXd/ocqjWgTPjV/5HKNvvqM1PAteIc2qk17j1h/alYu/hOX02/1W72HTcReWGoRN1SLoaiKD1ufUmVN+jACqJzWbFyUZBloE1/cIG9gt/ZfKy6OOY2oTvy75eWxX5hg+mwClhqA1xEzaqb6dsr83oF/qkc2rYmBQH8w9+4hzMp4q/InNytlndwcHCPRU/AHxiDWCOcGMMcHVqmNiJ1uxgTZVdaG/PD22zfCfmP1t/tyL93dTk35LPZ0Eb743XmTxvOQU6eTl7A7KGofk2yvy3UD7Evulzoc6B66q8MefHKjd2YwT9bH6irnT+DncAoI25qdbRVnnem3p0mtLJ+T5vvBbY+bvWJmu4k89dAxEz/HXNGaEt+3C41gR7F0+RREcZks5LUmRWeAzasVEIF+z9k2lan0junnj3Hga38DfFc2czuCV+4pAJNsZPA+2fxcur9Y36/1v4l+5PkvFSdBXInzN7Vxl36MIj25175Zj/dPjXtQ7mC/px0T6s4405xJmubG66km/dF2pXLi6/lD+lfnfOmprvkzuZewbtzD1h8yeeSZIkSXIQOKDMoVYvJ/+K32QkSTKQF88kSZLk85A/wcd2508KkyT508iLZ5IkSZIkSfIIefFMkiRJkiRJHiEvnkmSJEmSJMkj5MUzSZIkSZIkeYS8eCZJkiRJkiSPkBfPJEmSJEmS5BHy4pkkSZIkSZI8Ql48kyRJkiRJkkfIi2eSJEmSJEnyCHnxTJIkSZIkSR4hL55JkiS74H/+8eXjjR+T5FOBfDP/rfvO28dL/udHkz+QvHg+DmwWXz6+vG4cXT+/fXy1h5y7EcGcf/Jh+P7x7Z8vHy8/+NHw9urpNR9T8ccCFIfp+Ommv4u1c2NdCebAl4+v360Ve/7/dUBMdmqHuRR/Fxo3xsOwzJ2z6z8J2LhxsQFfiy/QrD+ov6sD5e9Sx1+Z/+jXhX31hv37/fvXWCNvfkmUg1f9KvS6WsVhkUMrH2asxt6g/z6btbLLzLcorg4Qp2WNLdB7KMX7yB7sEV48cTHeTI60ezYCCKI//7rJYLFIbj/TNgN5la7rRpL+LDqw/U1Xm3S4iZQ+r+WdmO/Xxu8ok80LC9DTaufgmWwGO8Vr+6Atvm7QYvtFTh7YNBoYY+tH9x8Op/EgOVNDfY6z+SN9I7ucPpO2yr/3oufWxQ+5GP+IjbHvpXZp74nqnOIT+ft71K/VL8ip6BDieonrItLGcCr/gYv7P657pCaMjRf27wqsGcUU/Z5dANw8DWK4Gwumr/2OuY5zurbYHDLY/REJ4lZ8eZM+m7GgldoXLui/3LtgDrX+ws+juLowblw9ds7IFRTbNsfMrgPc8hPPVpBbYlwDE2J7HRJ+eUhtB/IalMyUnEf8UH2VrSYpTnJ//KINPyrMuEDQd95o9MYyL6rmk2m1f/RdbZ42L8Ki27O/9nPXFe3lB8XV+0YNbOhrvv8sFuIGurPxnd0gzbiNDcjP8UgrncthfBat5se1+K/0nzWtCa4jc6qh/b1C8+W2+q3YXLHPMya5XvSI4wvzr/TfzX/qc3r/xzl7PMHmeP+JtTm/fzsalgtSqCs0yDWsTf2e7Ib5fI38HI3R+xpQLqA/SqtP8N3YsNXMnFpjs67Zg3R8Ouf1N3PaPU89H6mNDWb7a5SvA5FN5Len/6CFUwPeuN4Cmw3XLp5oFC04C96dRMnl4xRu1LYCeQHWqut0ruD3k26DJ+M3KyTWYrRBF4678X+HeXsc6xxjnog1wBZHQywqiAfa2ueEhnM572Vb2Y96c7yP5bFHpBmBvjg2LlvLx3hzipuOr9rwG7NYz+K3Ro4Zxx+I/wCNvRSvRe7UdmiNT6tfL/aQxyafJ9DFg/qirlJvtBtyhXQ9vAci8/wneP7BF6dJ+7xYle/fVE7Z9Te12dq/hf6hNhvrmbUgDlqveV5j3KQGW83atLATtY7OBRjr7ClVEzN2rHmHLf07ak5rq3rejP8uM10iH+B90YZqz4tN9YXyS+eC987xf6bdAW1PXjzJSHTmQBCvczS488JqHEzGo9REGDdJ3hiHzUXoe7RtbeKfHz/wWfnbNF77VsfRxqc3lqF/s18fBOMmVL/rfhKcX+p3NS9gfMtXWLfn7mifATce4yu2outrvLFUe+P54xpSmzrHqetkxk03YQLnG/SL9NfrLfVxkGPG8Sfi36Ax+/ZY7Tx2+kTQWBnvz8HEfHgOwFww/aAWWFvQWfqt8465mP/EZtyiOsf61ftPn8vmkdRGxOdoEzqQToEPoM8q9sKvegbNm47ZWEMdN2YuO1r4FyxYw66v1jV7Trf3qv574+mHHnV9Gf8bcPbThpOvNb4vxf/63sbI6qP3Hucd1yC9G/dNrx6ifLGcuHjSAuikMvxmwo1n1mzgu63Ltirik0BwlF0qmADbuFwf+pV5vgeb5DZPxq/7Pd+oyCZlT4t/KT6RCzbRrY71edw0+TtsFv+8fLyUZq0ZxsgCx0OIbKAG47uWtVn7auzjTSAAfbY2ys2NNwq1+XXq/HVDogZj6xw0XtqtbbQbkVy7YO1z7NVr77UhJ51Ndodb4t8gLabxkvwsv72qvoc5b/Xdpefc8bFHMTFnm2W8xubkgIzfUEe6NZ8u5j8x1mfYvBxDW/vcOj84n6L6GID+5fv2/g3zwdq0Tl13p6aaTaZ2dH2v7Z/uUdt1udDFjTNgY0dzKB/M2Km9ON8R/QGj0XTPW8X/IDi39J8b+G60B7/Hy7vOG+0L2CpjD4zvaF5+B/aYvUzpjfbu+3/64hkH+CamQS7YZxTOOr5p63YRHYECOcyLdtugF0txQ/EDp76hrXBwesm2w0PxA8BWtlEmKfxa+y+LAuAieO3j8a1M9GgMP+u+gO6PmprYDGNkXqgcgbXALpizxwzmbOOxf3nGuEE/HStYa9hUoAWbKiFznH/9w+s3Q84xg/R0bQybtsPTeIxbhdYb3ivdAzDPtE+3xL+xo4UTA4xhpHXg7xLyw7fzbjhX4LBGP/hZ+eO9IxsHjUDvMJ5Gj1vyf1OryCbMq7LXQq2WugxrtjWrA3Fq/4Z+uBd4PuhcDhFrQV+0o10e7BxjHH1/pR9CszDXKa7jPLI5OqD21e9uG2npzUHNi/Up/QG0QfRxc7Iy6neJ2VpNe9bWXAgJa498pnE6f8w71h9alGfxfrnmL794nkSIfqa9/AdsCwKGdkfBpOCTtqQzzKe0RtuKn7jh6nX3YvJQ/Ji+eYnYoAYyVmYThO9QTKbwdaLPN87okJC6Yx+zEQ9a140bLsFto4W1wC4Y09eEDY7GV1vinFwWLefJ6APPV/O//pNGDeiNWtoE/+zzjrbQ967XIm8cO3Dt4UC3cavY9RiMgXMpKLQY4/fyf0LnW+Jf4ViMNjMmT0e01vPm50tnEYfbEDY3jeCdtc97VyFbVfzCeJr435T/pxHrV5vmNWt1YN/LeDUGc6X0W+zfsBat68R7x+dmf7cJ69Hke8/pMY6Dv3JdZQP72uaWzPKj4PpCudA1CeaY6nBN/2rDvu4LP48yWwt9AJsjWwp2T1LzkW96P5Pv6q/Hfrhncv22/MC57Xxz/tKLJwkmk2q/yTk/gZ0gcR+/kAPqmOCQ7jwUvwbHwtilLyV2E2RM8eiNsI4RsRZrDJumt4aKhdGl6llzqhV7bWAXjZHvcTyMxdjJnNSM9sXoA4MBe8BftPOTcxawG9kGrt1eHBCKo5sDIq44J2s9ztG5HH8BrRkfKjqXJYFPvNah+m7Edt5Gyymbv/0Z9MU4lN+QhQdurSGpzVBHunkxPZ7/pLs3/7qVuWBOmNvk/HbNVr+PxFdpFduP6080xO/SfqG91tHWg42146/Suven+pAxuKJ/mfM/xW7+2/u0fl3L2KzsYTtaTpS5TutPvu+Mb3Ugxt6C8U1h4uph7dexp/joWhPvYG3sa/vpZ5kfuN4B//8FP/G0723BPQzafWF9sxke56H4NShZx4Mb7KjvgphMN/55HHVfwO/fC1J8hxhBEU0LPMo3SdxntM/S7SEbYSPuczW7hzoocI7pDX23lTVg43e/7bWqMW5GzvdZG+KJOdC/7+btpfgr6P1sU8U5vO9BrWL/