版本回退里,你已经知道,每次提交,Git都把它们串成一条时间线,这条时间线就是一个分支。截止到目前,只有一条时间线,在Git里,这个分支叫主分支,即master分支。HEAD严格来说不是指向提交,而是指向mastermaster才是指向提交的,所以,HEAD指向的就是当前分支。

一开始的时候,master分支是一条线,Git用master指向最新的提交,再用HEAD指向master,就能确定当前分支,以及当前分支的提交点:

每次提交,master分支都会向前移动一步,这样,随着你不断提交,master分支的线也越来越长

当我们创建新的分支,例如dev时,Git新建了一个指针叫dev,指向master相同的提交,再把HEAD指向dev,就表示当前分支在dev上:

你看,Git创建一个分支很快,因为除了增加一个dev指针,改改HEAD的指向,工作区的文件都没有任何变化!

不过,从现在开始,对工作区的修改和提交就是针对dev分支了,比如新提交一次后,dev指针往前移动一步,而master指针不变:

假如我们在dev上的工作完成了,就可以把dev合并到master上。Git怎么合并呢?最简单的方法,就是直接把master指向dev的当前提交,就完成了合并:

所以Git合并分支也很快!就改改指针,工作区内容也不变!

合并完分支后,甚至可以删除dev分支。删除dev分支就是把dev指针给删掉,删掉后,我们就剩下了一条master分支:

下面开始实战。

首先,我们创建dev分支,然后切换到dev分支:

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAesAAAAnCAIAAACgzPeNAAAAA3NCSVQICAjb4U/gAAAgAElEQVR4Xu1dB3gTx/K/ompJtmVbknvvpgdCCf1BaIFQgimh/2P6SyUk8CDlhQAhIY1QE0IaPQYCoYROaKEX9yLbcpdsyer97v57km0sW5IrpLzbj+/D2r2bnfnt7tzu7OwsnPz6zmlDRYTZPHHiRIhKFAIUAhQCFAJ/HwQQli8H/fuwS3FKIUAhQCFAIVCPAMLx9YAJgkKEQoBC4H8FAQQNnRMycQmH0VECo7SE9+MWr+exOopgh9NB0JCZIeMXedDbQ5nB6rE8dPggOtIeIh39LuKJGPUGM9acEkf8/V4u7rnB/u8An91uPjqcYLs5ck6A/UzYWwU9XlnWvrZ3TvufmYvGBi4v7jH7XygMQf+AVoY9mOHDvUN9gTROEmtwzNqC2ASek6I2ZLnpbO7ZaF1dCC1suqjPIEaHLb5h1K8vLzyS5hyj1jH36OmOFTl8pqjfECatrcyQ7zFZvZYKO8ciHStmezgC79LSjnz3gNN1wuSe7gnh1TW7h+sYdEa3zTFDnD3KiPUd/UFQr74Musks3l368zqF3OTsubq8Zgm6eBkWLEp6c0XDj73x5JCMC+LHtIyAGcFsHxpiiaODtre44OmxZzPYI84n/Sv0UT1FS+9vPWptKDMjUTQnNSS6qnzjsHKpGTwJ+4wOHLPEL6Ez4JzQZCivfCC5dM2KgxIP7pQ/4p/yduRaXrW5n0RiaL8osGCsr59OdfQWBtgjmus27a+vIyi4a2VarGjGTn76uLRiuUMfgz3YPVaEDk/m0WjQ3Iwe6jTFkTmS9Kr29MO2sNER4v9FabhC/i/K7p/EFm3+qMCd1z3ozX5WrJg8xwDRsAi9E06RIL8ZR8IDr5XuGa9Ssrn9N0SkEKZP39eRmsRVckvQ1UtAJyj25316EeUOj5i/DDo9rTBDjquL2zNsXFdFlhCqn/M+zmZiefoOUG7uq3JTiiIebKh6a97uI2ZSBUOQqZTUj/WJFi2cfSA40JECjiL6i+X7N5rMPI8uLweN2gVX9c1PV0CQ0XB2RvaNuiU04uc1ZksA/5JK7q613DDnWMRgd5/INF4slqht+W1s5RZX1zEPtqGV0Yh3YqdMw26uyrt13wp5MQISEZm6nf2wDWx0jPwUlb8vAjSF3gKxOKw6DR60qssr8xvax/D0Fx/8cBlzKyEauSw4vqZy08uVJaR+N/y6zmfVBlHYxoI8LRK0qlPrCbqrDVOYKhUQN4FUZTW5+oqquocRWvzqyNGjOH6BKJgvmyTqG+skp06YrLZymOfR972wwc9xvIEBCMe12fJ9UyW5SrDOp8W/EzV2HEfgB6xbhDa95sq6kkuXLUBgYAFYejM82E7+D/G7yTUNlTjszX1mmX/XARz/ELptbYYVrc3avs1IIkVnJLwcOnqOt8gL0ucor60rPnfeTOa75bBODGf/oyiPQ6gf6Mqy7NI4PAPzPcd9H+zxbd6B0Kg5PeqLCOWxktRj9p/qQg2v63fsEH84XUFAOCZ/qJXbS1B6ly3CkCrZ9neU2vpGRulJG+JnToTvL846cNJi/2Y4Y8tJHi3Gp1sIlv22tkUfPBotcl7ImBSfEBGMy/XpX5cc3q7R2dhARD5TD4R1iUBBq1grdfc3SY7u1httrLhE3j28oFGWho6a4+3PBx0AU+XpHnxYcPyiFXbTyg0WK/2O9uhnE9d8IveDhWoTgxk3gA7dKTn5k0pH6m2d5IqtuNnUsWw0Ux3sPVg08mVB4lNMMMAJrSl/q3jXJn1tH+od9lZelAcTMherr68pOnXK1kVBct0oJPZuCNYx49EneOEeEfR17taPNAbQZK6GA4M98kJSv3s5a5ZqyMkDz3tBRjTng7QvvjZhbpBvRmS3xZ0C5v8RERSIYJXa259Kju03mJv75sIc9lOrwkYkc73ohDrLyAQ6p74GF0BxRseu2uZxe8LD1Dv2oQP7L+v0+kLjD0/nkfOnjk40WG1meHLrTTvSrTmf7Cd/wTzOsG/Du+jlf6S7V98QxOU8PYIm21RdbqSFpYSOX+AdJATjTi/whvO0eFsItk1IBBU84+lvkR2Yp1QjjKh5IUO2RWmGZF0iDSxI6H9ix481XlyRmyHGYE+GMJSo1tmqAW/14wk00r2vqbQMRsyc4JG74z2TM3/5AwN2nh+HAMMRvfu22KFNWEIEnv1meUP7Sg6tMag1BOpFR/NsYwBGo9+PnzuDeLCu4HgOFJgcPPK7eO60jMNXMcIdh00qaJABM+k8FqFn0T09MY3accuCxuj2cWTn9KLPv9T6fuyUCMwM5fVN4aKS6kxJ4w7Lejrw+VHQ/XnlBfYps50Agxk/hImgUNwgJto6DY74T/Lhq5UH7zXXZ2xAhb0dv3AucXON+PhDjNfff/zbsbPU6dt/MoGOjyt1dz8pvFVhMSG04Ckh4z+MsWSmHbYNCZfIu4EXRqPei587E8rYWHjyjgXy9x73qTA2Bj150Yq5aWWD/sTz6Vc6B6Z85Zm7NPdcFokerjaR6gazKsDUoZv/kGG6386aLI1xddoQpMgdzIaLemzZsNeEyNe+4OPXZeeWaaRSHPVjsArr1DQoL1eeXlNTbaRFvhQ6dHuUamD2FdA93DVKcwRtlfKGBKfsFGI7cr/eYFPfboaDG+bdIO/mrWaLELx4p+SMmBCMCxy9IZ6tTN99ym3TganMxvjkkZa76woeFMKCQYJnE+rqcA2U/mZ1oTUy/jk2/Y6OtLvSWZ3GMrEbZUVgvvgYEk0i0fO6eNYb+K1ykwxMz0jWg7twNEdfKMl99NFxXj8awA3mWovuWDjPRaas9sh4O+8IFLBgPZ20HIMJVOsJ2qtBWCgTfPJAIiCrDiNnxS1JFZqMs2owAczPROKuhXbtTb8sBpYHmBOAQkpDwe8aCWmp1BU1IiXVZl8i38q7rCfOJg5+i3/hhWqVFasRk4YjssB5wiuPVd9zXKAggT6jZjCqPs3Yv9UAJjvZVwxofNLwN33O/1FV24LOOSQrcCUy4olaKomojUmrUAgv11z/SHLiiNHW9WDvieHju6n2jVCorIhvEyZhge+imxHhYMfKrDszubzY/tGqf4zG7P62gJdReuaig0kdMuhOLy0xDIJyv7F1wZYnFvupsQz92eoSbfPvIP785/6Pmf/Gw0OHbNP8uwaid9cZM72990kVADiTKftY7UZKcTYcPz468mkGese2xCGTE+RrS5zBCwXwR85gKL7K3P2FbQbKQwZCQo79BTetTOCaQqPRy2qFCH2xUZrXYDWCme+tKEnaEzJwZ+f+ZZqb31b+vltV7czAWMuV7T+kw9loSL3R3x6c4e/wmXeKP54hkzttxRLVveMqcqTk0hKuhnTvQ7sqscBuGoXRHEEYEb0YOeNDXvl/s3bv0ptsX7Xmh4NTEdwg7/T5BpmuBhH5yEPpqa9tK+nf9XCnTqP/zT9+VlbjZFlbSw4J4g8bjVZ+mHVwO9nxsq5jCTOj7d3GXe9VaG7dIKaN5AvX68pMEC3K56kIPGetWteg+zQnRCvKaffonUdFeMAOu3Swz5SI6ROhuy8VXMtvvlrUj8UFilqJRr7pxbhfdGK/xtBbgEEN/XZaR9DGPhK+rsvCSfbdcuvtSQ8P3Gqek4Zy40qjwgAFiEiPCDBlyvugOO2nsHl3+KUn5XcPVt++YKhXBg5oGY0ZlyxDJnj6sapVjfRdy1Clh3sKIcvd32utN5DZlHPFMnwiz49VpXTc2nXk0J3IWKFsRx8Z0NeMIE63V8InfRHPrE47CL4cft7jVnEKV6bn1NpEGrNIKJT7RmfxQz0S5wYNT42DxmWfSX8EIy1WMKg7nr2wurpxJyY016QnrjlSozE6vR89ZaYHrVqfuU96eZ9KGeY/dRH2y9yKijq56Im+nUXWzH06t3vYtWRpEZ7+KMz8vOv6zxtUVMXk0iCgwRE/3sBVQX2GePC9YaMcY9KhGg+42c2ahhw3hBcN9/SHrffPGRsL2hiwVvw2Z0l39akJfc6v3yxhn9UxfV5S7J1YeK/M3Wyc9hjYcMUx6s8N94XK1tUonKrvBq/hNQaFERIF0hDIgrpuFFWzBHuHL+4Nl65N/+HbRziD4SCCLHecDofmGHMlmtv8lukNq7ngugWaxPVlutPg9FCeH2D+ZoOFS13d7nqv0ZL7vdqyw6d7bHlZGiSa5Ourqjl0zXGS5FaGVhXSFk3pb7FYzA12sWhRwulrPDW7cn450yIbKPjoAW8HC456+UCmXHNTzdhagjYB8PKv8nak2qw7OK7Mbp36tkOAg5cQyD7sLflVPw6oCR7u22OC7/BvRaMeVH43uywPGIWbJltVj5SFs0eavtQox0HXuFY8DTlsgciEuUx7872ikGHxXad6HLmsoT8j6uSNQlu6rt9SX3/gG9leqQOyb9hVCYYpsnTgn/iqkX0lbsB8zqWXbTZHMiEBU3x9tMpDl1vUt+hJolFDDXt758qifYe+Fbp4Kfi44gVrs6ofaWskKNnHU668ldaixoJJhWy9uzj3Qs4jiAmLtQYQpDGf2RU3Okx99t38rFwrLPR87pvgNjjs1cMLozACEZibZVybWpkwmSWp5ZLUilOjwxZt85uwojprqdrounM8JjacV0iAtSuQ2Xlho1yADAAItAdoFNhVozRLsEB+Q+XTe3nkiLTck1dtXk91ydVwAA2E0Fv3YW5OnhbrDRtPzTS7rRgg0zS5AwpYkK9K01Wx3ad6nC6E+77AUB2SFWma0uiYnCb+kUz2gE0hoZKKL8EuRFP5cDDEIIiNAqd20shlS7gJA3MmFgOTqyG6NwpGtsNMp/UE7WSNYm2+uGOErKVisZaekIJ/J+P8F58Jfn5a9Webm3xuaIyovnSoUPvIFZIgTECncGlMFDK0YDxYitQyiB81kEm7S1pRILDl9QwdytVUg5HtWpW3QuQGRAznCj6xuV3bEhK8Im5Kkvz7OZUF0iYtRxA4MHI2dNhlsro8S7dclZc46Vswt59g4CA49xtZfp17nOVBySf9bRqhQnrgsuxoIJNrNctlgGpd4nj0HEHT/lZd1nTt4qzbWArVUoIf0Q0+dFzfeEOJxYpJhORbS84ftmFYhNYYoTZo8HrWrOW6Gogf0ZOO3jc5b0PXrUyYcQxCOBw3jUfUnJXdK/EbEspgIJB9u7W+6oZ/PGY2HOrEZNoSBdR9ijf/lyrSKtWyBBql0lWjNEtQpjoxq7Lo49gpe+LRWdm/XiKVOBgOUlfDAcJUSogRzubQ1HUrVgcuW4C8E6lapDeYzPgBdCJHLXfzvbUxXwnxY4ex6HeAv4dDcgcU+DBotL/vNXefIeqSiXT30f/2XePXnfDd1qzGGtx3etiITljGWyosjB1gI2ouN8pVdeMUx2QZVmiqaGiyNVdD86Zrbx4xYlKDGvIO9MfvHNPDK0U9YlS3H31W4TYQdN/fUB+mQIRyg8kvIz/WI8AXV4uNzdlr0fA3Qjqp1PlpJp0Z8erN8QKeylUNtE9X0cj5SG4B4Tc2cFQslragRlnPBI5J75ihFP9nZ1rTq0Dl2j8OuVuM4+WKk7sD5r8ePdVadjcHDpwcNDzS/Mc0hQpojsZgt7DRkOCXAmN1uvISDPdkRk8J7O1nvb2P7BOE1izLqyeCcEAzmSzVYhOp9mj0+IUCv3K9TIrDXszI5MCnfS239jzCCRFwY4Kgis/0Tvowm/PsV6F9/KBeXrq1b2vr+26DCR1hLDc2epHZRdDJ1/LggN6JU6KzbmOtUJzY5b9wftxC7/KrZwwaC+IZyTCclGWA1YPJVJAPxU8J7J8pKyjFYR+Od/tO+2ESxcXfA5NXRk/AyjNKYd9+giAIcthYct3KWIW20uif9FZgzy9VWhrDj6u78bPBQmP2WC3iZ6gLc80mHOU/I+oVAlXs0bq3dXY8G256kE53doO6y/qwf+9hX9yvllYRCI9uH7BuxhfuplFaQtBovPNatpVIeHFXrGFSztl7mLvhAFnyD+mI9wMnv4n9ftmM+/E8gbmzgUTOkXcjcrNF/tyEwZiWxYyZGTQownx9RQ05Kl0nwPypnwLmL4mdi5Zdu2ay8nleddNTd0CRBPGKHyuLU0KT10Hm8+K7TTwIXNfZ6pLGSiV6EheoxqSP4pPqSJWtfLjpp1o3ZMBZyWdFV+LC+m2I7odZy/YUPjhq1JWp82VB3cawdasKj/SNmXCuxzjwrkFjAEMfpbeBoMMCrLFEwKQe83rdiZ5n9yY+C7XgRA8KMxB67OKIgX7kTMpabcjbIj5S51tN1oChEQvC+wpgTKq9sVx8zGGHGi/fUnQuMXzwf6N64tay3YX3jhjdcUhg+e9kf6cIG7M4cg4XMopV5+ZJzgJHlMaCtPg3inIE7O6LhCMFoGVwdYb6/MKSc1eaIwgj3CBen3kBQlJkXJWmOje/9FwDNmjBHD5kfSh2RgfY7i+anp4A51xyMWN1wjsaMsXbQyq/k+XUhOKk21hxrOCDrK0lwSPnBUxJBis3wlCovni1itTgFuOVFDHng8BBX8aNBq6tBG6o1GcXYk5JO+GlaZbVfGdJDvuDsKHvRj2NEOocI+k6ijVcRLtsZaJG9csy2bTVwuRvRZDVWrq74O4hoMERNp/TZ41whO3TQigMmV/kHdnRZEnXiJMWspHkpLM5Z8MdIoRib/6nMtHIpYLhnwlJB2G9ufigBAxYNxocgOKyUYCULSFoNT9YnusTmTTq29CyYYWZcjfDgZD/JP7eP3zsrPC5i0gU9RLtg4JH86rWi9y04etycKzqulYxQTj1BxE588lQ/jaz5OI1Z52/IQ0wlt/N3ikNGTUndNZCMI7Ahrb2vn3IuAOKJIGXyk//EvjSROz6RpXWXTO55rmFJadOnTp27FhqamoLn3f2GCx6JWlDQfwz4aR+pPkwfIJoHXdi11mFHZhHYw443XNDR8QJ6ECm/n6keJ7TM3r+5z1Ou+JOPCmxkTDR68VPzR/dAafA23OqvgPZeFLIUfX85RCgEc1FRGkBy4RsZ9G5MQnP749EXiu9edOsgWl0FHKyg9sCWtQjf0cE2E8J4nnmm6nkuusvmZCg6cJQjaFKhsN8VsKCIH+darft3P+TTX8RNp6s0FRtjxMBUoPjttSeWgit7vTkLP36iFH7Oo8lCVlvTnz48+120WwPP9S7TxQBcLphmherTHYv96/a4jSaqLfvs8+xyTUCOJJ6U35oSunDdsUwqQXYeDFvZWSLwX5sbLSYA+rBfxoC8IkTJ2zehObJkye3XziEQ/cWIrjSoqoh7VmkD9dfdVC3X1iKAoUAhQCFwJ+LgDNfR2/+InHX8d2cFblhlus5O7fnvyfAykKT0q6+eZ7Jt7oveYnVriCWNNbgcz3f3cDtsFjG9SLASECyf//RHuzmBEUE3i8cix/zdL3fniMKNJTfxavHFC/vxrvC5GPgTNr4tYKA2vN/sOfwkKkp7BYai9Fw/zeKuyX3ao4/N41CFVEIUAj8oxFwpnUaC4zGbOuaMrqJHqmp3tK3qMjlSWJYODv4KQGcz/KIt23Y4zJdzr0GR4Q4vGk347o78/Ilgwct1uBsGDcAV9zHlVhPBc3+ROSTXZJ1Wl/v296oMla0Z2QUAqM0zIs7aENQ1QY1GXfJaJbk0nst8QkJZ/pGsEQh4DAbhJWrTtxRX853tKyijK5rw/slydPW2QgjaOAY3x4TPRXXs043OBv5uCSk6FIIUAj80xFoiQYHx5zE3//Kfnp9cNi1ksOpwPseZvcLTgY+g653gpjdA19c7gGeiHg9IgKEt6FB2MW892epHjkRGw0X5+fdZ0FohGDyO97674uOXayNMmOt1BMJQctO+qSPST+W9VhaAPbijdwk8gHW//jAsWNrfjhc7y7ZsDrYa3jAxDd4ngxCL7OoCf6IDULgs2rJlu5cSfSZxdenyu6frarKNZRnGmqUTXeEYd+p4S8Mxe/NLSuwn5rBrTkfFN0dHD1sZ2jxaEl2w3jTdNbQX5NGJjg5NiJK7dE4drtJmzoo50a5a/RbhRm4eeRVoe+NinOXWnQEt1W0qYcpBCgEHisCzWhwutAjJMQiuaPKyLdE6iBhtjrjN/K8CI/nj4+t1Vmwn+/8axFR9jMXa7usmSTZuAyasCdAlCPdkVySXwPROwW9dkJY+p1juAzMWnFVVQHT4j6PYJtUhzcpqgYEj+yqPvK+UoNBtHp39MchPZPVZ0tMvyDDhYnisv9LmLExanBezoX0Bgd8aislQGDFDbfClu9mnXwu904lHLy608vjVV9PKCkFQWcJc8aWsgt5LtUo+IbNXudpPJB39MKjY+uEXHl0iSxir3DWdsOmWdKK+hUMZsn8qFDp7aDBEaHX6JV8+VeS642m9phFUuOyXkfAYN+UxLdWE4f7Zl13FbLDdvMIp0Z6/lI7sW5BXe2sgXqdQoBCwBEBJxocYaIojRb9etTSaF5oMELcKlwzWa4B82gQGM9ap7WB4QAnD2qDRCiVqRMyWVzuc3tDeTvy9h7UqaSM7KOy9OM15nBOaCSj8/oAv0LZSTUzpDsTUxjLJY+8uBhd/cdPoMk3l2XICDbGjJ8TNuyY5vCtx2c7Af7qjC7rYycMwDNezz9924Tn5V9OiBt5IBqbKv79oRP3MnNa1X1FfJ9B9Hu/sQcn08RrK0CEvyYWpcbdih4tnLknwF9cufk9VaNzevqrpd+u8Xh1Vcjir4nNKbJKuxLHscrzikpHMmg4fdBKz6oLirutjOrVkAxGxkYgLG6DaDbmvq2/n2RdbeWReo9C4B+FgIMGB3cFPPdNeN9eDJBrCoKLj5ReOq/Kv28izcQIDKLF4rVhjGAYPAHu1rRPBEGM5Qw9iBwCJufMUkO52AqH+/WeJhRNEzaASjjzEPnTeib3v/9XG/0HVDdmq79vuWz7Vj04L85Ta8vMXr3f5l9Irm5BdNK2NAPsyRn4VcyYwXDOO9l7Um0HDlWaE9PE7NSoMb8mBq4UH9mrfxT8hMUZtTuiqwhmBiGcdQlvLafxvWD9y3HL5+p++9ACwaxntickPgo8i0u/LjhoO+fJ6iyasSck1qrcP7NM4kQSXPpN/k5R3PyU0FdSmT/OK82saOGEug0iE2YFRmDEE7lh6EnW1QYoqFcoBP6BCDhocMJgld+oOrQL6v+lsOiN/CP3G3gCIgiLBVnUtX7jIKIY0ODOpsowK5xNI50tsHvTHu6/QQgWJb6xQL+jX2GBkdH7iN1b3I4jEvluVF8yPoX3izeFXGAzB3NFMwT38u8VLb/gGmp2kndiUstO0+mN2ae02tpDxDC3j2jy5uAEgenOq7mph0xWnueUwyHQe9n7r9T8PDZHuSNm2NrExBflZz+uuHHJSJ6PtprSt5dXkJc6IwHzw4cI5EdfsR2QtVjK9d4IhJX+Js+REbQ44ehk/NoGRWGebQrPYA/aHBKLqk8sqTJ19e7S1bkk2NnCXUT47Pk+CeHlWRX2uT/sl5LwxmqPRq47jnZwompz1mcf1V2z4py2Q661xqyX4zrHk9SP6eYRp3W1gEfqEQoBCoE2IuBoRTHqr23QQ978Xk0nhSgKrmo0q2qNxQgDBvFkGx4DgukI8MkIfDPxvbXmk7PJ24TA1A+3Qrx4OiQ3gjiHeJ3VpY5TQnqsOo1NN0rNComxKs9QkWFQ0H1SzgYKomiIxJU8sNewwPGvsJ1Yf5q8QVRU7zhPanCYzeq+OnLSDA96Wc2RMUXX02waE0V9YtkEiKYDDEJyzekpaeKU0Mlv+475zrf7mvRNIMaF1VpyWlFClqO6UaFDEF3GMYU9Hjy9Gx/Gzfn7ZVeKCNZgr2FjsLQfZWJ7TD6z4dLighK9sigmetXWR1dnNObuev47U7M/+Y2pu1NvuiE0F8pSuaLnX+NJtxZfz2lsl6fHCJ5fwtEUugvK0rgW8BnKqz79OVHdMNzUY7t5xEldTRmicigEKAQ6DoGWaEKyNsST7gHiPilrZ+UoCLcPQhPZFD3sxR34QciA5zme4J6IjOrU6eUP9YLa+xrpjNBEFC8DkeeAGmzENaE9V/LjOZKA8N9Jb3ym2dJfUmWQf9OtGtyJ4nonk6j8InP1F60DAHxsMAZRuF38y2c1Va7cH60W8Vbxxwe5PWZwqvfbQxQh4es7LZ5e74keuqIgFFSsPpjz+X6UBhMmF0fIjemKTPBcQe5K8nEk9MPOS8ept/UuLLBXzfQYdSFxMACSwKtvOVz/Y8pX3d5kZAzq9PxgWupnFRUNo//Rmf32h9OkVb+dcOo24xIQvFpz/SeH0sd380jTulyyRRVQCFAIdAQCLdXgqIDNg6wZtQ5wMJ2DgLgndh8LwogzQuCyvXLjdF/LQen9Ava4U0EiCBbt7pZkhpngMEtU5IpMoLFgOhdCOkelLMneupl0aIER2BY9HUZo5N8oCMMPTO0gyrwbL8W2yQzipS3LetCCd7Fq7a3P603XePmmvC92A36QkP/ETQiU7npZAfxkrAojFi1iELhe33Sp0qQOOjMWxAcv1dXUz4JhmMkAOwou3rWabi4re+p08JzVui9Wq/X2LyaMhr4aPb6n9fbs8iInhvUmlbrN+FvcPOJWAqqQQoBCoBaBlmpwdowH12oqr7s6gA7swEa8dj1v0p+ZkAmBM5kTfb0BWYsp7ctiqS0iPrun/8jxDLDrx6xQHP/eYFNihP6B3e8YTdjdfc4z9S3BWpjpZ/thPP2vjIv12X/qH+YyE/FC9HBzxS0QetvbivQUDbBUHPweZ/elo3qTs0jYjdlldhP2iYSqNmrU9ZZoFAH2KKveZbgBa770p+XcVz+NSdHmfrNBoyPQ8Fdi5v+bVfZ59i+NLrRsXFvLftsuW3F184jLe3Oe7M0jLZOEeopC4H8dATKylT05QQJBRSNEQ0daTr9ZEziGDRWUV9ZOAGGWACE0VufXcwFzRGqVGJCjsQYkh0LF0oNHvaanMLVniu84OF1g4jczPrNBg7wAAATgSURBVCPPZCK+M6Jmjdftn1FeDuwGBKGWEESQqfS2TtGSSa4TvjssCxF5j1zE46wrIe1FBGHQ0zutiSi5lFvUiQ7JVPX3lbmqD5wbevZTgadZfeBgg8jRIN63B2RROvFcrKND1KQWbPOMXvhe3LIusnsWfv/BqOTz3F2f61xN3F0x4DTffm2Kq5tHXN6bAwB4gjePOOWcyqQQoBBohICLOTiMBk0LTdniGxOMFWwrxEJ8hw5GZBuUtfc6I6inH2LKcR9xHxbMDB/VBc9aWpl2VZs2O2rCx36SeVUNt9RMpYYKkh0Yk+GQ2VqdbaiwmYVRBowVVv04sYr84YLBJ9GQYMfv3bB4XfX2Q2akL6iQqDlcfHZO0sB5Xow+DHO2VuXCDm7njRHlO/briN5hWNZyyb0G5ydRPpOHQvoyt+gRuDS17Mww7rj+wv6AnLjq1iVT46vI2grB3+LmkbYKR71HIfC/hYAzBYnhBiuS+AIv96fi7dvkBZVw5LrwIKvmgN2BGuDDoPuLIN1pqxNvwlrrLuI7KXzB+1zTUXHqcQuGKY+uqHn9q7AlO5Bdr8qKlY9MwDAd5QWzAkNQiM8b8kk0M5LtH8dkXhevmVHzZ8+/wdKA16MPfnc5eSY+2t4rLMZrKZkPed5z5+DiT/SubmSnBXB7Lg4eMZvLwY23X8s/fMjmeE5jJM7zC0AJdj+RP4SnpVucoAeczIPYob0940f4dB/lwVHobq2vqgzwHTJb8MJhwQtyffYZVfbv6sK7emm52w+A+z5cf/PI7L/wzSPuRaBKKQQoBGwIONPgGvW+4emMSqPapqI8BoRNnU6XfZn3oALyGizo7I+pEc8kf6z4Xp0OYrP7LPCiWTyCWZBSjxMsZteVUVPmeBhPSbYuq1GTiopQHSvcEYAu+E/I0hu+Vxbk/grsub78GaeiOoM7j2oTPX4gXJmpz9pVXXyV3OdkdBIOGYHolPTEEAi72jTqSP2Lj+sPXKb4aaCKGcjrOhz2CwP+38AfEjKVWKK3+Atl8p+vOrchAW7owV59pnpofy3b96E0t6zOKZAgWP2FIwYDwPGqY8WnrjsqcJTRfXPs+BEsNvDYURkLLihPzy58cNlgc/yuvvaZR0Ky4OlJ/PipAeAfuMLu+KDMS4Uu9kJbgofFnPOFOMepSw9mLdxZtHVnkXMyBJb76v3lrzovpHIpBCgEnjACzjQ4RBgl9ffYghOJDOJh+b4t4GpdGPbz7P8u34cDqc8Xn6k/+24lkF7+YwfQ4CrlmdsYYYUNGlP6upJfdmjISH72ROBl2/M2ZvmPX8Grtl94qNTe2l+lQc1VYqMs3yDNN6m1DiqJTtDjUwKCwEkfje7iMbeX+z02zDAtZmHzhu0QCVFMvEZrE8cq3lR82EsFztbbE4jxv6qzAweGW2WbOpfjRsevDma5O+v+XVesYpbC/ZVHD5sqM/SVpVij6Tmm0Kdvk4B/qC8rpAc3SGh+WNIO9e2KByqfQoBC4O+GAHz8+HH7DQ/JycnOmYfBeXoQWMN5IZVLIUAhQCFAIfBnIeB0Du7IDEGp7z+rdah6/1EIbChuHCe4Xrzlobf/UaJSwjwpBJqNsvekGKHqoRCgEKAQoBBoJQKUBm8lYNTjFAIUAhQCfxkEKA3+l2kKihEKAQoBCoFWIvD/88WOJCWfF2EAAAAASUVORK5CYII=" alt="" />

git checkout命令加上-b参数表示创建并切换,相当于以下两条命令:

 git branch dev
git checkout dev

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAb8AAABNCAIAAAC5XP2DAAAAA3NCSVQICAjb4U/gAAAgAElEQVR4Xu1dB3gURfvfcjVXkku71EsvJBAgIL1rqIIUJaCAwF+KyGdFUD/AAgoiithQVMBCVRBB6b3X0NJ7Ty7JXXK97u1/9u6S3CV7JQUEv90nz5Nkduad9/3NzLtTfwNBjh4YptMdvaPCKQQoBCgEKAQoBCgEKAQoBCgEKAQoBCgEKAQoBCgEKAQoBCgEKAQoBCgEKAQoBB4AAggaOjN04ose//CaBYKKZodOfonD6IjJDFbyUlHKUDrSESH3M60LxZAA35dLe6+z/OwRsDusSqcL7LBG5ALYA8OWFSa/suSfroXk2j2MoWhs0NLS5OcfR2EI+heUMuzBDE/xEvkAa0ge1rCYjwpju/BIXrUjyEllc64GSV4ILXymcMBwJo3k3QMMQmhhzwr7DWWgHcmTyXpssX+3WIS8DDoiuZPSugDZVFe/PUXFoDN6fB0znCxLRqzP2FXBj/Vn0HX6gu3lv6+RSnRk8RrDXAp0kBj2ezHxzbdZNm+1h4dnnC7AHcTvYDDMCGF70xBDHB0AZOigsHYnZ7BHnUp8XNScvnjx7U0HjLY2MxKEs/eGRtdWfvpEpVgPYsLeY4PGveTbpRvQHFdkNFxYVXL2ktEE3nhwU6/E9/Ky10ZS+/WAkhJNu1VsSgj7jffxVckOXMeAeriratPx/DpDgrNSpsUKZ/woSJ9wr1RiV8dgD3by26KUqTwaDZqTkSy/J90/uyS9tiP1sD1qdIb5lIyOIuDCe0JGTJKjgWhYhJokJyTYd8b+8KBL5TsmyhrY3EHrIubhus/eVxGt2NHjVKCjRKA9SnfnfXYG5aZEzF8CHZtelCExyUs7UmUdZ0W8wWW/532SzcTy1J3gWJxn5eQtiniwobpNedv36wn3B0G6csI3NT20aP/n94QE2UswoYj6TOXuT3V6nkfSy8FjtsK1/fPTpRCk1ZyYkX21cSiF+HqO+yZQcFYmcVZaTpSzf8Vg95zM1J4pLZGbw9tZym5n1zkR21HKaMTK2NTp2LXleddvGyFPRmACUiPvYD1shxqdYz8lpYMIWLwnEry86yvzbecoTOnP3fn5POZUOhq5JCS+vvrLl6vLCN+q+WuN9/J1wrBPC/OU7RPoLDdMqquWQtwuhBupz1VX1TZGRmjxKyLHjuH4BqHAGF2J/OqakiOHdEbze5jn0f+9sGFPcrzApIPJpMyW7JpWktsAxpa0+JVR4ydw/HzB3AWuTK+/sKbs7HkDMBiMOhdfCw+xiL9S8O7UelsHCntxBy4J6D6YExBKN4+OsOKPsr77VksgRWd0eVk0draX0BNS5zRcWlN68pSeCHeqYaMZZL9RlMfB5XdUFVkWa+ziwAL+hJ9CPLbk7RFFzU5ueoU3HCzbe9Dyr7xIweu+jR0aAKdLcciESe4qJZY3KD3pG//Q2prvVjYomwoZpSeui585Gb69KGvPYYPFX5OpRRJGi/HuEYplv6V062NDo0XODR03zztUCJsk6vTvy/74TqEyq4EIvaftCUuKQEGpGKtVt78sObBdrTWr4hB55/CCQlksGjPbK0AAKgAmy1Pd+bDw7zNG2Ekp23TSBxxIHmA2V38od9VCuY7BjBtMh26WHf5VpiJ8pqrkgvm1y6dz1XCZXdfA+VcigoMQrFp547OSg7s1erOHd4ihE+SdwwtEDhOOftkvoReTBYOGpMvfVLD1S7W1vvYNW5YX5cGE9KXyy6uLjxwxNwenD8xh91oeNmoq15OOy7O0TNDYm+I7qDacsbHLv/W4Menu3puWOgsHLOn6+kLtz33yiE7D/Xws3tMk3pSzfjcxvwDzOE9sCU9SS66ku7KUy+kzilbzZV2llhY2TzRxgVewP6jzaj8vOE/ZLoHtsxNB/QbyAww1e+Y2yBFG1NzQ4d9GKYZnnSUG9Yjov7ETx2vPvJ2bUYDBfIa/CK9TmbMBqQbw/BTina/JlAxGzOyQ0dvj+VMz/7yCgbmFX4aDyQp6z29jR7RSCfHjD5jlBe0q27daI1fgqCcdzTPXCRiNfj9+zgz8zprCv3OgoKkho7fFc6dn/HERw51p2CoDmwCYSeexcDWLzudjCjlu18OhMXp8EtktvfjzL5Q+n5AKgZkiXv95XLSkLrOkZeeI1SfoqTHQ7bmVhZauokUAgxk/nImgUNxQJto274kETPEWyBt+u+WqzpiBCnsrfuEc/Nrqgr/vYrxBARPfip0lT//uVx2o+6YGVdr6outVBh1CC0kNnfhhjCHz3h/mVuEQeSfwwmjUe/FzZkIZnxYdvmmAArwmfOYfG4MePmPEnJSyRn3oqfQL3YLmfcXPXZx7MotAzyTXEX10zCgFn+0eAcOfUB09oTO0xJW0IAiTO1kNB/k0ByOm0h9LjhfgfhOCxq6LZzekbz9CKOsQQyfIO4EXgj0nRb62UWC6XHNyiUIsNqG+DFaRjYusbDi2ur5OS4t8QTTiuyjZkOwLraqinSng+/1p/NTRhrQ1hXeKYL+hfiO7NL53XG3U1+qKjJHxT7LpN1XEJBud1XU8E7taUQw6Sff5sY7cjRJdDeiWENqHJHEUB54uy232+eQqoIHcEK6x+KaB82TkvBUeGW/l7YcCF6ylEzOFoOPQdoGWbBAWygRfHPDgkFGFEb1Bd54qRcYJOej45GcicZdE3fvSzxeA0S7MCUShBk3hOUUJMTOlKm4hSqzMPkukyjuvxk8kDFsmOP10ncyI1RcQkxXEC/LHVH2w7pZ9xxwJ8h4zg1H7WcbuTRrw4c2+oEHjE1Pe9D51pdZaiOQaEhk4Mhnho4ZqPOrTxOUoZKpUXP645NB+rbnFwl6Twyf2kO0aJZUZEZ9WSsJ+Pi9eiwgHM/Z61fFnKkstH4ymaDRmz7f8eBnlx8/YTaFCGtWxxWWaoVDuD+Za6P7DYvcaz1CfqCtTuk6DBAie/D9m/ht39+0zd2/TNHjf7jNmenntEksBcDpd9kHrxHlpNhw/MTqyDwO9ae7aEw8J8tY3ZPBCgYLRMxjSrzK3bzT3hnjIEMifY0ngpJRxk6JIq/U0GiFcXaoV59n0wjH9rbfLEneEDvmx26AKxbUt1ee2y+rIJrWsWpl/IZ2uhq100r/vio98bx4znVPDXbuO/Y/g7xM19dYOoQMMnSNPBq/Jg5OyUsC8WfrJjBoJaY0pk936W0a0ylxal4uhPfvRLpY4++IgwYInxqLVH2b99h1R4lmXsS4zoy3l5azaSBXXr+LTRwv816oqdBAtyrtXhCnnI7mqTaMnUhhdBdrOe8LeqRHPTobSXii8lO86Z9SXxQVOsgGNfNOTcbv40G6Fpq8fBtnulGibQEtNC1+TtHCKZaXOeGPK3T3XXWtia6OpQSvVQIFCYuUXdBXyVpXe+zVs7k1B+WFJ2m91N05rmhqiHTJabcZZw/BJfF9WnayFr3GFoOU9PZzvDxnSzllnDCC9LueCIWUyz5dV22C/jGavIUiNODIZK6rZ3K8G+EpGMKfHK+FTNsYz6+79Bry2r9eE5Zyid9JzrOPwliri0oZdY7MEIo+EOcEpe+OgCdnH05thpMX6De1pyl5YV9dyPgBXXBIfumQvjcbo+n506kwPWp06c5f4/C5ZQ1jAtBexP+dUVTXaRU/w6SY0Zu5SOV0vtIqlRfADUJj5efe1n9tkVMvk0iDgPRFf3pDlwf2Gewi8YK0EY9Kheg+4TUuutvCi4fwA2Hj7pLaloS0Ba8P/+izx1n71oid9B8zy77cipt8L0p2Ti25VOOuF0u6DGu5qbNQXXjZAU7g+zCbvSZ7UTeTt4A3ghvtAFWvqpaSu0yYfU71GqoWEQTQEctYdoot4vpDh5jWSAb6zaqM15P4kN2z27hlbWXEPEk7x8ZHV77tk3zMgN7qjoc3ekxbl/+xqvmJrzp/H3ZrzAj0msKprMKGe3pAuV9/aK7VVoNkUU+VXeZv3mvcomEwN2W1znRYwTCARAlmanCG/9pfB9SEpPsmTfFK2CMfcqd72fEUemARs/Zizam6oZFFaJ2oRYtfOHTd6Ww3dMBnXVyivvVcc+kR892ke+88r6AOFXb1Q6Jvua79pyj/ojWzPvYOzr1qaMYZJs1Tgp+Ciln0hbvB8ztmXFY2LQ0hgqo+3smHfebeqFz1ROGaEZmff3JponxHLRIsWgw+bqfCjrLpmT4kET/XmSxqu33OrsGDCGRrTFuWezmmGGDcY64FAGnPg1rixYfIT7+Zn5Rphf/6TP4S0Y1NQE7wwCiMQjjkZvrSrlHGdvmRvZcneqiNjw1781nfS23VZi+Vax5XjPqnhOEP7N+Z66MLQtiDfBC+YSwJicSfw2igCSgEUhuM2YY5q1hJEa/2AagM7qjZguvCiOF0W23Oax7EiuP/TDNm+mmJFaxmdH9LoPZnswV+GikqqvvhYoWmNtAlUbwhio2DfqqaxjZh0GOgrsBiYRA7RvVDQquy+8G0XaDFOW6DML+hUOw3G8kNi8HM4LmDR8ZCnptdt+LqVq6cxovrToSJl83YrHNeB9sylMVFI40b9MBTLayBB1BAmLY0YuUNgeWEgHcpV1IFW5aLKQG6ZbCNEc7JwvXlbpflBQt6OS02U/DS7ulDcquRw3IRDMM0mMZOVNJJuuCgpI6leMHeA35ChcO4PNfmNW3AMd8rWDzK3kCrxnvM1B4KYXKNeUgOkNj4cj96jaMqjdRWt++xk1cZQJBfjgoge8L6/1ZaljCZJEIsVkwBJNpWd+sOMYTFar4Xa4T2bBBorVfWQIKI3Hb2tIy9Dx6WM600YhHA4TgoPrz9Rc6vMd7iIwUAgy9JWsy02f91nNUjzbAxkMuMH0/EcucSJdwdx24U8VqMsk0I9U70Ef9YSsy4dfkAjqoYEsU+w6DfVLbqzoNpUO6o2wOsqlOd26nvOECZlIj291Ue3tUzeYdXIBVi8J+zzbNiorljGMhkWxg40x9RXaiWyxjZiwmoyjNA04YipxlwFzYuuvLZfi4k1csgrKMB086AafkeYHCO70TzGao9A5/ij3kw/IcoNIT5MgliPQB+TvEDran4ODX8jtKtMnn9Pp9Ijnn05nmAnYq1Ny+8uHD0fyS3EfccHjYnF7i2ob2hSwoSJb+qheQEjZxrTa0Hmyiv7nA0ATZXSw9sD578ePc1YkZYDBz0TnBKpvzJdKgOt1nZ2hLwUSEORkBeCYlWqyjLMxGdGpwb19TXe2EVUC1ypr8lrSoJwQDHpDHUFOsLl0OjxC/18K9U1YhPsyYycGtTHx3B9RzNOiB83Jhiq2qAmaU1szsivRP18occ8VR+9pWyqvjadC1xbqW2RkJnk19XHcGePmmTjE1m1MVZJD20NWDg/bqFX5cXjGoUB4UcyNIdrMkCvWacrzIfiU4MGZdYUlptgb46X7QZfUpCcBmIl0jPngqa+Ez0Jq8woh30G+AVDkN1aguNSxqqU1dqAxGVBvb+QKWkMX67q6u8aA42ZvEIoyJAX5ep1JlQwUPhYKFS1Q+l8iq3z1XBqNfEygNtlGKZkMWNmBg+N0F9+u56oh06e9iGvUp1YJ09aG/afHewzu+XiWhzh0S3OwXlbdqQIaERHfg2c/1LsHLTi0iWdUcDzbOyTmZxUG0KcqeqX6tJ5oqlrIP2pgjTna1OOsm97uLllo/ToKVzglhI/jk9sFFHxzt0vf7VuMwTKlW0ovhAXNmBd9ADMWLGj6M4BrapCnl8T3GMcW7W8aH//mEknkyeAtBqFBjS7dgk0b+l29IAp1JjXG3fLj9yZMBJyY7c8CjMQeuyiiCG+RA/CWKfJ+6Zgf+PeSSInDI1YEN7fD8bEyqtLCw6a1yUbH1PlN8UnE8KHfRDV22Ss2F50a7/WmYY4lr8ye5s0bNyiyNlc0J2UnZxbcgIsuDsyyGU4inL82D1f9B/tB0rGJM+Qn1pYdvKCK4Ewwg3m9Zsb6E+YbJLdk52cX37SRg1aCEcAGe8WkMkBc7VndH0mwTlnHfTUSHRGQ1O9PMSSm1mkhUdSbYwmrHBV1qaykNFzA1OnghELrimSn7lYS3hPg/bCvALOqqChX8SNBdvncJOmWp1dhJGKJtGldZBRf/OlHPaqsBHvRvVBcHmOltiehtkOYx2WMl4v+3NJzfQV/lO3CCGjsXx7Ydo+4D0RtoDTb7X/KLNbx6WazI15+ze3Gsq00MRNNRJJKhu5Gk4QMWG1l5XSSf7TfhYS39mMhqMzy85cIituWyXbiTwu3Zn/WY1w9GK/lA3+xIZHtb70txLgHNrnPUHZ5L+b/aM4dMxs0ayFoAKDVTvlbUtdxR1XG7MhpnLJsT+DXpiMXf5UpnSCT4ui+ef+hYWvJK4rjB8YTvgmmjfDO5jWsZNZD9AUGnPwsd7rOuPs6QNU+uHLisd/NqP3f9/j/MOnqt0DBgkTvl7aa/5Y24kM91K2itWRk5qdqEYrvaiAB4pAO0eVZh3xmh+LT47r8tTuSOS18mvX9AqYRkchkgWzB2oRldmDQ4Ddyy+ep7+2lxhvPJQPEvysv0ihqa0xwQJWlwXBASrZdvNZ0gf7PCRqPFij/wdy64j3BAMD1bFnstRrI8bs6jaeAMt4bfLd3288Cv3m/4Give8mgg3M0z1ZFTW3ch/WEqfRhH19Rj7JJvrG4KjVNcm+1PK7HTqTbgVVeybvnUi3Ab5varitARXxIUYA4dC9I5hegoeXDeUhBo9SrXMQgJkoGPq0+3G9n4ZMNExDLMdDyF5SYRQC/zsIwEjg1IBBYz3YZDvOWsMAzhdN/Mgv0Hp4BeanhE6bx3ZzBhAND3ijtMfUx9zLyZw3Z2jIc+sDY/2c