0zVM9uzqcA2Tvy3X+k+Xe4xHf2z8Uduwpmif6PpfyH+FrcEozg7T/eckQU7E7MWbckr6WWhacw6LWMwaaePopGxnu0pM+hgfygPHZ96nfN+k3zWGxiYT+7AOJYf1Nyzz7SZm67S4GljPqk/X3cbS1hqwfmf1VfVg1l7x1188x2Qk+22xUQsCfSdbAaKA+zYu2qrwnoofg8lfbIL/KZLYNlsYjNkk9Mbvjem+6b5AsEbD+X5q45Y56OckQJuC06pGkCf863bINnvEhqDqYOUjr4sXrV26piOcp+580bjIRuGTJNpkB/R6t8S/QAf6GU1pvuE9xkvmxMoui/bzc9H56x/s3Af/HKjJ3/Ie/wY6vKu1jP8s/YLWdLgp/y/t/9VmfhxzylLton/6ayyashUw9lYtZV6xpkMONb0ceEzsj449YLWstdHnMLnJa2gb7LxVK72WnquOMfFVsZf23aN/uEdHLdL6DMY3RRRXrrkhZmifnIv00fmyeIdz6++2HlCvTQ0+/+LpiLGFFX71jCL5yauT2iTv0zgB3IcSAX+X6R72OzwUvwIlfY0R2+6uG8QEN64e472Nn2wd+67iLoqsEm7cNa9sblm8nCRWvsjvqCPGG9Yt8+Ehz7qoOtDr4UaANm42x1c1h/zOeRzmYZjnURwc/YEwBhY9/rb4z3xkUCPbx60bWsPa9c5/3iy2TUJ+zHKn0mK3eRiMyHyK1pV9Kr1vvwwwYTzj+J3N/2rH6f3/6P7jxlzC8V/t37W2RJPr1v96F/rFuePaFWmNfpGd4JOrRRtLNlc7et/+3r6rf8ehfmt5GDXQAm2C56pfjV1t8N7ETsW+jLC5NrCp/wyz5oxL9Tesw7ZDnKdxNbY1XZ04tWdg/g59MWsO9YA2z/K/c/ziiZMHie6wToYAK/zqGUXSTre1q/ht87ICPwjrd3h9HlcLhpLaJNkOPM9nxw/H2SSMCgZj52hiCgl9nm0Yon8retNC3XHshr2oH/Sr+TbmXSf+NhStBNYQ66KWzW/Sqo1Fe1gj+euCXmO+acexEaBGXctZDqH+7nxR/QVaiZhOaXGhx8vxr76uDihcd5x3qBvupzWjWHb7ojwSuPM4iHhOc22KiEkYByduYCPrNugg7NKQFqgjjBd9zuZ/W1vF8sD+b3zGnJrlQ+hbgeNWx1N+buQ12+vFr+V4ZJO1p9pg1sV5lN3xmojQEzWu8Tf6+zj54iJtqGNM7KJ487PitP6GLR8LQntY63D9tVjVJtYM8mzwn+doNVV+3fWUc/em60LUpMMpv5iNiycFWxkYBdfhtHE2wFvPPaGpIGSCOH64bacoLsAJsLXxFahAqA1jeC73W+MXxM/EwqVuXjObsI+MYVwwtVUdRrvNpmXXL23wUxU469ie5QbK34YDQPbRrHXVcZN+aa1MfIUNeg3jv62fYDOrUD2JNUTuQdP5F/ut7TDxdNc3/s1a6Dtg/J/Ff1KjSofa3Ljr9d1x0IzNowaO/5M4NUQ817lmEWviHEY7xSzW7Le019Fdtr6G9ru+383/a/u/yEsZW5PzYxt1QHv5+6CfmM/XFiC7w/hVPQM7cVx7lnoYWp/iw3/Lr4McI12NnzKm1Y6lVl6L84jYiKGx+5T+p2yvjX24VH+Bzg2zb4rW/OCYjH7BnDRe67H7rrLIywUn/lX7EcDwVTIFoEiTQmFkYrWk2xz7S+Ck9oPJeIW8oOtwUm+XC/H7kxH6Y2Hhs9XB0WYo9li/M5tR3zj4eYFegzaKZlutkSDXVF2VNreVNqh7cy+5hjikg0vEE7gXT9ceyqHpvrib/796/w9qaka8f+8c8P/SfdrQcu1W/c/yC+sP/Z/lv1dre+/oQly1Ol9jn3zxTJIkSZIkSRIiL55JkiRJkiTJI+TFM0mSJEmSJHmEvHgmSZIkSZIkj5AXzyRJkiRJkuQR8uKZJEmSJEmSPEJePJMkSZIkSZJHyItnkiRJkiRJ8gh58UySJEmSJEkeIS+eSZIkSZIkySPkxTNJkiRJkiR5hLx4JkmSJEmSJI+QF88kSX5ffrx8