7KFpreMjFgKcEdsTdfHDR5q2a9mYh4R92H3NsUBh+xglYVqXb7qv3Obr1bbBGDhS3W1delQ8/xHDmVK3UxBoW2XplCwfWiGsXsHPrxd6Z5dlHVM3bWt1qC3K6P5R+IBEyb015igIGjTOJ3kyX3o565jNwR6Hydv4gh7j/9zmgGhMIU03ClpuDjJJTknzqx/4bF4bTXAnOmdC3MrPrZ8jx/HVf/TPutzieA+X03ccXfGbhTIKjd2c9MLolh1RU1H1lyPLwWE+4kFpIUN53k2EtRzO4+Po6GlaxCgByd4ezFh+VgHOsLV8PDgDnmUarpeVkmyebRmX+v/fh8C/uSPTptKCPXlPHYkbEGiCEDzzlYyf/2jarUUqBvZ5Lub1NR7pc9J3nbQe2oF9vFJPRifr6raMLcm2JYWks0b8lTi6i3tQ65R7h+ZcrbRzhawk4YydobE8yGS05woBTpsGNtm6Q4hFaoWDQMDp/aq/z9Wqk2fdOnXmQEp7glFvdnAkQbDk6GH0CJmzEjnQ0nvC/Ekxb32G/jUk+waDJ4LV1Ux2kJ/NPBKbPWRDSPiVgjVz663bWTx4qRfievk6ysc+HFPtH5x9qRwHHKnPnI1/DOwFcuvRX3s6/fdrD+uksFsmUJGcIWDb94T5I4Km/NcvNoaGYpgsW37+1aJzOS7KHnBfhw1km9JkLUhkHeXpnP/NUar7Hs5k9fsmZkCw5vTkgor/6zLj06hheTmn02321dtrwOwZ9PwavnZP3oHTzecdcUnDgZdqInb6z/pO8+UscVUTeQRmyPy4qMHLznsi/p5j3xFIviq5nG/fZ8QMJfU2IaBLOz1s1hpv74q6nx8vSbfvYKLB3qkHI5MqK49dJ+kwOQAN9pmXsGwFTtJ9a0pg5vTm1ItPnXUgw91gN/KyF4VJNWUKMJOIGzQtvxOWiEw2cOgWFhmblByPYUv56p05aWJm/wOxY1QlH6fW5mY0RgCrW8tCYzw0x9fa7ARUK3Yn39htjoIE+c6/EM79MuPzDeYzTk4evfbKfwvzLD1WOvOxVcEx1TV/bFSSHM8DQkwmCUH0RT3/WgSavSfsJ0jdHCi6UfXbB/IGI8ILpsnqXJe9IwpuR4C1l1vekbzOCKcxktbGThpsyng9/9gNnSkv/3yXuNF7orFpBefukuxuoUf7z9wRGFBQ/fV7shaHTNQXy7es9nh1eeii7/Gv59VUWxyoCas+Ja221xQNpw99h197WprmmAaFHiZ44uOw4QNoRsBdFMzvPoKVu9NK1AiEMRP8Un8J66qr+2mOuJrk5JBDZDCireMGZ2Q3DtO29UXb80IC3kh8bXLDF0PKyt00CkZC/xMxkFO/Z7vB/+nQxxMMV6dIG/mEiBmV0AXR8xaxKtZnniGnTUCC5gRFyiU/bNN79ub7clsMEXB9qaq4sLEaGI1lx6RlZhSY/cKf4mC3V1VeOUV8QWE+b/Q6P/3XxSfdO+/fViSp+A8hAs3ekxbI8WcYb39SlWYlGb0/2j5krOMwnzPkq5hxw+Ccldk79prP2MgUh6YXsPdGjfsrIeidgv071bbn3FndhDN2hMYaG3bPrCghIWQziX/I/1EYN3+e6JW9zF/mlmdWuf4COQIaUxoNDapLb1QcOWAMezly5tqEBZ6ZmzZpMCYjZp7omaVe3HTxlufLs9u2BQfXSzEcwx8Iaf4DyQtlRKawYC9W6mFAgAwO6hWeTLP2xGnB/MEfhI9JYUAGVV4BxKBBBF2D7YPSRE8FPDULzVhanq9ijNwYOyK0ZWnIt2Z9/G6rI8E0Rvc3fNh3y4+eaxx8MBlRYwXaPSUt01P//3sRsHrP1Lu9LTfe9P0jua/Z2po16Rs2EUfQHNJ9O6HgdpLKJZRtZzhnJ3olJLp3gEStzT6iVFqbEMztJ3zm65Aufrqbr+bu3acz8vipf4RC72XvvlD/+/ichs0xT3yUkPCc5MQnVVfPagksGOyhX4fGovJDL9XqunsldSc3BjtRtBUPf36+d5fwyqwqS7cF9p3X5Y0VHi0WMoR7k3s3y8Brv87a8HEjLzcY+UkUJxZa1yNyPsndkCbwKoRiF4QPX+gb5oMVf1ewaX291B1WOHs1jfV6tcSksvcj94nTmzQvctRsQwOEL+c6mVy0J9Q06tLezC03YtxZ0c9N1h16t17BZIQM9Eqa4tsXbJ8watI+KVcl+w7alDBMqb71TeXJbQ01jZ89WpTvxA0BficKf/rLYMIMR4fcPNbY9YTZ7D6fxkwaabx9rJF1sElDNmfU1sjhffXnnqyVuBjqu7aVivHoImD1nq3ItHFDrfWws0O6bycU3KDlOyYJdwFW2xnOPZ8ImvgK253dA3hV3eZThPeE2ayeKyKnzPCgV9TvH1d8+Z7Zx6GodywbN+8+AZ7rWOq9AtDFe8tn3DafnqvTvwTHmfWas4sKy9QNxTHRyzfxHeZ4OX/ltOz1R5mqm00Df1xxumIvV/jUazzxptLLOS1nVOkxfk+9xFEUkZ6kh9kij8ghnl1GCZKGslkQXnu86pc1Ven5LYW4ALbxtTGv7tjneJ3twv194/QmycsdLVXy4+9LSC9concRTl7QQgSuSJNjQ8Nfn0orXJF9tQRHo70nfx8SYtTl/Fh84itJCbGCV30khN9/ScjIpZEeJfe2HDQTrft7Tf4lJASGam6oLfeCgC65ZaSA+HmO+zV6UIji8JSCM82FaMkX5g70e2wAU7Et+1QhI2acB8dcD2A+lwfBzAGCHjzrUoE2W5aTQzLz4w4AVJxHAgGrB3BIpg2McEQ67YSC20kql6i0neG8emPmio0u5dpFALykGAMv+q7gzw31tY64wY2Ggk0Fn/zGTZ7BqdttZYLQpkszgaTC3HdE4Bci+rDb4gnyb/sWFVqEMD3GnE4YBpoPbqq7brfDRZcvu/GlljG061PDaHs3VFXZTurRmQN2h9PEtUcP2Sz0M1g93wjs0csjqBvbs3FjjQnwme+QFJSa0ESv7k2ELhCuui3LK3Gxvtdkv6lOcflXOzTuH6d367zcKieFJmu/hHTekxZPCw+i19kv0wAm2ee+9UUPFR9KZ/dZ6s84WvnjiHq8VNfcjQcXo5bLz72aefVTNqPa7Dp9PSfsie6FKWuN3NYqEfzkMer9w/Iutbp5kN076P++9wVf2LIMndHHe8wXoSG2W3znhz9rFYeLP8/Mz3G1DNU6byrk0UHAYf+pyQQ3SadbmNy+VGYhZAznnQ6oUX9nSdYdN8Ridcrrn5NMcBJJ6cxYQOJZrqpv6sfBMJMBmXQO5jqNumtLKnodC5m9QrVxhVxtcXcwKno1emJv443nK4tt89Hrq7XsyDhEfEmSx/LqPZAY9CPBvD5v8vq0Urvq3XsbtrZ9DN8o5xHi9DZmi3e/ZG8/02PkNlEM2CQ6NnzxWEh5r/7iBQQND192htf65ILku8zPPiSS4xpD9YnyzVuVPf6KjwBLQEMiX/vWs5kPj4mCK//GH+0xxlqSpoIlGT8dMtISAufuDgyWaJT+xAcNKxF/ESW2aANuQ3npZrh29u0fTrm//6FVQVIBjxQCrrxnW0inmw1vX6pHCjigLLOHf79IqPZThbxp8st8h7BRjTvqBxrzxb8u5b76Wcw8Ze4P6xQqHA1/JWb+f1gVn2f/2eKWIUBZuCFzxQaQD7Hvp3eS5rs+hQWtGYg5vOnX4gI6CJ2ZJNwRp7dDKvh/jtMbEfK6djHmndcQC3oGfcEhCYemLbuhKLisqm0wz8H4lW+bBe6BgOiJgc8tY9x4A1y5DoLBArp1EhNXqa+sVkNsbg8zdMYCyfG1yqZZaTAfOnYOcn1DTeMQwSTLJOZJjJXK/CPVp9Yr+hyNoY4XdbDS/QuSu/KerkinySm4XaWCyFjHG9EkYTh/CIEGu+tHfubH18v3/GZD7whIOT0gQ4OT2S68fm/ht/zohe/FLUmquWUQDBqGlnyeu/VzlaMO6wOwHXB6ix1zejukgieGCf8MpzcjXpj6M+Ngv6wr4FiByZizpigHwERDBQn83tP5IZjk782qvDMEcgy9jxFCxVfkOWUOBgRmfLEK2bWfm5Fm9OM8Po2WuaMm237UgTcojr6kgLj81t3/5sSt/oJZzKQ3RcMeZxhu1/31rrhU1ioGFd/T7FIAAByFSURBVPBoIuDKe7oinSan4HaVChDetCart3bgHDCcP1TwMqJ8xn8f0TcMy1pacsvmXBAqYPJQSF3hlNAXN4n3Vhx/gjthkP8gYFVB7fWzupZ3VDxYax9CTm+nB7MQv2Ee9Mr6MvOBLpjr0f/NgMTHuKKuDLCNHq9Tp2+pJ64fc9T/f7DYEpvxX4t9epDs4IcS3kzR3PX69+a5uq72QWtI5ddOBFx5T1ek0+Tc165SgTXt1mT11vXm9jCct9P4diSjBXJ7LwoZ9TyXY9LeeC3/j33mnQk0RsJc30AUZw8QBkCme+mkFwfCrGC2qC8/fpR3zzEeHKnq+tra6kCf4c/7Pf2H39MSdfZxWfY5eVGaWlxJ5nx53guyvB0pXOXohZvhTZzez//jnN44scE+wHfcu1hmrkGnxo0G6zo4uFsNZQK+fTo32KP7VIZ0k0RsnunFtSYkms2qkV/+QJ5zWl5cYKSHc4TJ1l3v9HjAu4T4JHHDhea+pwmru6dpvnXETXxIo6F00UieoHFBr/WaO2Ckrzgjr9XSRINpFRsrrx030mu5fb4FI37Ke5IC+ugFOv3GP3rmdExjL8GLd6Pwhbe+PeRw4p/9WPCCHUL0eNVfH4pzKxr3DKH05K2J04aBT5Gp9mDpttfqau32AzF6fh07cRSLDebVZNrC0w13/pDcOa+xrAij3h5dpvr1mSKIj7N8yTR/D808W2Q7zDSfd3zbdHp5jbj18RsWe+DqANqqDq0adQy1Tk6NCL1GrwtOfozFb3nsB2SEG5WYslpXfbnu6JraCvLFPCTqq+4LJrSkCGnU0p5hhM2dcik+YrN1azOIg3h6xA5gcroHPj1Hv7VXfi5pFlz+82mx/DWFNYsieznZlmpQHRiRfaEEDvuo69wI8da35Z6LYqaEVqyc7uAi6U4GkhJHIfAgEQDes7T3wrGOGp5VFZTVthvGweDSa7hvr1G84BDi5lFHD+rDCk/xHfgcn9dyPAC8Z+K6jMgoUu4hsGqU0fu1Oa2OfjvKhgq3RQB4z1u9l7zIaioXwMOwML/3utJeb64X8B2VFvCeub3/k0p3s+sBzrMN/jpxZXbPt3eFJAS4mYgqJwoBCgEKAQoBCgEKAQoBCgEKAQoBCgEKAQoBCgEKAQoBCgEKAQoBCgEKAQoBCgEKAQqB+4IAgopmh05+idO+m59IVEJpXd6PW7SW13zClSTSAw8CNyMsFaUMpTu5oaCzdHKRBViCfLkULEGaf/Y0bW5rf+6dLrD9qjhNyR4Ytqww+ZUlHq3PSjtN97/7Eo0NWlqa/PzjxI1t/4JSBpcmhKd4iXzIl8hZw2I+Koztwuuc4nZS2Zyr0bbsEVrYs8J+QxmOthK0TRqIDaO+/Xnhke6RQ7otvaMmm29G6Bb7IO73bbk7poWNLqngGbE+Y1cFP9afQdfpC7aX/75GKnHKVuFSoAOQYb8XE9982/Yjpz08PON0gbPjdw5EuRMMM0LY3jTEEEdcN2twJ8X9iMNgjzqV+DhB5mR9ihff3nSg+S4QEMpIEM7eGxpdW/npE5ViYpMp7D02aNxLvl26Ac1xRUbDhVUlZy+ZDyLY8LE2S5TUfj2gpKT1fWfNMdz8C/Yb7+Orkh24TpxSxevqt6eoGHRGj69jhrsp4B+I5qyUHV2aAHuwk98WpUzl0WjQnIxk+T3p/tngEH1H6mF71PgH0HpQWTpC/kHl34Z8XHhPyCkVPBLsO2N/eNCl8h0TZQ1s7qB1EfNw3Wfvq1re+Wirj1OBjhXHpbvzPjuDclMi5i+Bjk0vypCY5K3Ywxwnb+sbXPZ73ifZTCzvgVCwO9LOzDlStylv+34rc52u3O4EPS3a//k9IUH2yU0ooj5TuftTnZ7nkfRy8JitcG3//HQpBGk1J2ZkX20ctgGKtnHfBArOWi6hdKSB2+EMds/JTO2Z0hK5OUk7S9nt7DonYjtKGY1YGZs6Hbu2PO/6bSPkyQhMQGrkHXGdwJJ2qNE59lNSOoiAxXsiwcu7vjLfdj7EnWsa0cglIfH11V++XF1GsFtq/lrjvXydMOzTwjxl+wQ6swWT6qqlELcL0Yuqz1VXEZQ55gehxa+IHDuG4xuEAmN0JfKra0qOHLJS6cA8j/7vhQ17kuMFTtSZTMpsya5pJbkN5lQro8ZP4Pj5grkLXJlef2FN2dnzxAlL5/fWwV7cgUsCug/mBITSAYkZ4Jco/ijru2/NRCF0RpeXRWNnewk9IXVOw6U1pSdP6YlwpxparSD9haI8Di6/o6rIImEwhwX8CT+FeGzJ2yOKmp3clB5vOFi296DlX3mRgtd9Gzs0AE6XAjYNTHJXaT3mgtKTvvEPra35bmWDsulcVdtZ/ZtypcV49wjFst9SutWLpdEi54aOm+cdKoRNEnX692V/fKew8BM7vMiAOHLgAHnn8IJCWSwaM9srAFzbYcJkeao7Hxb+fcYIB/guvhYeYjHgSsG7U+ubNXdyaQKDGTeYDt0sO/yrTEX4TFXJBdKSaxXYuWq0Em8fAHsNE45+2S+hF5MFg8qty99UsPXLRrLTvmHL8qI8mJC+VH55dfGRI+YqCh7HhUJg70RgY94e/UIW7hBC3+du+lhBXOjtqDkw2KNPJw64lbN6sYLoZvG8FmREc1bd2/i9DnOCvFOT79PNCE7zNGNmjmESb8pZv5uYKYB5nCe2hCepJVfSHZ5WtArlcvqMotV8WVeppYXNE01c4BXsDzyR2s8LzlO2S6BLZUkjIKjfQH6AoWbP3AY5woiaGzr82yjF8KyzxKAeEf03duJ47Zm3czMKMJjP8BfhdRaSN5BqAM9PId75mkzJYMTMDhm9PZ4/NfPPKxiYW/hlOBh10nt+GzuiVY6IH3/ALC9oV9m+1Rq5Akc96Wieuf7BaPT78XNm4HfWFP6dAwVNDRm9LZ47PeOPixjuTMNWGdgEwEw6j4WrWXQ+H1PI7e+YpDF6fBLZLb348y+UPp+QCoGZIl7/eVy0pC6zpGXniNUn6Kkx0O25lYWWrqJFQNtZ/RszRgKmeAvkDb/dclVnzECFvRW/cA5+bXXB33cx3qCAiW/FzpKnf/erDrQ4J1cSOETeCbwwGvVe/JyZUManRYdvGqAArwmf+cfGoIfPGDEnpezk0gTMKAWf7R4Bw59QHT2hc/divU5Xg7TArYGw56TI1zYKTJdrTi5RiMUm1JfBKmp0kSBOZcOx1fV1WlrkC6IR30XJhoCzpLjTQnElkMgX5g0PmfejP7Y59/t1ZtfppDk4Ud4J8k5S3bebEZzkaXllHbkbJboa0C0h9AhJ4igOPF2W64rKAA3khnCNxTcNnCcj563wyHgrbz8UuGAtnZgpBEO3tgu0KISwUKbl2CEOGVUYKd8GiVVViowTctB9yM9E4i6Juvelny8Ao12YE4hCDZrCc4oSYmZKVdwipViZfZZIlXdejZ9IGLZMcPrpOpkRqy/QQDSMeEH+mKoP1t06b+cpkCDvMTMYtZ9l7N5E0IlnX9Cg8Ykpb3qfulILerrEQ64h8caRyQgfNVTjUZ8mLkchU6Xi8sclh/ZrzS0W9pocPrGHbNcoqcyI+LRSEjD1vngtIhysDuhVx5+pLG3BCkpj9nzLj5dRfrwFo2jbWf2tObPYvcYz1CfqykhPhdurhwQInvw/Zv4bd/ftM7MgpWnwvt1nzPTy2iWWAuAcXWRgFUKCvPUNGbxQoGD0DIb0q8ztG809Lx4yBPK3nnd1UspOLk3A9LfeLkvcETrkx26DAM//lupz22V1ju4maDQc6XQ1WpV4c4AHJ2WlgHmz9JMZNRLSCfsy2a2/ZURLyaV1uRjasx/tYokBdlIoDFcCYUT4XOSMD3mVH2Rt36q2EC26bg6kJjhBnjS+OfD+3YzgOE/rG9t5T9g7NeLZyVDaC4WX8l3Te6G+LC5wkg1o5JuejNvFh3YrNH39MMh2jbptAi1QhK9JWjjFsipovDHl7h7HF/aS2mZq0Eo1UKCQWPkFw+q8VaX3fg2be1NQfliS9lvdjdMaGzJOGwFabcZZw/BJfF9Wnaw1AzFpTvaB9HC+P2RIO9d4gxhgirpgSJnM82XVNtgvo9lrCKQgjkzGimo296sBvpIRzOnxSviUjfHMunu/Aa/t6zVhOafonfQcB3QTuLRh19gsgcgjYU5wyt44aEL28fTmAqXF+g3tacpeWFfXcj6AjNWfxuj6fnTqTA9anTpzl/j8LllDWMC0F7E/51RVNdpFT/DpJjRm7lI5XS+04kWL4AegMPPz7ms/t0GwlsmlQcB7duBKAqs0W3jRcH4AbLx9UtvSUDcK1FEUfZZ4a7960ZO+A2b591sR0+8F6c7JRbcqWvbubZPT7oMajtRDA7jhPlDFmnopqeu0SWaq10i1kDCIIPNDHReKzKXAvuGL+sLlH6X/vKUZZ9AchJDhJmlzcKWYI9Mchf+DNyM0e09wOcyzq/mKrTl/HneLGhH0mMCqrsGEenpDulx9a6/UVoFmdEyVX+Vt3mvebWAyNZBfwO0IRmu4CTgKBLLsNDHk1/4yuD4kxSd5kk/KFuGYO9Xbnq/IA5OArR+ze2nen0IWpXWiFiF221vI97oQKWw1dMNkXF+hvPZecegT8d2neew/r6APFHb1QqFvuq/9pin/oDeyPfcOzr5qacYYJs1SgZ+Ci1r2hbjB8zlnXzbPMREPEpjq461s2Hfebu2+SVCLP+iJwjEjNDv75tZE+4xYJlq0GHzYTIUfZdU1e0okeKo3X9Jw3b17zGGCYsWYtij3dE4zxLjBWA8EdtKVBE3wAlI7BMIxJ9MJ7SplXKcv2VtZsrfqyNiwF7/1nfR2XdZieWv2qyYk75Ma5EVmviYAd2KyTTKADACImK8jSsVBobgUWCi5KvPuuzRy1L3cwxftrjV01BxAASH0tlLtkJtLhJoL0dHNCA7t6oybERq9J5M9+MtQUUnVF2DGt3WVIqOCN+kw0FdgMTCJHKJ7EexBdl/4tgu0wKMtUOYXOEaqHW8MxvJDYvBzOC5g0fGQp6bXbfi6launMaL606EiZfN2KxzXgfbMpTFRyPY+d0f5A3r2GkgQNYRJSzNfBAaWF8CVR7mKOtCqHLvRNphsI0RzsnC9eVul+UFC3o5LTZT8NLu6UNyq5HAckOjBthvymKykkXTDRUmZ9apjW4NIWP0Nd8rWDzK3xirxnvM1B4KYXKNeUmNznSfHo/comvJoXUXrPjtZtTEUyR2S1bu8ksBWWTf+Nlaq6iFBRG86ett6QWzLRI5LmfzSBLv0eP2JmltlvsNFDAYCaR2P1u6zGnY6YTXKMinUM9VL8GctMRPi3gMKpRoXRPSA9/2tbknU7VJgjezQrOriT2JTd8Sjs7L/Oks4UMttBeTNAcJkDRAjnM2hyVvd9Uyo6wbydlaBvKod34zg0C6QUYdvRrB4T9jn2bBRXbGMZTIsjB1o1k1fqZXIGlsjGRU8JtbIIa+gANPNg2r4HWFyjOxG8+ekPQKdlzXqzfQTotwQYnu/INYj0MckL9CqXIwC0PA3QrvK5Pn3dCo94tmX4wl2ItbatPzuwtHzkdxC3Hd80JhY7N6C+oYmJUyY+KYemhcwcqYxvRZkrryyz9kAENCzH94eOP/16GnGirQcOOiZ4JRI/ZXpUhnwO7azI+7VZnMsJOSFoFiVqrIMM/GZ0alBfX2NN3apgcW4Ul+T1yQI4YBi0hnqCnSE26bR4xf6+Vaqa8Qm2JMZOTWoj4/h+o5mnBA/bkwwVLVBTdJXcsDqb9ORwbWV2hYJmUl+XX0Md/aoSbapkVUbY5X00NaAhfPjFnpVXjyuURgQfiRDc7gmA/SaXV5J0Ab0iKhYifTMuaCp70RPwiozymGfAX7BEGSdhraIclzK5Jcm0JjJK4SCDHlRrl5nQgUDhY+FQlU7lCrHrvO+qOEEB5XqxDp50tqw/+xgn9ktF9fiCI/uRVde2++09jopFHcEarU3X8s24l2e2xqrmZJz4hbmrDlAhvx9Kvz9oGfexM6d15t8eYAv2ravTI68Y5P/wZsRzC0bpUdP4QK3lPhxfGKjlhXv3P3y16YLckmo4FUV8vya4B7j2KrlRfv7x0w6mTwBpNUoNKB9t0sg6V3mjeqAKdSY1xt3y4/cmTAScmO3PAozEHrsooghvkRHzVinyfumYH/j3klCMoZGLAjv7wdjYuXVpQUHj9guopoqvyk+mRA+7IOo3iZjxfaiW6D+OWkkgJ59ZfY2adi4RZGzuZC2QHZybskJsODeaECbf4MrkvzYPV/0H+0HSsYkz5CfWlh28oIrgTDCDeb1mxvoT5hskt2TnZxfftJGDVoIRwAZ7xaQyWkPqz8amurlIZbczCKFhqTaGE1Y4aqsTWUho+cGpk4FIxZcUyQ/c7GW8J6uryRoI4pG/c2Xctirwka8G9UHweU5WmJ7GmYZ6llEOSxl8ksTaAhbwOm32n+U+dwGLtVkbszbv7nVUKaFmm6qkUhS2cjVIAXbmiku3Zn/WY1w9GK/lA3+xCZEtb70t5I7B5x5TwCKw0IBVrojEFxSuzTXOzJxzBZRxRNFmRInzQGX/FrwU0D4+Fnhc14kUFSXKO8UNvdp2mxy080Is//xmxHaUD9h4SuJ6wrjB4YTvonmzfAOpnXeKbA26NGeqDTm4GOdc/a0Pbn/a9Lw+M9m9P7ve5xH4jwrEiZ8vbTX/LGdcLKwIyc1O1GNf009ekQNaeeo0mwtXvNj8clxXZ7aHYm8Vn7tml4B08AlMjZbyx5RTCi13UWA3csvnqe/tpcYbzyUDxL8rL9IoamtMcECVpcFwQEq2XbzWdIH+zwkajxYo/8HcuuI9wQTcKpjz2Sp10aM2dVtPAGW8drku7/fcDau+B+A9H/GRLDvfbonq6LmVu7DWuI0mrCvz8gn2UTfGBy1uibZl1p+t0Nn0q2Fqz2T906k2wV939RwWwMq4n1BwNV6sBuZwkyUwUQ4PoipwSCrt1mTcSNtiygw6u5mi7bLplJQCFAIUAjcBwRgMB3uibr44SNN22RsVEDCPuy+5ligsM2sgbDnlNi3D4uiwZIbeGA0fEXC+xdEosYrXu+DlZRICgEKAQqBTkPAOnLnTIhb+TnpnY22Odnf5mp5w+X0HUdX/Gah6kFjNye9MLolf6CpqPrLkeUVLU6i0BjdX+DzFZJayz5BHKu5rEPm+QzqXbHD/hCkVQOwznOo2/h4l5Yrd/bMvuXgEI7LxFQECgEKAQoBNxGwek/NmeKvJqPEXkoHD6NHyJyVrd/D/JTAHp6qv37WIFH8aFhduTH/hx02vKRs9pANIeFFKlmrZQVmcsDQROzubIXRm863zB8U1ReoBXGpPJ+cxv2JJpNKglkn+TFDxop8qZeNfuC89urQuKzy33+y2Y1hNJbZMl84MKcNwYCq+lV/n6tVJ8+6dQSrDZKpqBQCFAKPMgJW74lJNWUKhE7DDRp7Lp9G25hs4DtaXRrO8Ri2lK/emZMmZvY/EDtGVfJxam1uRmMasKqwLDTGQ3N8rUzZYl2Bzuq70o+XVX663HvhzRChLYITopcRG0fNj0G2pXtetoV7AjdJrzYAmsrmh8EOWgZFFisyj7raNW+byu5vcFV6wrIV+B/9sy47Oqpspqrm1ItPnXUoxb0XbuTlniAqFoUAhcDDgEDTmjsS8Ebia5MbvhhSVk5yDIVMVRgJ/U/EQE79nu0G/6dDH08wXJ0irW86q4OgoQui5y1iVazPPNPyuDqgCBKNToKq3q2vLcJ+HiNnturUIoC6W23U6TCXBDZkmrUhDCPOpeIGd7nG2iC5ddQHmVfr3KkQCgEKgc5FoAM7llBGZAoL9mKlHgbEs5D+VOHJNOuBK1owf/AH4WNSGJBBlVcAMWiQweYYJhrmO3U1H2RsMuCAHkLawB/7gQ+0ufDg1abzWkjE+qSFKYpfRhRU3N/NMLheiuEY/kAY5B9kXp1bSShpFAIUAiQI2HvPAOHLuXbDaPsU9kSGRl3am7nlRow7K/q5ybpD79YrmIyQgV5JU3z7jvVgGzVpn5Srkn0HbUoYplTf+qby5LaGGiUEczmPbw6LRgy6Ri47kx4OftzTv5Z95KrSOjtKZ0T1pkEqnaSJLxKlhQzlebdYjqcxAvkQI4LfbRzD7ow8GONfkZeTEim1QsBYr1dLTCr7M/b3iaqaNK9WGlEBFAIUAo8GAvbeUyU//r5EQsL3ANG7CCcvaGESrkiTY0PDX59KK1yRfbUER6O9J38fEmLU5fxYfOIrSYkEDIqrj4Tw+y8JGbk00qPk3paDBiSQ3y1Mc+b/qvw3R3qa5eH1yvQcaEJfnoCurDG7T9ibGxcJqX+TNdOgMdkD10f18iXDdGDwtIEtwg03nrm356pbJ0qMeXXHPsfrbE2+b1TVJHmRGUSFUQhQCDxaCCCBb3Vbdy00xMHdzLR4YerXITHedkYBBs95Wb3f/dZX1Mur/9LQod1RTiTTg2wygBnK5lnOQiOoTxwd5fKfz+39ygzA7AUeJPSD7uuK43o0kqSzH4/+ENxtO6LlzqeWgDLYKed6r/yokw9ZIyL/V0t7v76AZc0e3LsC/p0HmOoANabvS0W95k9uvCoapiXt6LXuqNAbmIzQe+7ste5ySLB5aY0WH7ysNHn2qE44Ut3Saup/CgEKgYcDATJXR6aZMVu8+yX7F0yPkdtEMWCT6NjwxWMh5b36ixcQNDx82Rmrn7SNLfku87MPzQHgwFwOBnFtB+EmyWWNaTY7XITcloBpTiRgDJduVN6+4x7FK5m2HQn7B6mqO6I2lZZCgELgASPgrve0qIUIeV27GPPOawjCYIO+4JCEQ9OW3VAUXFbVNhAjZdSvfNsswPUP0RMDn1vGuPEGuOoaBOP6UlIiVKux+lK1DOIHR6DwLRPOYnUdTMNvSYpcXax0v5Ayk2k7oqp2yIveGVTV98siSi6FAIXAfUCgbd6TAcbvPzMO9su6UgluuDXmrCnKATrRUEECv/d0fggm+XuzKu8MoSZD72OEUPEVeU6Z6/lHrBp4T4gfAxiaDLjIq0sgVLZR0XKL6H0wnlSkhRY79gkW/SZBRWz7OONFB5+IDlNVk+pDBVIIUAg8nAi09J5OWUMQv2Ee9Mr6MmI5CKyee/R/MyDxMa6oKwPM9eF16vQt9cQVU23fY4SrdQXH6+mZ4FQR7J3i7Qup9p5ph5jOQfgfpKruHAMoKRQCFAIPBIEm74kTe7kDfMe9i2XmGnRq3Ag2Y5o1AHdaoUzAc07nBnt0n8qQbpKIzSfWca0JiWazauSXP5DnnJYXFxjp4RxhMtfif+nxoCOJ+CRxw4VmMSas7p6mcUdSk2Uwv48gPJBIIT5QDyGcbpM8o59jQbVSRj9BD2LaE1eny/IKHPI2OfX1Tbm08Y8mqurnHyWq6jYaSUWnEKAQ6CgCzf4HEXqNXhec/BiLb3WAtqJxoxJTVuuqL9cdXVNbQX5tNxL1VfcFExwtlNszjIA197RYrw8yjj8eP/txR0mAAnj5qoyvv7e/+YBGj33Ox99oUBpYg9YE8rdlrltlvq2beigEKAQoBB4gAvel9+Zaf6v3tL06yXUiawyE3u2r+CmPMz3Aur1MeWJm7rHbbZ8scDs3KiKFAIUAhQCFAIUAhQCFAIVApyHwD/U9O01/ShCFwMOOwLrS3o5UXCq64egVFf7wI9CK3ejhV5nSkEKAQoBC4CFAgPKeD0EhUCpQCFAIPIIIUN7zESw0SmUKAQqBhwCB/wffAG2J+LOi9gAAAABJRU5ErkJggg==" alt="" />