fPnn28c7P2rePl6+fP349pMfkyRJbuX949s/Xz5efvCj4f37148vr2/8lOyyvHi+vX4JhIVN/8vH1+/+kRBD43aDBetHQZ8yPbAAsmM9NyWe52eszQxY96X8/z1W+p/S5kkgDs7lAAt2Gp8b+Pnt46vV2s2LOCa/XH/0wcu/+YYoAR+O12kBY7efq1vAnAdqBvIktN2LryTaA27wq+fFKg6QJ5PL8coHy5H+N+T/Pgs/jxLmvYX0lz5hbC774xDm7n4tamgP+SLaqTqdQmvcP+8JLuvHsT6wf8zZydl5bcz31sgvev9cTDwf7tbyGPOLJ27QujCwlSJ/g4uD920RSNoU1v0q0P94QRdZf76RsOE6VJDLuXED9Ofoh88+x8ZMCsM9QCycXCo+QVNzkTZuv43WNaV5vAIbL55jMWIfM/eqqXiWHHhh/9t7q1vN8dfybtD5qv43gTZaO/qmRjoFmyOO5W98mEu9VLP+yLGFXrtRi2qt815sOHIQzuof/Z7VkhujKLfXtkv62u+41+Ccri2THAK8y+GMI/0v5P+y9mAOZcvCz6Nwrq7zhPc44RPl6UIjnt/6New/KqYU5zEfey1qOC/CNur1/rOvv64305z8Qx+aNqvz4EitTxrbcV0/A8ZsP8eiHO4x3shZWHPYQyqr8b5fYW1JrYL8XDZla4/3yw/YpyZrc9vdl68SXzzboUPGK4NQFErSrSJnyGkKFP46DGgnPHjqhrkQDu1zCpKSZp3sMzvjuQOapmuiwq/2Rt+1PU7sPOxhtIDiuPZD6WMKWOpafQHf5Mbrax9tUnE81TzK13jMPfqfhexy58fW67JphrllNkG7UYu6HfBywOQr+NxzycZBb8KhPoumc5XWUH3KBWl4Jxvo72zaNC/MZw8KXuNg3DCnTK29w+Zen7BGtA1bDed0/N5tQ72wLQfzv6JibvNHPev4PwdrJfym3AvyvOLVi2GMccGrE7Zh1PE5TVxbbf2HUB4sz4mIYF+5Rz+R28u2iPnARnwwT+Qapf93+042mm/c/9g2mM/T5EqeiP2uatjW5/0S3r//eKMfGNr1GVXrn0x48dQJSwlQnYKEUkniJpOBA9jHzTb8WcKJAJo1p8KJ4MyaHh8VBIHBDYI4wOvbuSKbx/fCFpjL0Xu0hzU2PrptFb9KsLYmiK0oOtyUeO2mCWrUNw/sM6wVxUTnaMhOrhbu0f8ziXRgvHzjdyruslWfvH7l2zeliV1fb+JRXs/oY0T9h3rq9VxMrGF+rRf5ENmJ8ZQabDVr08JOk/NzyF5cZyOHXTbzv6LiaG1Vzxvx+BRYExPnT7t48no6Z2wtVJ7TxLNVxU7svQqu9XAf2SHI4Uf1O1JHGHuuI6eBHf18itf3/ZMYv8BGW3toy6bdAzQ/2unV9E/+jbD1N7BZ5csns/gznhB4YfCiRclbgzh+Z+HC4JkklckFYhqxu3Bkd2QPsdGHAxb1wQ1umngVWmsIKs4Pl/gx2GMS1CQ2ySwY7TH6RTha+tR8WG0G87wBezAn7Jpm83D7NB34sSHjOV9/2li/e/S/AGphbMNW8uW1bopOQ73Axh6j5stsc/ZyAPOz99eaWB1Ac2fNA9gx8Fz1HubyNnGL8KkfJLOm83rmw/rQqezk4t7BA2t+fX3BGL6gNvxh4Gr+741/+S7zScf/Mpz/g/6Yk8IGzg+ZuxA3rWn3p2lmctsjjDGMVe+jPeFcHJrPrEEc5461FZ+bJmSHnYd0ghbFbWK/rL1gX7lHv82cmu1tEThGzm90gu/gZ5ArtD/xg4v0azMXPL0cUFseE9mA8S3z1ThDvzAmBegX7Xd3s3Hx3Al8lDjsvJxjKKZx4+jQN12InACQDGZME67c9NufQQ0DaZJsgO2SAYP5Npqek+exdrAOUaDHJGCNYbP/pxw8pVnPojGejUNz9ZfAXGVNLMLNzcAFdOd5zJp6s+Rnz9ZJm8ez2A3/mmTp6136X0DmekPWI+evOvwd5KbJOefphs3qYjZc7R/r0fQO9gonzntwnvA6dd2dnGg2mbX1pru2fxrPbb8CXSpunB1qv9a/zHtI12P5TxiNrK3qeeHnUXBurX+NvaxxiBHGXfhE76pd5IPds2gu4YuDzpcZke8XNWENpL8RXm7LmpA6Ns1qf14H3um1wH5nfZv7Ni+YR/WzNuDe1f3XjefEMXJ+7S/Yj7rhXDLPvTlFa9os9pjp/jSh+raoY5wPbeq69Hd+C/e7m/nEn3jyWCtOUEwkiE0yClwTQyaXTf7CcFAMiSXRSTYgEjfqgwU8TRTeAIYE4feTsYMvPKbagnqt/Ocxy2RytLS8vbKOqAv8euGD0E+3eQFLrT0frQ6dOJ4qt9BXuDhKW0bu0f8CdiNFwMeaz/zrH16/yiLHV2AM6adrEGfMdxGrsVXbBBu51XOKnwF4h7nl5XCUAwYRa+iLMWv5aueQ2hK+v9zH+hXuNRSDcR7Z4jwkhK0iL8CfnXw7k/8IxkX0cXOyMup3CVxLxp11HPYbfi9iQXEjO+nXo12kCXzrzWqp82VG5PtFTVgDa2fYHFvRB9SGcgj6xXVjNabnob+b+2Ne3KOf8G/ZvNyc7BWD3dJfGMc22ToArAYuvPZr7Wv8NHNs6+XZY+g1oNecrQFjbju/FnzOTzy5YOJgB99wPem8Ny8L7gQ+Fo7m9ZPVNvC32kF/M963ldaLE4XXdJKzJ0UM9RmbtEWvT1p9RuLAOm1dTPqeE9XOYV2vMIMNKqJvmhKTEw3Su7+nfoNt1X68sHVdbb9frj/XyWgDa1+1DDWt/tdY7dYAzyXWrz6Dv7F/MH/Pi4aXB0zTGL+X/xNj4Rut6+i6k0fN/m6T3nRtHo32D/7KdZUNrLW7FwS6VDZ8UXnmrCtzslPjb3zYzH+y+4juCz+PgmuJ9dFuz1f2U+QY5dXLxzeItztmBHPD+Hv9InBRE9Zg235ra2jXLpQDw/q2poO8eFS/KDfhfbD/jOuK9eQ4x75hb3CgPCytaWD8MTpe12uk5nWdd7bGjk938cif8VQcKKa6futrk8Ek1CicGd+YHRQFWAe/zTZ2Ws+fI56fEsEkn9Nv9MWxRWlJ32nMsbjpZgvRrIlJbzcD9lf2deJD9tL8qIP5bt/5RRLFRNjKuoTx9ahjeP1r+t+Lq0PVV2ja4XiU32lvbdx2DniGuTHW/f2pjcnkAeW/yZWBOH9xfbRr8l3ab9duOtp4wppaq8FfpVPvTz7JGMT2r5u2AecWPrixsjHGd2Wui/m/Mx77VdulnVdhe5r+GHMvlznXxdrKpgMa0LiurVt3DnE/kVOTnO3Nj2NcJxN4PTtWaeM03Z/yeFjf1BXZKfOfuFW/FYEN4C/l0Lg/D+viHLQefjPaUIM1OOfC77Tu+PcBjD/T/WkCxnb0VVHzDeeDdal/7Bc1td99Ip/+ZzwHjhSTSAREBsomf6EnGRMEiMRfBA6Z+4VFvJMoFU4GPZ9f3IMvgS09WSNbbQw3Y+XaWsD3QU5wbNFuHj82UQAcv1YMRkvUdxg/b3t+rWN/n/5n6fPRGvA/i9F1b+t6Gy68Q2177I9o2XwwWo2abGDy4PB41mE1jnLI5CWsjTrQHNKOWSP/nXgqPdiuEpM+xoe0d3JO1osD+eTE1r5Du4KatJiYHsZb/zOw2nAejTpzbMVZ0PTmMbt7tNW71Zjg/fuL0dnfvxGp1VJ356xlDWa5pWEtis1evQ/zLGMZ+Aa+yLM3mOeyfvzN+hE3awOMF++UnVy/svbwu1NHWzXDtip/xR5Sc3GnSW09Nux5+1HmYD8or7XGMjZ1Xz+1v5/kt/6JJ4ojgyAT3iZ/QQvXi1AxJJdIjoHZN1pvmD+CE8+bixJDJ9KYBHNbou+DhtzPxo4a24C2BgfZ7JvEiY8s/FoM0PxkJzvHb5EOcgM7umGJxjbfpf9pQCu2pW0STVPhq9B0tAH62Vx3Niw1hwBj3d+vNyYZA8bLAxeyPYq3ig/MKesO7XS0n63NY2J/rHYcBzFfzeE+h/GB19A22HlJM1tTuLd4dRbEimyp/eucJ5qwlWw40CKtz4B+Ci3tc4Xfj3aTRmOMAP3HOipyHNDqDiFN7fpdo6B+ql2YC06fxphv1bf9PSWqoYAglzqTPJKxDua5rB+OcWrAw7EB5q7r9XX4nRcPnMNZr9YxN/pJpuzHe9SQ//Tejx+PmeofsMylTs1p+HP6UnsZG6nTUywunpVYwMNGbxcTranmtoVsAq1scZPIS/6yCfGfdxptmiUOB1UegBGcuLFOnIRirlHXuS3VN/2d51U6rOZZgL5sbAbs89ioYDDxbaHKmIV5Etnv+W/h+MNPqRZxu0f/QrSZLZDr900CbChz4f+AMW88OH/dhMAGuZZ9DnJdzSHAGPb3oyYGz1enTn2Efhx7mTdy3fpfP8I8ZH9cu6K1RQ6DT25M21iyq9rR+/b39t3Lf7r98A3WqOPdBrFFm+C52PVfqWOt4UnjXMY88eLYIPt28j8kypUILyd24ByQca06dr2FNiLO1E/nrR4H77RNpJ3uU+uOvo0+dL3ZDpNrdTyC8V3FxqzBGkib5nD+Df05V23Ml7GM5jME81zVz9UkwtrA2mFuSB+wrukv1w17hojRWLPSP/jpINhe3hf/bL51yK9RP/YX4gF2envUjGUuFar/PDfY2P2l9euz/KZy9hMJL56YqCfbNFFZkL1kdjaHKkrbqHVTAsqA8ro62bggW7NJHiUOgQm3CBIVl13XAf3p64+JTy3UzYwHmgZVK7R17tMSZx0X6GcLCmNABTPEBxDf0X/7HYnsX2xSHP8aL9I3Lt479AdcP1eArWIMztHyjHK25ZPQTP0a2dy40XZHC/N+me9ezKO5LWi7Z6veJCUtRpFN1p6aA8aeMdfiNRH0idal+ma7B/09DhymHltrOFTfN/M/5OD6p/IfYHttDHRdgo4UK7mG59uYKzxOzcWfmHFMh77JMXyWmPnbfrGsAy8vTK0voFzsa3StgnXP5pIl8O2afsCBWjngC67t5KTVrxHFrtZUaKPJgULVRMWU59k9k2mOua/QR64hn708Ud+ceN3N3k88URhfXOvgki2ReVMAAVpwTYDtoVLotowFS2LXeUQTIsN47wCKbMX+syDVA2qnlXnQRl5/1NXbyPQco78yOVlTM2Zsi0LHdTc2Ayc+FEuySfraaGNmG47UgTer2ux8BYwRfx/iKHLLfruqf2WcZxcdr7ou+qP8NHFV+TjRUdWVN855b8cMzVtrN+9Kc2uJxoca1jgEduK49jzZrFuf4gP8xNHJJYDqyvgpc6HasdTKa1HOC3De+aEjOZX/p2yvTftwOv/ZhsHmx6AaCDXz8oO/ob92/3P2i7GN8Q/PraCRvV7N7NfhOl7jXOOYi/ohZn9fto26wDiIftUebm6+2TGKqsWY99Km+jzTto2x+6CTO8fqosYitrXadbpeDzK9eDYhgk0YOGwoB3oqnC3aXwYFKrIV9XEPy7NAguwfKiGo8Q3zeGARbByQIoZq82x6+ZvKLUkvC3UzPi3Xd3zbBny8cT6M6532/QlQDc7z4mad/3T+hvzf3WcexP1NhwH6QK6CnurcQH9me/Lfn8NH9CMOaPLpZ958bvTt1rvAdUjvvg9QjTt+yP3ioRzc/DOeSZIkSfIE/JOZ3+KHD0mS3E1ePJMkSZJfj/zXnnnpTJK/lrx4JkmSJEmSJI+QF88kSZIkSZLkEfLimSRJkiRJkjxCXjyTJEmSJEmSR8iLZ5IkSZIkSfIIefFMkiRJkiRJHiEvnkmSJEmSJMkj5MUzSZIkSZIkeYS8eCZJkiRJkiSPkBfPJEmSJEmS5BHy4pkkSZIkSZI8wvLi+f7968eX1zd+Yn68DO/cfrfw9vHy5evHt5/8aMH/vu9L6bXJkf5eX/B9+O8Ig40HbHCJ/Xx7/SK0ff/49o98PgqNf/nBjxGun4LV9wLmhKuV9HNuj/ZdAvNs+PGr4f/+9NfvVqnNOPwGYBzhv59t43C09pIkSZJ/PYuLJx2O46E5XpL+zotnWRsuefKCYy9c8IyHcnln9YD3UYM5lC2Rn+aCdcNhT7ZNNGXw0je5XOL3iS394smXZatB0Hq+TWK/cfEdQO38NamtNTkF5oidu188KR5aR9LWb1UfN8cCTYZYohaRvzpeY/0zN+RikiRJ8u9icfGUB7++BPRLhXi+8eLpHqo7DW04dtFRzTm4la/qwmMuhQ5w4LeD2x7U6jm4ZOGlpY+ZXUio9b6nNDT+w3rg33rd2sb19cXF+tkvYJJovdovtIdz0PqONhj9sU/L2UD/U1BeyPV1AxvExfNnsc29nLKfoq7gWV08zTf5LMFvMrbTi2dHrjeQF88kSZLkIPOL53DJkgcVHa71ImAPwftYXAgOHX7iQmouWNsoTdaog9vaqp59P4fxs7WNbZ8Vk+ESM0C+vLyW9f95+Xj5p/j1A3xl7SdNXiz1hUdcUAMd0C72t/tO43Auo//nXTx38C/cFukTIHVR9qNvkf2c92Ie8ndv/R4HUT9B0zFLkiRJEs304omHXjvgx4MZDj73ELwVOiC9Q663vYsn2vv6gpePl+JbfOjurBk01GBv/Mt3eREa9aXLRLVzvKh4lwJ58Ecx0eMIHesJyiZmuAiCLy8f32B9eF8uxIPWwxjNaGP1f9Shgj6wv913oQva/tDFk3Ua484XcvdbaawJ2uZ9L63qIu2Xvo+MueG/YyLbX7/pMUZPL6+SJEmSRDK5ePLlqV0O5gfz5x06iwuBOfxCar/Wv8w7ufiMwEFd7Ph+5Cee5pJkbVXPo594mSgxwPHQ11wslOY4lx5fLyb4T2Gzfaa1xVz4r33rZWNcU79zLjBgS5n/ra1Dfdqciwb+jvnEWsJlHX+KOsZcjumXMmGf0V9e3EiDSZ4dxaxFyDVIc/2bjxGrg+uju5aE1zKX9TGWFpMXNtZm3TFmSZIkSaIJL554qMFFoF1Q5gfz5x06dPjZy4lus0MX4EtLvcBxf/Bxx2bSgn3Hf50NF5+NdfECJ/pMLwhGX3H5sxeGykpzfTGxc1u7xti28RU7Dm0uNqpLbAH6lXE43n6rwJrRt8Lom4ghPDlzyzHd9t/54ll+jX8EIcqJUQfXR1yrxEHGSjKL7yQGNQe/lt9w0Zp58UySJEmuEV488VBUP92bHcz6UnAviwuBe8Br4EBsh7LqP7ObvuHBKw9TPIzrhYG+16YPXbDbvJvaai8lYFf9J3ZA0BeOSTvocd7RD/fyheh5owvIeDErc5RLiPS5X0Sl/YSaly8xq1ZtQj8n3wEVV+Oj6zvr5M1LbZJnRwnX4jVqLkxzwsaNfB59BDg+om8F+3lrDL+R0Ly9lgsn1ABcPNFuY4+xXdqWJEmSJB7hxRP/tS4cTFsXz9m3M9AhOh7aO03boS4/gD3o8dnYju/KXO1Q36COEZfCnfHqglXthLlwLOnQL1v6WR70OI/0szB8b/bIC8R4uamoiw1fUuDyAdBlpuvmra+0V7lUAB9Vf7LD843Q3xHWnN5pP7rt4j32jy5ad+dwR+lYqXoENqGeNS9MG30klN4CHXuJzS8JfKM/Cw3r0Vr5ZzyTJEmSa0z/ctH84kkHEx469lJxM3QIOxcGvnhEhx0elnacd9DjpWrz0oF9HVt2mV5+LPpiYC8W6qBnLeQlQn03drfLCI7zfbcXG4IucsNcjk/KXlwf+s1btV/ZjjgXz0K3UX+n2Pd5ca5D2l+l20M2wqWt69zsXthkdZDP3XfGi6WTF5KWBwaYG9bp6xV/XusfMYmbtDVJkiRJLCcunvXiUQ8zfnYOr8vUy4q61HoXYLBHH7h4oHoXquCgp4tK7V/nPNHMxdDtEzXlJyAuns4FQl5CAFyvzaEvYvZSgv6Wvv0vAI3Yiw1ppO0kH/2LU10D+6pcKoA9al1tr/XNfh/R37vt9B7nCmLfEXpfRfjXbGka2LhWm6yP/nPVxcaH7Nc5TzGb+Iw1Zuukz6PjoNe3eo4xS5IkSRLN/sUTDxm6IMnDhQ628T1AlxJ9UdlCrAWHbpsnavVQx+dyYP4XxtfDlA7LYYxsfHgvD2k8kIuf8Occ1YF/AHNYz+kXFNTA6Dgc9Dh39dteQth2FSNzkTCoiw3r2y9BNB9p6PuD49HmjRjUxj6Olxiao69v6VoByvbKUnurWUFpuo+0v9sCPpS54M9OVzuUTWb