然后,用git branch命令查看当前分支:

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaQAAAA2CAIAAAAH93qeAAAAA3NCSVQICAjb4U/gAAAZ7ElEQVR4Xu2dCVxTR/7A5x1JgARIuBJCOJVDsR5oPfC2xave3Yp2tbVutdZ1289ubatde/11q7WtvWvtod1ubVGrtbpq1xMrWouKiiD3EW5CEsh9veP/XrgCJAEBlerMh88HeDPzm9/vO/N+b2bezDyQkpICYIAEIIF7hgCKhS4NnfesF+fuWoRiYctCF/yVz727ajiUjnaqCSoJeK5sxNbGn70iz04zdJag1wV2VmA34z3Hhr9cnPD82rvdaLqp/l3IhsVIXypLePIhDAHgHqhlxIsXkSQM82escRI8JkW/VRwzwNtJVDcuuWls7tVwUhaKRywVJ07m4U7i7uAlFA9/XDx6Ihe7g2W6L6pzIJSyfneSgcvhDv00erIzYdwY/5kbQx4cw+VYrEW7K37crFZZnKVrvtapQBeZkcBn419c7+EQaz42OftMEe0ifQ8vI1yZpx+O2mI5DCNbD4V1OzvXc9rp+IfCWvOXrrm2/RDhaDN3oHjZ/tD+dVXvPVxVa2VSIn4zpY/8NWDAA4zmtC67IW2j/OwFgmJivATJF+OGC9tqo6r7NFEuN3VbxZaMSOBs/wCD5tAlklGP7qzZ9Ly83pDgrpbxGPGSr0VZc26Uqdq0McTLM2F9WNJCbxwHT2UnaG+oDy6TZ9X1pB12R43eMP/+ktG5swMEqcozAZyMNDpBg4YELDkYIb1Q8f08TYOnYNzWyBW0ZdubBvamcxXcCnSVibl91HsKtqVigqTIlWvB8cUl2SpKW9aTFua6KDaG1vxY8E4ujyww9oIfcF+Um1gM9fIEyu0Fuw9aWW8FgKWCdSUtAe8f9ORembStBApDjalVe96zWL29Bj8XMmMXUjemMEsNgNl0cknu783jCjTA95HPgkVnNSp3teVGubZRXM9hC3jm1DK51n69m7Xc5eJ6J2E3ahmLfC0meTGZvqHg0jUC+HKDB6IKbQ/bYTfU6B377yspLc4ODdkw6PmVjuNrKuvP1789R7rFgUWtlcXV13z8XE056wpN/93st2GrOPy94gJ99wS6K41UW2rUQDCAvevr843Vdc2JUTzu1aiZM/gBUoyxxyLX/r5Z/stRC2GPR7y9xrwRPmkWX8iMwClKn6tKWSTPb2AGWnjca/1mz+EHBjBjeVqfVZ+2ufzsORtjMDMEW5MeIWsUf7Ho9YX1jv4OEQrGrpUMGc+XhHLsQwWy9K2cHZ+bWVIc7oDnwmYuE4p9gTGv4cLmslOnrex1txo2m+HsN4Z582ntdUNlTqM1bdIgIp85/5Z57SzYG9ZvWUJLFN1wuHz/4cZ/tSU67yHfeIZKkCw1DShSlalXNcZgnMGfBYXWKXa81qBvqWSME781bukC5NrqnL3HbI3u1ZlaTq7h0X5DQ8ncdfouPRtwPGp56CMr/ELFCKUyZn1Z/tMOncGuBir2W7Q3fHAkxtQKUWO49rH80G6j2a6KS/Lu8TKVsiZsxjKhRMQ0AFJTYLj+r+IjqQTippYdusCJhxIS7eZaj+ZvXKW1cHmx4zngSvmx7zQG1sUZ5Gn26E5D76rRaXGDgldejAyRomSN/vI2+eE9JqvdIbtk6Ia8e7yMyEni6c8FDhzO80CYG8lSuL1o18fGpvY6Kvzlgn5ePGAt0/62qfSXX+y3w10KLc6Oqt2e9+4elJmfQLz5D++MGGxUXczqTDEBf+Q0XPGxssqMh68Im/eMMCSIaaLGQCFSoO+WwO5RQLHAsT4Sm2Lv8gYtyu23PHTy5/10k3POsiNcNOyfMfNmm1PX52cXkYgPNyiMVhrsxTC5Er0DdbU//F2j53Kjl8mm747zWXjz54skM9D+z2Rm5M4Z9nnMlA4qoYE+iU8IQUr5gU0mrY7GfDlYgb0KEaz/m3FPLaGvby4+kgekC2XTv4kTLM7+6TxJu9OwQwEOFxAex9uDNnpwfHxInZZu03/AuUPfiXogq/SDj/T+7zgVgvDCvMesEGBy5U15+66Hx0jp3Bng2vKq4saOWKMALi9uMg/FQOxEHnZrzg6VPOon0jbsu9pZm7GDCl8Xt+opOn1T0ZFM0nucZN66mCe0WTu+szA+jWowZLxbcqnaZkFxWXLovH9F227e+OkK6+1ckneDF8H6vRH31FKQ/V7JsSs2IBHO2RYUE40dSyVIN7VsMh6dm5X2gHTFJz75a/JP5bD0KK2F7QGThJp5yg6VTH7Y8L+TFlt7rk4rgjW5l9VwUU7rZZQq+1p+oogOnCOduTXOsyFr9y+ssi4ZuiHvBi9AfOdH/f1DEfWb4tRaXW0thQVwPUocPFpVw/FN9UozHvV02JQd/TQTctM6NMVOTemtBK3DWEJlUTAPfebZ/p5sMF936E/l+fWdlIIFC2QCovSKjT8rasWrXtnrCg6C4Ge2cNhZLuaxfOsCG8tDPTAez/4nDQgDyfa1uhKqddkntUy3ovAmGnshbMgozrkiZuiH8IMx0GAq/lUnZ2dVDKXtRNXqc8+yuQrOGemTAye9LDrzJ6WGIOuL2JE7G+E8UDWHlVfbdntRqd+MJdy6bdl7tpuYx1pumgmLi0960e/0xTqmH8kG5xqyMa5MRn0wWw3d7734DRigqnS/vS0/etBsv8EQ4YKIeUM1KdPUGgL176AkEuj/bHpkBDM5bDWceKyqrNG/tyTDecPWBXpnV5xIbTP9B0yG42vKTRNB/leGW5um9PAcPptrPKks13dQpcMFVCKa9Rde4QuZBw7YO48ZJnrUkCVLhcKUWjUDzmLJPdw06VuWi8TN6x81kotdsXec2eCEfFOMM7wgWDR9CVf9yc3dH9r7Gt7oBBDEb8zgppZpSldiNvsSBKCNZebaAoc+Lmm9ur48/vvQCV8/MK5Sl76z5tfdGqWzGZ4mrey/0F5Xw1G6078za3/50j4i+dWIDBo082+iIycV9U3dLRcM3ZN3hpfy4ie9JuJdKXtniULltMWUa64e0bB3ZT4+4HzosNF4mtxpOqc29PLFdnN2iF9y5OMLQMbTxRcKOx/EYAEeAsanNWBRL/pyr5Ue3aMzjQokgeMr71sT2NgwIjYPXvVo4zsc4vKjmXsvda6JIxWqwaw2gWAx+06QeRAXbCy78V348iuiimOqjH3Ky2dMLfdNG5Zmc/ZZ2+T5PgEeSk0719A15pwInyBgy/i1afgMrJa8NFvSAu8Aj7qGtm9s2mrISEddmUyWKL4YrWBcGzeEP/T5iEc/jOMpb+xjnGyAcM4GfskrWXlNg9L2KtLqhpSZOaIwr4FPhSTtjwVzck9ktWLEYwInDqNyVymV7QfHtO5C7dELbaXh3EFv9k9e6oUrjTdTas+laBrCJYueJX9+qrq62S7OQP8HxMTNFIPbV1NNYvFIHwmG8D4YsuUDh4LqeAIcMM4ODfCesCFk9GQvkRAxq0geB9R7Ic5fiLY3uul/R7xYhI8EIa6dMrc31EXerly25tTuGl0fNisg8Ymg0a9Gj35a/cOCkquV7vp4+G1QoyuqsmkIa/FvNvCowJ/X4uycZ+0i+TZ4JYIIf1C5uV7dmQej6k1qMxBLGYfTWVLn2vXC1TbODu8X9PgmH92uvJ9PdGm+humPMO/7bBTm6wcs+daOTuRWBdoNoqo+KfhiPzugZqbYGnJvzdM1IqGYTChovENshXX/GV8vS/JPmO+ftFM843rNN09WFjATWB2DvajW+8pZko6Z2l1pc1u6vkcdNeyCybS1Up/+Rmnow3FDFnkdPKfjjBUPEmLgsyFbPmspX/pCru/+8bm/N951JKnOMTA/RefNnmmx41fyzz6na34PgQYn+/vpGw6ca9utc2EbJ148Y4rph1H5iv7+U14OW72GeQ5RxW/lKFsdGxqy0M9H1XDpRpcqC2F9F5GxOv9MXiti2kbUMwJx3thdsTPDtSdfL8zJJ5Agn1lfybqxuqMFL4IhKKBJN4ODbtUybbHK91fJ91f/MjP82c8D5q9X5qzRml0AZBvV7VHDdYFtY+ztsBNDb4V8C15mYoURS7vB66AIUwtMZdzF4ODseJ7jPw4Nk1d/9LbO1BEMxbRGADwxDgpMzU2aspDMk9iDS6q0gCPEmJugzfPz1gU2gjAX6QuLepWJjag4Wsv8HIuVrD4hm7tY+f6nHTwzzu03hgNK9K3rZmjawtx+ApyHAVMXqtNWqlUAUb8JPDyDHcYCZiZ7LAfk65TMTeDa692CyQ5CTKeK37UvZ7MHVLY+Njle9e9lNcW1HWqOpikaILhDZp7H4Kkc23lVua4jZESQGDhhIpL/laKweS2F7Xr5u+PsDbq6du85xSEpT0BYVQpGanPge42Yhuv/p6zs2CN21mxsJdpaWhQ5FDlwxNg4a96qh4dH9ECg2l5++ic7w1Ks3gy64exaBBJVhnogihzBwa5ZnNeh61qmrRQJUD7fTeXR9ScVV8sDJodxuShofIvSkSlz5Tar4bTM5os8Xtx4Dp2nVblxxkzabpEnFfpyNRiWLBT9XMdOQfTt0OLsEP/Hw6cNIrNf1pDhnsF2pa1VZpWmuUlTpCKbAIvEUxYS+TpcyNGnHzSTtSYtEEol1JXDRuQVcUK05nLrgKM7At3jwvx4gWJMIGOfDqIYr2B/Sltk7mxuCYt4IXSQRlt4w2Kwor6j+L7MCrA6hxt1iHj6SjS/mA6YLZ0RQ954pr6hRQmKrL1iBSskU5cSWXVM4fqLB9yNhqgq9bHdwSv/0X8RUZmRh0gfC0mKsl5crNYwN1m72YKutglU9rQ0xmCoKicpH17/ZOmoAOJyipEZBtB6q6KgRQrKZ6rJYlMWWVgPgXPiVgUGVBkVtRTiy4taKB3pb7v0fSsnNFAQHQKq3zc6afye/KmfhI0OAA/6Gt5ap28Zbzg8umlzlbldRt7gwEH+tut7jU5WsDhrNkS1+uguyaqVsauEVedPmHQ21CeKazqmyGb6pBZLcSGIS5aOu6korqAQP77QcWFlV7m1piPl6tRfpQtf6T+frMquQPwTA0MAaJpCbUzlupbJan2NWRL/snTERxo9zg0QGH7/0WTDeQmvikXZ2pJ8q4XCRGPFD4aC6u/1Bred2t5Xo1MUEsGASaTegxe9NGRipPW39fVsO3QTukfeYDi5VTt4S/jfvvdM3aOtraNRb06jc3B/L7tR5PZFNd+FGKf/owLGi8S/HRffXFrlK5kff9e0vIsZuZS/X5oWG564tX8iSVR+X3L9kNlQqS1UhAx9xNOwoeTgmOj5pxLmMHlNOhNzl3RLoH3lq6vATP9F/6N5UfHUHwZOBV1YVIwhXJQTszpyQgD7fCaUpoLPig42r1ljSyKxyGcixgQiZK3+95eKDtvfWDUHquqz0lMDIyb9X78RFFG5u+TqQbM7DWmy8LXcb9Thj6yOWiYA5iLNqeXyk8yrWFcGdXodw/iBnsOeDZoeyNQMpc3Wnl5VfiqtM4EIKgjxHr08OIg1mdLc0JxaWXHKQQ1cxhcBIrPImRxmnjHVMnI+knfWRT/Iic5YaLLQq1Z1Jcdp5TlpNgRFFm/M2V4um748OHkhMx6gTSXa1PN1rLOzmdNWFPE3Sid+FDuTWQdFU6YaY24J6VS0E106XiKsV/6a57kxfMrr/UaitDbPzK4zIh3HdC5rma7X/LxWsfjVoIU7xYAgKnYXZxxgnB3qKeKP3hQ0ze6FabXp5ocFB7/oMFBop0kX1Yh30ticq+GGCEXW/aZXzw9a9K2YfSxmN/xvaXnqBWfV7ahkN8nT6h8KtynE09cEJr0fxK5cM1rL9skZ59AHnR3o2d5YRPx8/NbiuLERrCvB/bh+IXgf2h7Ssek7XsF544+P2NobG+Dcl3OPx3r7PJ494p9v8O/yTsyuUUbDxf8oG75ypuOovms5O6TqyXaxXlSjg17wgksC3RxfNcujFV+XnnpkwNw9UejfK9LTrToE52Dgbi4cdGkpjLgtBDyHB8Z5W9P3s735PhnQkMeDwnSmOgWFiDwGPBMiMWh22ze03dnQR9S4s0b3sdJ66OyYXrLh+GM5xi2RM1IemM3aRqQvyPzxsptOdh8DANXpCQFmefBiX49KxdX8vlrjOC4e5T91lifb82Q2kKSrDiRXZPZoH2sTL3NqwStRXWZ329TosgYwIejhMLaVIMrn+EXyhCL7khEYIAFIABLoYwR62rNrMYcy2NQlfcw4qA4kAAlAAs0E7uoiP1gNkAAkAAncKQK96uxwRDYPi42/tc09d8pSWA4kAAnc1wR61dlxkLCZmFTa6X6B+5o4NB4SgATuCoH2zk6wIG5r2cDRIfA1w12pDlgoJAAJ3C4CLc4OEY3zDfFDbDVWk8HaoAVeA3z6SaHLu13coVxIABK4wwSa38Z6eI3fFj1OQsiPm0gLOubbIcuH45qvc7a+2dneUx4S9hgel4h44MBcQTPiWo+AQxH/h7CBSahIyHwKga4+QWYep5jdZ9zh+NRnkPK3bdebd/v7zOVMmkZfeomo7sJpaHcYECwOEoAE7g0Czc7ObPjvpMz0IYKEdRHhfkCwT/7FBl1FnrWTZfEoEryMMzSBrthPVCqAIB6LkzVjQYDfo/jYyaDsR+JmKeANQAcvwB802S6cpW0FlJrCg4YjWJF9gzmOBD+IUPmkuuOZGfcGY2gFJAAJ9AECrXN2lInkjBSPHWD4ZYtBvCwo0oNsPoXSpZqIPxozHGj3E9eOU7XXqKIDZMvZxogQHfgQovyWuH6aUhVTVUeJzBzgPxH1ZE4X09Fl+cAzARXYt1OiYlQWBBSplOWOb+FxaRiMgAQggXuOQOuiYubDNMPmetZ/nXtuJ43NHzBkjldahrOD7RwQYAGIANDlBXTHvUKYGPVBAb6cM3u5QwYNwpwNZ7TRijMU+Swqk5IaOfAeg/KNVGbePYcWGgQJQAJ9iUCrs6O1usPTruE0xRzSeXr+9TMGsvNzbO3nlLpZaVLxha2g0sFcEjR+dMiaS1Ubcdk4JLcWRI5BzBcJ5iB1GCABSAASuH0E2mwXY05Yb5ykI1s/rueuaFJB6QAeNATBitufzMxG0ahfJDBdoZ04TRNVdI6WTcRCykGIgM493T67u1JhHCQACUACt06gR3tj6Xoq5yydOIMzCiVKcgEpQNhPs9qVYKJunqbHJnESvciS6zRzFKSHGLFmkMyHXxuD9ixVn4QNXQLIG0RFyxdgb90AmAMSgAQgga4Q6JGzYwaxyj3ExQZswBT8wWlscdY6urLGPralgWof850DPG4KNmwsG2VTUIW5oMXZ0SoyNx0bM5ouOQRfTXSlpmAaSAAS6BmBnp1U3LOyYW5IABKABO4UAVSpVN6psmA5kAAkAAncNQKoWMx8lQMGSAASgATucQLtDwK4x82F5kECkMD9SgA6u/u15qHdkMB9RgA6u/uswqG5kMD9SgA6u/u15qHdkMB9RqAvOjvEixeRJAzzh6fp3WeNEZoLCdxOAn3R2eEx4iVfhyeEQmd3O2seyoYE7jMCfdHZ3WdVAM2FBCCBO0GgR9vFOPHBy74MjpahRJX+RhoVNsvHz2L47cXCQ8dtzA5ZVOy3aG/44EiMcahEjeHax/JDu41m+9ZZ5jipMW+ET5rFF7KbaSl9riplkTy/AQAvQfLFuOFCNk3ioYREOwHr0fyNq7QW5i8cj1oe+sgKv1AxQqmMWV+W/7RDZ2DP/wSIUDB2rWTIeL4klMNjbSJL38rZ8bnZHgkDJAAJQAKgR84OCxREyqynlpXWTI368+PkmafzlLP6PbZFevWcXG4CVIMh492SS9U2C4rLkkPn/SvadvPGT1dYNxj2z5h5s82p6/Ozi0jEhxsURisbjyk2GY/OzUp7QLriE5/8NfmncthdtpTWYmV+IVj4urhVT9Hpm4qOZJLe4yTz1sU8oc3a8Z2FlRjok/iEEKSUH9hk0upozJeDFVihp4MNHBKABFoI9MjZsVJooipDn08abYvx6su6HKNu7lxPfz5gnB2wWHIPsx0yJpTlInHz+keN5GJXmN4Wwg/GQIOp+FedvI5xZ4bSFnVoSldiNvsSBKCNZebagtZTQVGJaNZfeIUvZB44wHYbQYaJHjVkyVKhMKVWTTTmp2oOK6+egy6uhSb8AxKABFoJ9NjZNfkZ+yGeCKApmmZ+218toAHeEzaEjJ7sJRIiZhXJ44B6r8YYsmBj2Y3vwpdfEVUcU2XsU14+Y+p0wIlH+kgwhPfBkC0fONRfHU+Ag2ZnB+sVEoAEIAGXBHrJ2dGAIu0nO7UEnDd2V+zMcO3J1wtz8gkkyGfWVzLv5lhbYd1/xtfLkvwT5vsn7RTPuF7zzZOVBWp3H6Gwe1AiY3X+mbzWZLSNqG/qO7q0EEZAApAAJMAQ6B1nZ0krejWK5cltgerhET0QqLaXn/7JxI4yS7F6M2hxdmwqG1FxtJb5ORYrWX1CNnex8v1Pm7p3tJXxnCif32bpia1EW0uLIociB44Yre68IqxWSAASgAScEOgdZ+dEsMVSXAjikqXjbiqKKyjEjy/0aEmFRbwQOkijLbxhMVhR31F8X0Ar66gWD0ZW62vMkviXpSM+0uhxboDA8PuPJlu1+uguyaqVsauEVedPmHQ21CeKazqmyK6Ens8JfngJEoAE2hG4bc7OZk5bUcTfKJ34UexMpr9HU6YaY24Jyb5bwBAuyolZHTkhgO27EUpTwWdFBw8yn89uCnS95ue1isWvBi3cKQYEUbG7OOOAyUaRxRtztpfLpi8PTl6IMRJNJdrU83XQ2cE2DQlAAl0isG/fvi6lg4kgAUgAEvgjE4A7KP7ItQd1hwQggS4TgM6uy6hgQkgAEvgjE7htc3Z/ZChQd0igdwlsLRvhSuBLYZddRcHrvUsA9ux6lyeUBglAAn2UAHR2fbRioFqQACTQuwT+H8jtHi/MkBA7AAAAAElFTkSuQmCC" alt="" />

git branch命令会列出所有分支,当前分支前面会标一个*号。

然后,我们就可以在dev分支上正常提交,比如对readme.txt做个修改,加上一行:

Creating a new branch is quick.

然后提交:

aaarticlea/png;base64,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" alt="" />

现在,dev分支的工作完成,我们就可以切换回master分支:

aaarticlea/png;base64,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" alt="" />

切换回master分支后,再查看一个readme.txt文件,刚才添加的内容不见了!因为那个提交是在dev分支上,而master分支此刻的提交点并没有变:

aaarticlea/png;base64,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" alt="" />

现在,我们把dev分支的工作成果合并到master分支上:

aaarticlea/png;base64,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" alt="" />

   git merge命令用于合并指定分支到当前分支。合并后,再查看readme.txt的内容,就可以看到,和dev分支的最新提交是完全一样的。

aaarticlea/png;base64,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" alt="" />

注意到上面的Fast-forward信息,Git告诉我们,这次合并是“快进模式”,也就是直接把master指向dev的当前提交,所以合并速度非常快。

当然,也不是每次合并都能Fast-forward,我们后面会讲其他方式的合并。

合并完成后,就可以放心地删除dev分支了:

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcgAAAAnCAIAAAAEpk9eAAAAA3NCSVQICAjb4U/gAAAgAElEQVR4Xu1dB3xT1fd/KztNk7Zp2qZN92YVEJA9RJYMgR9L9k+GirgRFMXBcCEiIqAg/kCmsgWRXfaeLd0jHWnTJs3eyXv/m6QjbV/SYeGPmvvpR8x97957zvfee9659557Dgz9HRNG7bw6duRzDBYFgnCb/HpV6vKSa/dtxN+RFy/NzUTAhzsvPYb16YO1P5pszSzifc2LgBcBLwJeBLwIeBHwIuBFwIuAFwEvAl4EvAh4EfAi4EXAi8CjRwB99E14W/Ai4EXgUSKAoGFTQwf2subdtOCPsp0m6kZQ0YzQQb1seTcsj2QTnErv/FZIO0xfKMZbcJrSulJNsNr0Y6TxK0hQwMKirl84//byGI3faGFOm1fYwvab+zqjV/i7+Z1fe5sJjsS8qTkIoHEhi4o6zxiEwhD0D+hlmEmLGMwV+QNuSBK9f+zK/LhEH5JHrcjyMNg8k0HSFoJFTBP0HEDDSJ49xiwEC58i6NGP+qiUNRr9qQWB7eMQ8u5xx2jrSrmrrdn5JH2ByxQ7BuuoFGqn9bEDyCqixvkP/1T41NNUismct6Pkt1VVchPZezV5TVbopjDMfyn5nSV0l6fGPwakn81rwefKTc2k2TA1lOGHIZZ4CgDFQvrKY8ikMoacSR4kqmupcMHdDYetrjxTkwQz94XFVEpWPyORmsGbsN/wkBGvBCS2B5QTmnTlxU/FqZetduWFyZ54NaELtz7d8sr1PcViw19nBuaP9A/QqQ7fsNtjEE0Nm7/eXlvU4KmXsTjB1C28tFEPiuT1xhjMZHReIho8wQfDoFnpndUPqg7OFKdV/pVx2Boy2oJ9bx2PCQESwQpZbfIsA4TZIvUkRCDCgKkHI0Iul+wco1Iy2L2/iJxDmL7+WGef4O6SxwrdFQJTtWpPztfnUPbgyLlvQycmF6TLcXXRXxnN7puyPyFUv+V8mUmz5ejbQOZ4bsrDUxRhMiDZhpwdB83OZZ2ppJ4ZGRYTOGNvaEj9GnAU0Z+T7FltMvswOywUDtsKVz6dm1YFQUbDqamZ16jVbyMBviO+D+alquSeessDcfUfURkpY2nGc0VitSO/lb3c7Oba5sVW9DIa+WHcxMm260tzbty1Qr7U4CSkQv0Xx2EryGgb/r21PB4EMLDkr2kJT3vh3rYLnrdH0Ki3QxMU5esWlhfbxa7h91V+S78QhK/Oz9EiwqXtXptbM4ntlTanQk9s2qpM5VUQO9EuYRTZ+rLKmpcRLOGDqOHDWAEhKPgymMTqa6vEx4+ZrI7nsA/z6Y/C+z/H4oJdDBzXZsp3TxJnK8FiFUv4MHrkKBY/AGyAENo0xcVVxakX7PtBYBm74HpEqLP6q3nLJihcZSvMZfd6O6hjH1ZQGMWx3LIVrszYtNFoR4pCTVwoGj6TK/CF9FnKy6uKTp8x2/M9UljDBtm/KOrDItT3dKUZTm7qvQPzOKP+F8r8KWevKHpm59pHhPJI8b4jzp/qAo1Px58ZYUFwWhVhN/K9r5U7n6CUDt8HhlVWbPpQqa3tZJSS/EXCtLHw3Zcz9v7Rsh06LNavU5gtc7G2Wd8hDIuaHTZijl+YAMbl+rQfiw9s0ugcZCACv0l7wztEoqBXrOW6u+vEh3fojY6vilvkPcMLOmWBaNhMbhDPbuasytHdW5F/9JwV9tDLLqp9z8OdezoQMx/L/nS+2kSlxfehQLeK//hFpbOLU534ouNxk6ltyWiyuXbBc69GCkMQW7n25tfiI3sMZofwd4uhB+Q9wwuq7C8YupCf1IVGh8FEMuVuyNu6Tl89XruHv5sTzaRB5iL1leWFx487pkNrE8xidFkaPmQC25dCqDOMNCAHmlGVp1JuxiFreNzSjcybz9/fd8upz8BBb7d7c75xW7ccu4LS8oStHpQO+7Ce+Smig15+Na0pENisbkOwinUyiRELnyMaM48rDATTQc/nwjlaXLoh66s99h2QFlTYcortJRCU34sTZKnYO1upRqjRs8MGbIzWDMhIte8SIKL348aMNJ5bkp2eZ4M51EARIdM5mgGlevrwNdJdb6i0VGrszNChOxI4Ex4eumoDmxXbB4DdD0rKxriBjUhC+Jye07nQ7uL9yw1qDYH6UtAcx3CB0ZiPE2ZNJe6tyj+aBYVMCB36cwJ7cvqBSzbCE4WNGnDJgGkUHzqhp1M4HJtGTdTTizBqpy+j2qcVfvOt1v9L0kpgmsjn6TlsVCx7KG6oUtG7hYweBt2dLcl3KpjOCqi0hAE0BIXi+9HQlglWJGicH0+t/PVOU2PGAVT44oT5s4jry/OO3rf59A4aszhuujpt0y8mMIpxpe72VwU3yiwmBAudGDZmRazl4YMDjvHtFnkP8MJo9EcJs6ZB6asL/rhlgYK4o74OjItF/zhntXnoZYP+2Oi0i+1D5nzHyV6QfTrDjh6uNtk1e5u1CnzROwUNeEb35ymTpSGupB1hZ7mNyXDTTl02ghdtEZ/MI/ijQoZ/kcBQpu04bifWLYYekPcALwT7Ph/1xloefqXi9NsaqRRHA6j0AhfpKVGeWK6QGbGoF0UDN0Wr+mZebDQUm2Sl+gXw1V+dMGGo5faq/HsFML8f/9nEZhT1UMr9ONRflxVYoxKeY1Bu6ezbgBR6u5E027XSQqCQtSph0nxr8urQDizN4fHF2U19DtBgdijbWnjLwnouas4HzPTFOQeh4HmfUey7kkDdkJsqgHZkZ6y5FTppRugoDXyMQCIgq87W3DPFMk36KTVQl3IfIvGXRR27Uy7kgeUzzApGIaUh/7xGbN8F0xU2wEWqzUy1l8q5oCdOJfV/l3d2vExltSny7Lsf9gfkCS8/IrtTX51HQvyGTaVWfp2+Z4MBfK4zLxrQhOTB7/iduVpZ3R3kFNobcMcywkEt5UT06uSlKIRLNFc+Fx87aHRMZpg7NmJMJ9XuIVUqK+LfiEiY7//S9cgIcHBg1p38j6TI+S2pfQ2jpSzm+6SXnDxXb7sWMuhOLCg29IOyNzvGU/MTndFlJFV/SlasbboMEsR77r+03Lfu79/vUIpvG4juHadO43J3S6sAcCZT5pHqTfqiTDhhTExUNyp6y7EgsCcS5KufkMELBfOGTqVWffdwx1qHDuWD9IUCWc4CHnqZwDUFRqOv1QoR+iKjNMeptjiK2cx3lhQn7wzru6V971LN9Z/Kz+9Qych2yaqpcvyDtDkZrrWT/v996fEfHSut83q4Xbvhr/KOnqpQVKuRbjD0jDwZvDiTNfhDHu1W0ZdTK+SkI6ZYdeeoyj4rs7HES2EpPbBL4qY/RqTTARHynhmOlq/I+HWTfTBkXLElToup7kpSBJzIuy/laRxWaW5cIyYP5QV+pis1QVi0X5dIPGulWucyENy3SfIE85sYOWUsdPvF/Mu5TdeBBtDZQH4q0ah3fKl3C4/t0Ri6822Q6yk63KIKnVBErOowf5zzLNF6c9z9vTeapsSVFVxprDJAwQL72TSYBzmfFj34JXz2LV7JH/Lbv8punjXUztF6ABiN6amWAc9zAugyVQMxRAIUSRYlghMIWW6fr96CgMymrIuWwWN9AuiVyvqnefUpBFUh7li2FVT80KMCiFGqkNXptYhxaxNosge/AoEewB21lFXwXlpW9cK+IT1ElXL38AyeiJk0Szh4Xzw0KvNkWh2MWBy/XwqeOV8ma7jBQGguS49drl8bRm33cczEaUxMpn+4W3pht0oZHjTpJduhWWVlNXxRkvzbC6wPd+s8HltWV4tFcoJQmPZNx8++cWmoksbGICBYkQCfvkuFPQYweVzYKLfRKJCCCbfo5NcVXjSCEwRb7542NmS0IWAt+G3OkG7toRA9F9BzemCPD2J7vFi1a2zBnVJPuiv2CMhoLsVWc/4VCzSO7U+rFazkRZuJfD14g9gR/lDpKkUVqVR1aQdXGKqMkCAEQ6AmNSXy6UAR+QRAllvXW7aZ4KGUp3FotGT/T235wS8lTlL6ABKM8/dXKfZfrq+FkKNInotNWc7RbM06dLJZ+2vgwwLOnS046usHmbLNjQUWFh3YogodROGS73J+2OewosBxZWbLpKqTLRwUQiDnbLTkVm7vowgd7N/5ef/BPwmG3Sv/eUZpDthwbJwcTdXNYbJXGhdqkFNPBLiXB64UNoNlwlyqvf5RYdgzCR0nMQ9e0FB6CdpxUej7jp99X9t+yFuZvvv6ZF5zznCbrSpDB/7yLhkZF+P7zGWlLtTUnFEhwRP9/bTK/ReaNVAoyYJhAw27umdXxPgPfFf08gLwzcPzV2bI6oQoIpzgx5ErbzxoVmfBdjlpvf1y9tmsOogJi1UBKsRovbbGDw9Xn1qWm5FthQM5z20ObYVFUy28MAojEGHzsD/Rql4mTGbxPol4X9nx4eEvbQx4foksY4Ha6H5wPCIy3DdY/4ljHDbBaEuQr4UXbE6BagkP8LoQAnoBdIb7OVH7qhsJ4GgL1NCy5L6Up3EINjQvSdNUcSmTmCcK4KfHU1X7Kwo1LWvZ9W1MJC779nONoXEn4GDkQxADpSCQoWb64CYb0DDoVJtcDVG4KJhw9fQCGqPPurAWVegkxZinzc1rPQ8kJS3WkmNS8PdHfNDLJ0NHT5atWd/oK4BRo5+mQAXaOlsxgjCBqc7GaChkaMbQsRSqKyBedF8adtu+FQCBU45eFChbIwMTrqnR1CyWXSoxnM7/ymEu6khI6JL4icny/80sz5c26jmCAPbTMOZSmEbv8CzFckleTDJQYHZPft9+cPbmitwa+yHLveKvejsmT5l074WKwyE0ttUsr3CxymYxuw7BtH/KShtr+mTDxlKglhK8yE7w/qN654lKXZfR6bFJkHxD8ZkDDgwLUYURaoVgra3QKtEpIF5kVwp6142vFve9TJhxG4SwWB46j1CcqrhTHDBARKUikPOErY4Xl/97xGSQtlmTSaMl9KEQWWq5B8EP3m0V8rYKbXEVlDKRyztUad/GaaNEOh3A/JJCvLhn6JRb+qb04zo6PJTyNA7B10KjPb/LnDJV0OEhkuKn//PnFjTaGAYs/QeVLZwR7HhilhjlqpqJitsq0q3QJMHACdZsDcalaK8fNNqkBjXEDQnCbx3Rw+8JOseqbtYt2mD/KeFD2tnS321BhZ67BvWj8QUoO9T+zeLFMYP9cXWesam9QDTirbB2KnXuA5POjPh2Z/kCC8tKF6HQUTB0LpKdTwSMDBkWZ3swT6GsJQK3SW+ZoTlBz06zplWCxrVX93taUeKSqj92BM99M2aStfR2FhzyH+HgKPPVyVUqIJLIzNgao98oBwl9MSROp5MU23AOLWZiSPcA683d9g4mtOaKnNrXERboJpNFlmeySyOMkjCfHyDRV0hx2JcWNSGkm7/lxs46nBA+O1YIla3Rk0w0BuvZ70Q9AqCnfHUrF2trh6+LSkIYJcYGBWkd+O38Lff26kmstsiGjbWs6tjWoPlz4+dzJZdOGjQWhBNFNfxRkQ50bZMpPxdKmBjS+2FFfgkO+7G4robLjQBqMsMmrjp3PmTCezHP2yTpJbB/T74QguqdQLjvZVuZttwYlPxuSNdvVVqMGsDWXfvNYMFonT8Q8NLVBdlmE47yegmeCoPKdmo97761PRlNch7ETuxv09JpsdOE/SLNV5Yo7OPQQ2od8jrdqS/U7T8Lf3Un49wetbSSQHwoTuHgeS57IMTdIzC/jv8SPPeVuFlo6eXLJivPx7eBJkdW0kMp3MM4tFeFl20vL5ojmrAKMp/Ju93qMzcHVVjy5wnJNfSVvnd/3S/V5pOgmeI1hRfjw3t+EdPTZi3dWXDvsFFXqs6tEHYawdAtLTj4dOzzpzuPAmUNGgOYkSglZhwbiMAWVeiwYneXwHZt7Js1FwSe3ZX0LNSMCwIoTEUocS9H9g2w6x1WmSHn+7yDNTah9pZsaOS8iKf5sE2qvbYo74jj5LQm4ZLvC08nRfT/JLorbi3dUXDnoNEThYQt98PMn6vCR7wcNZMNGfNUp2eLTwGTAHcMNZmPoiw+I+WlwKF8ACSuTlefmV98+mJTFcIIW+jTY3ZwoJ1lXPVAdXpuyWkXMrBQFg+y3s8jqwfsC58zdXsezkp1o9+R0IyGTeQypfJbGaSdRzJsrLgt/9OMDcWhQ2cHT5wA1jmEoUB97lKlXbBajBfn5LE+Den3bfxwYKpH4IZyfWaBjbRqEloaZ1nNt17JYnwaPnBZdDeEUGcZ7bZ1Ntd1sdteJhSqQ29XTP4gcMJPAshqLdmRf3s/EKwIg8fqsTxwiEPiE1WGh2tzDv7QaAHUgJI2J8MDIrit8oq26vnASdsE9k9wuvLPacXnLpN1tyuRrUSeqNqVu6ZCMHQB/5k1gfYjZ7256FcxEA5tLlhBt+Uuy9wiDRs2QzR9Phjb4FxRe5d0GLvy5aEU4X4cOmrAS+QnDoW8ONZ2ZbVK6wHwBn3dFj9hwWvJX+Qn9Iqwiy3Mj+onxB7ZFba2oNe1DozW50TXL9rikm5bU/a3qs+HMyW96/sf2X3hPvkJCRe8WdRl7nDXnZFWUv1XrrS2IRmtpN5b7PEi0NIlK1GxpfD0iMTRe6KQN0quXzdrYIyCQi07t3u8HHpba1sEGF34CT7m6/vsq5QnMiHCKYEijaGyAod59MR5wiCdaofj0u3jTU8IGY+XaW9rNQi0VLCClYbuxH8y9J9FDtvdfqS9Fuv1sfd/u/l49WZv//1