9wV6tweCjrFcAx8fxJTg2ch4Yx89jHASDfUmSJEkyZ/viiYecPWTwMsIHpfw1IMZOD6/DOJeDI5w9LPkQrwc0+DS/pAYcWl9fpixTXe0lxANtibWsFxv4p7SBcqFrQc/jPPg+sgHWnthH+o4tvHja/PNY+OvFZupDhPEN52gXO4ppi5tc06yPGrRxgM4HmvcF35E+0je+UO7Yjuv62k5zzNErSZIkSWYc+FftGrps6MNKHdJXL558GMpLx7otLh7AwcNSXoCGg1nYqL6dsr026cPs4kkXC19X8ZMxvJB560TNXHzwHdvU5hp1nubDQRvApzFn9E/7PL92ckzG02t2jlO5i/DFj+etduP6qqZ0v3bRxBwCnc13MZYunn4mk5/7ee7FD5j6f7CWkiRJkuTUxZMOKe+SJ38aKQ5MZ47fGnmpCQ52S7/QeLqcZbx41gsCteDQD+J2DLj8if+dU9bEXkwUt6z7OyHz+QbaZZKfJ0A+TbUuhBfPA+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" alt="f2c919d4a44313ed5aa3ceda787fa0f1.png" />
    • 自动装箱和拆箱:
    • Integer x = new Integer(3); //非自动装箱写法
      Integer x = 2; // 自动装箱写法 int y = x; // 自动拆箱写法
    • 什么是自动装箱和拆箱?:

    答:
    Java中基础数据类型与它们的包装类进行运算时,编译器会自动帮我们进行转换,转换过程对程序员是透明的,这就是装箱和拆箱。

    自动装箱和拆箱精讲(笔试面试重点)

    自动装箱过程是通过调用包装器的valueOf方法实现的,而拆箱过程是通过调用包装器的 xxxValue方法实现的。(xxx代表对应的基本> 数据类型)。

    • 装箱和自动装箱的区别

    手动装箱直接使用 new Integer(3) 方法,而自动装箱则是使用 valueOf(int) 方法;
    两方法的区别valueOf(int)方法种包含缓存池new Integer(int), 代码如下,对代码的解读如下:

    • 自动装箱使用的方法

    valueOf(int):

      public static Integer valueOf(int i) {
    if( i >= -128 && i <= IntegerCache.high)
    return IntegerCache.cache[i + 128];
    else
    return new Integer(i);
    }

    代码解读:如果数值在[-128,127]之间,便返回指向IntegerCache.cache(就是缓存池)中已经存在的对象的引用,若缓存池中不存在这样的对象就new一个新的Integer(x);如果不在[-128,127],则直接创建一个新的Integer对象。

    • 题目1:判断下列代码的输出结果 true/false;
    public class Main {
    public static void main(String[] args) { Integer i1 = 100;
    Integer i2 = 100;
    Integer i3 = 200;
    Integer i4 = 200;
    System.out.println(i1==i2); //true
    System.out.println(i3==i4); //false
    }
    }

    解析:Integer i1 = 100;执行自动装箱,此时缓存池种没有这个对象,故new一个 Integer对象,并把它存到缓存池,当执行 Integer i2 = 100;时, 首先判断其范围i,在[-128,127]之间,故直接到缓存池中找看有没有已存在数值相同的对象,有则直接返回该对象,正好,我们第一步刚存的i1就是这样的对象,所以直接返回i1创建的对象给i2,所以,i1和i2其实是一个对象,所以 i1 == i2是正确的。而三四句,i3 和 i4都不在[-128,127]内,所以直接创建两个新的 Integer对象,所以i3和i4是两个不同的对象,i3自然不等于i4,不过 i3.equlas(i4)是对的。

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