/IQBMrCf70ksr7mQ/qT2OYYLu/s/WRZeQ759Ycv8v3euvxtp4Lue9qGbj/sjIaDYF3hf/ngggLIpfJI3La6Gzmb8ns08a1XAjD0JUPuVvsyfzpKHppceLQJsjwPBFPf1xkFobnxY1TR8Ytyo3NoHdVCGMmvxmaO8+wKariQSuOY1ZyQ+uvngBcwaHTZrDaOY2HxoR9FZRpwlPNdlIEzQ8GY+RoHnxy27H9oiuYwcJ4E1L6/rhlxymGxZRP0ao0PEJpLNG3+i67HN2M6F7Mlj2UuFF4G+GAPbxgxSPJOsPPJ1xxfWSCTgCOtZ+ZIKzkOHI6PIOhyLDnb+Ky9YMlMhQmLBfAXdJLJ/J1+NTaqwTtb9krHrPaQwE+02ImPI6B7pszrlZIXV7nRSYHFA7rozomSx/sMpRLYKGjPDvPJZTdSXjhMv9onqN/k1/YJh/NAVVmiqljbz5wjAjkAJsbE0XZDnzIsduC1NPL5MA0FBK0qrI9paq3VuN1CAqlSAMlZaa22AOFKj0vruSh/lW/vCsONcCAfPj+j4I/qZI/SWyYSaVL0KtEmPVX/VT9ZfI8Bb+pyKAfT820x1v1E6hsz4kV4G0v+ZtOcKe/hPHXhbHH76ZmRoSOW8yBHG5L16NUL9wb1+jSiUrMndfow/fGc5Mr77ixughnPUZB7+nUnQTLdxJ+d88SXYF6RkD7D8pYvxA/M6s0nyniTtuzfq08Hb/mGe2iIqGizNdvWdS6AN/Tx6aSGLjLdjXudaRVzV1Ju2+flnXJKSNNmLAmQEckr8e6H+t7HRqs+6quamFPJsSHTB2syi2ULL9zcZ2/3bnqmPO1H2fIIg/8yzfpSK/Scf9HD+NJwaln8pxYcpsvLRY2v2QYPyrsq/XwMCLFPH4z3LIOf5/ywV3AXwGR0x9iZK2JPfQoXqfof83mrwN/4MQwCTpOouBXIOhMYDscDpHacAxAW4jyovp1SagBLAhN8kpjTSseoUIc5lRGxQUQaj2/OFwldJT+OIvQYFZ5RtfKC2LFEzfFfriOZ/UtwpOHG/oQIiWEjJjFce4N+fw2bobmYRcefiVishdgdM3GdZNl5bVOsWwWR5+XqDk1hOsSKDv8Pd48u/EV3Lry1CbRaxoiVQFHDkckrMU0jOpbTwKKPGC2YfC/H/PW7dYoXJnE4jjmf+9v/0qyg/GZWIb4c+bdzXSOv/e5rMEL55iyjWZw4Nf+x04y2uYzPfKfj/C6c+hs2kWOh3Cn7gTfZgzMGTc+/y4WAy12VSZ6guvF5zPepTnY1Zr3rqcb4siF6xL8mVnbNvxCMwwG3aC9/e/CAFseWrot32LS0gu5bQ1Chit/Wxf0/6sHCUqnB4xcznPJ126ZWppAViL3SvfMtg04seofpvad75cfuDN0rQaLZISEzhtZ3BQXvn6j1QN7rroL5X8tJz5+tKwl38k1s+pKHfKVtxWfqaqvD7taASl33ucyrNVt1vo3qWtIXBbH8xmD9kSFpldsuZ991LVUZqwQL4To159zbxzYH6ayf5FxC04HuA/6UCYZdGDLXcbfSNRTNifwweb3SfKgB9R0RBfAROiRnA6jKbVu5hD4FWXVA0855OQ6zkkAYgRMkf0/Ct+wVxIn6k4+774wg3nBQv3MQ4cbcB83sQfgkU3y379RK20Ij5CTCUDnMHMlIChiwQde9AZKKHLUl1eLq5dKMAMesd3REMmc/xZkEWivbOu6PddNV5c2YynloYPHs/2pRK6h8rzH4tTr5De8yAUhwq3RCa+tipm0IOHf95/lHKcBEpv1j8ZgRabW7UaDDTSv3cny9339baIgFHv+xr3iA/LA2fd6VJzvk2Ufpa99Q/BiLGoyeFPGCR6e8HUnWFxVuWeaaViEvd0uHRz7hZB/Nw5otf20bbPLnlY1kL1s9XMtHFBmD89vK/IdHpuhbRpb1GEbEfR5f8mDH2BnrHdQQdKSVwsDKuo/B4sBZx3k13Jo9A6fxzVR1Sf4oHCiQMb8GC7O+nezstNAegpJAHMmxQ9931WyabCn69DkfNFI3ZFG/tnXyux1+k2xoGDCiyYFUi13v2y7Ha1m2FHLoX+1EfC6PLKo/M1aiqj45thg39Cq3pl3yoHrhDQqGXxU8aaU9/NupcHBY0LG7cqjlLyYHcq8ISLJX+VMH6QMfWdrAelWMxL4cN2xtoGZZ7PJ2UNl2wqvDgxceDygBtjK9rw8nsDcL0//20IYFCQYGE2uAnnLtV3PEmld3k3JCUc5gwKGRNG9aPQUl7jB6Co7yuikWw6Goz0n0K4E9V4mTqrLDBlCvPU0oofu8pwDY6JDD/dYHT5PLxddsmuH/TaHF1RaW7Gd0ArcxBDZfRbHxaHqo+9UmnqyO3QkZxC26mCrUTEjLl+iRGSjDLn3iEcMCfxrQ+YDUyS6u+xEpXrM9Z8XuP2nLzu6txH7pCcwew5mwHdEV9revELMyKZoXL84Sf5GWVwUKLdjS0qotpuyi5cUlojmUIRpaGBhVF3pPfN6vACQIQlCN8+IZDUDxWBiASvXwxppOuSgeIhJAGN0fNVH+Js/rZVVeA6YMZdPPhy1MBpjFurAMjuYxy4qMDdD3Tu7mizYlXamg1Gm8V4ftw94JDLoUmq88sZCft4cZGwXbDS6MmDKNr9eScO2P0blOQUhY9MiOtFQ1P1Nh6n91C04suC4wfst06Ls3Dhldg+05lXPnLjZMKgv/yToc8Hgh7xsmPpXqWVrNO9eS1HAIN06pMfy0mDIFESBWPnNaySysaomN1PM4ODAJdgVBb4L4SxMToThhCE5t6TJrhZcHaFqtuakKRvsu9U2kewuUibU2YVaSBLiTbnnLbao0etYmE2pL6cX6xXFsbGLN3AcSevoSu5H07K/OpPmu5W7YkMoTlbuo8tGP2Gj3RD0ZWshpu/lFj+6FdYmgLS5WFDfh1+u924MW8jh+RYBDchEJJu0Wg8e80gCKsRjvg4fmEDGpfGzbbnCPo48616Dzft6QlsLmS+KiGYkXSiyOh04uX0zGZ3DdeS1CAkARLAjhFCki+1jBnxixYhZ5/Pv/sQmtCbxUb1yjq+GsU4IHHdT1gqqx0XENY6aU8LoYJ4HxIgVUGyWKSlELsPL8xXm6+CKOE+4X62kmv2C4AwcJqOQKaKagwIrSG3EGrfiU6DdW78LROqC0o5FJzUn/pnelMeAFqCj/fdfzMCGKQxZByUk+6xYglYRAhF5upS0Gy88r4YS2nX53zxrl2+C074XVsp7bBfJP88/1h43JKF6j8368e86A5PQnuxMp+I6jY1fPBCoOe6vBadsHxS9U/r3aKvahZlxrSqhyA7P/s9+0oWEa1ov2CUemP3gnynGk1jDjub1B+IAwKX3ahnq2XKVd1cZ6T2aze6P7ZvTVmZ6w4yhdZzTwQmrfzzWK27GXcE2/M9uDFvK4fklFAWF8IzM5ryB6zX/tb73sV2NBqJyUMtC4SxQF9eP8hoHXsIFjmWhUhlkpjwRT/yJIvTN+90WMah4OtIAO/5LUiNQhIgPCoLsomlOK0djc5C/Nh4STkOtacxMMgpWMljHHhw3e9CDRbFH7+Co96adb3QIVht5ttvieN2hc+/5JN+wuQ3zNe6IWef42wTxOHJLYH6zRPEXpLkSAhqMJ0HbJ9BqBzw/Xfz3bKW6RU4FN4JKAxewdqCIeB91QMCbhVBUMaaKd3zSuOyMIbBdW7lMASBiWatIkFNenOZDG5HUx99VQM8DNgTSm3/QWhinmT/9upjWbxKVxfqzrVxCi0OeDst0SlqfdXBMI0K4SbSvTNAven626VdToTO/EC39gO13qmOwajo9ZgxXa03Z0gKSTZtGzMLPQaH5KiP3QLKaHTDiAtRSLD/lAOhHjZuwLv1XZTV4wgV+Q/sjyg2yPLPEqkZ/sOWhiWfyH0gA+sOxO6/vCWC1X1IArxkZfrKLbCmlIiaU691zzEOSKCvyaIlC6btCQu5WLh+Ra3jYJgaTPNjmTO3yQsxFteGhI7hJ+zU3i4Gfgj1p18q5m8Me/FqkKMCO6q2M2ZPzrtsNhDciuJrl73e5EWgTRDwJFidDSACn3aJ1pwLhmrfzwhMdYgzpxiAKS2Zk1SUw4bNJbqM3y28GdHjouR7Plf6vxoala9Ov472WeQr/ar4vpuIF7ROgT2ioMrVGnXt/HdEirbqnXtwJGhYc6W/LGK//nXsHG325i80OgKNeC127qv00m8yDzUI/URSuibr0Tskt6rBuoH19eEAAAe3SURBVBVhgL2UZiXbgzkP998k076YnElno9xedgOxCD8RCs2a37YZrGbi+mrlwM0+nbtT0o5aYAYGurQ5kr2GQJKQBLjCrINQLgiQY7UoS4GqT/ENQiClw2OsM3mKceCWc0aXkP/uDvE5nPftYoWy1kqMzX5ufRBlU/q2b+3Vn18vG3Mibtyyqow5SrC+Mt6T/vx0BSOIysRwI9N/3qlQ61kjievY2jYxlE6DLAoPOyhuyfM+8CJAikDTgpWaIJi4jXqkRwbYmLNXgaFcDmTRVG9cIlwqHSFMtdoWmDzZRntA5Ebuium9Ixd/6cvDtAcvWCCh/9il3OBD0lrLbNwMcXoFDoq3VIytv3J3UA37+jz7NZ9jVu/91WWxBryXMiGL0oOxO6HYl7+REzP/o/i3O1TcsfB690fF32Rv/UbnTs1tjNFjcEhuKdJWQZyAdhT0jKeQIjW0oe1/bJdErl3CIHIOkGkkCUFFr8b8pz8s/lR82/Hp0p0pXNMNV5Tb+xEFnQjZNM1T4e2Vk4UkwGXa3FKo5yg266ACHF7Bfj4dkyDFT2Trj8YxDkgotmcBDX3ithDO4bzv3lXUfVBBvi8jmEdUZZidMBBKXXY28bSQSgehH6qRIQzlJiOd3mNLSJBWsf1og7uA9drDhCw/GJLfIr8mANNpHd4R9R9EtdyV/b5MWqRyQ6s324uACwJ2wepRU0L4/ZkUiaK4ZtsOZlD9fSG9pPrzjvHt4QVVtfcC1eo9Q+zhlekNrXkg092yo6ky831VoZTWa1d4LKTe+7XWSFRfQCDkqiMvlUcdEL7wimrt6npBEajR/iN/jOwebstYJL7jcksK5dF8UEhf6lHRIHDpvtKTz7BH9Q7sDcjKq7yRamoYHcTjgHgMDsltYmVaaUj/Eb7c741yconpSiJRuLoglTQyGIM16Jtgkt6k0pLfi542m6nZn7d9a40lvNVaY+4Lc5JomN5QFzzCIyDgIXlIApPhyneaXqsipi5CUm9AEfNE8bBm33aHoGsqxoGbBpGwV0OTYOVvO02sWIbTSwShM1cUgXDl2qxCeMAn4b1tUiDNuT0Fo/rCles0Ggd6lGBGcCQtsCOn0/TAuCDD+enidJmbFuzZsP9gLg9cVztL6vwSCXkjbnxv1ZEVcp9potlfmb+cp/AcO8BDS95H/x4EgLlVwIhltofZFpOesFpqFvgojNKAN3sKW8jsOIFatUFea1+JRfgEwNaH1TfZYU4nBsUM5iRkD9Fic9lrbTS/Ca0x+6gWmBnGfhQ76imocJlDSrr4AjHdluzZzHtlYXiP/ZkXCuxaFRbM7vpy6JAZbBZuvPlG7oH9jo0yjJo0OyAYJRg9BUEQ/iCN9MwHpgsZou6chCF+KcOYrCrdjc8qy4P9B8zgjz/AHy/XZ55UZZ5XF9zWS2u+EG67/DE4JAciab2278qgfl1lB656UMCdNBJmhUVTQXaEz7ACQ4f63lVASCvB6BXCjtFQ+ba8LR+56H10RueZvgytzUqnd5hHt92R1N1ec4tF9QM3IQmIqt15P/iEj10QOetlyJClODZFfMNhxAoCwnmOcUDeIEYJf4oCsbnjD3DrXrhbuHyMTG3Sn5yWhywXPvtzIohhQSiN2ZvyDqx1aqtI0EuxC2ZS9IX6/ONFm36ozPNo3QxzOQNm0a0XC26QGrqimKgPVrpWcv2klVLJ7raRE0BT6Dw4tSDnxJv7r0MAO3fW3Hl08HPsRoIQHBNrbdpyk2S7+M91tfaeSOAQXzZkKiXYnUax8etquFMgVCwzJXI7diNy9yrlFlT0UkgSiASdxEDNGpKgoDiuSNeV/C7ZuQfq8KbQn8DahUPWVIdEJvCi74pudAyAWMAPk12+UEJ9e0xian8v3b1Cml1aYzVFEPTegUP6A10brzxSdPxK/d1GlJqyPm7MEHBXB4JUxvyzyhMzCu5dMDgYkF1ew0ycwO82jpcwKRj8gagyR/s9THUIcU/JYs5am5e1luwVm7VgS+GGLYVkzwBHtuzX7y56nfyhSy6h+E18Ykry0DXC+8OKcutFaGpcFolbHh/XOLsmp/5WAAFxWZEs7bl5hScb3BW2Eax+gUN7USkQoXsg2/e+UkMmq0nbMV8tWGa302iUbNbCjXlfb2yUbzHdXJJ1c0mj/JoMy92i5aKiho+tpvODb55vmFv92ypWHJ2mOEryFC/+8P6iD0kekGShWMIHEZ19tEeWOiKVNU42q+Subeg0/4iHat8pXEZBad3ZaeOXvTleBFqNADWWP2mzILBaL4J5I8NnvesapQMWzI9fmtf1i6KuS9fzwFLdnoB3q/QuL4+qHx4DpXbe0mFFfpdPr8QNSHZ7HovSWxZiHmhH3AEBXYb4CEPtQWTdJdSfHjE4oNcLHJ+mN5nd1dHG+Wgwb+LVrisPhkSAkGluksP/YcrkXiiCwSR/vr4zs7u+NhXED3VJMLDicFPdvzwbxWKWJK0Stx87qOGlinr4cVh91id/mJmyZHdoUlBj/eNfDqKXfS8CTzwCCJfde23Skt/Du8S3zgvuE8/hE0Mg7MPsvhpAHdGjvRfqJ6ZX/kGEeL/A/6DO9LLyxCAAVmzuaFkkuunukTf/H4OA2zX4P4ZDLyNeBLwIeBF4zAj8HybplaTywk3EAAAAAElFTkSuQmCC" alt="" />

删除后,查看branch,就只剩下master分支了:

 aaarticlea/png;base64,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" alt="" />

因为创建、合并和删除分支非常快,所以Git鼓励你使用分支完成某个任务,合并后再删掉分支,这和直接在master分支上工作效果是一样的,但过程更安全。

小结

Git鼓励大量使用分支:

查看分支:git branch

创建分支:git branch <name>

切换分支:git checkout <name>

创建+切换分支:git checkout -b <name>

合并某分支到当前分支:git merge <name>

删除分支:git branch -d <name>

git 教程(13)--创建与合并分支的更多相关文章

  1. git 学习笔记 --创建与合并分支

    在版本回退里,你已经知道,每次提交,Git都把它们串成一条时间线,这条时间线就是一个分支.截止到目前,只有一条时间线,在Git里,这个分支叫主分支,即master分支.HEAD严格来说不是指向提交,而 ...

  2. Git 基础教程 之 创建与合并分支

  3. git创建与合并分支

    创建与合并分支 在版本回退里,你已经知道,每次提交,Git都把它们串成一条时间线,这条时间线就是一个分支.截止到目前,只有一条时间线,在Git里,这个分支叫主分 支,即master分支.HEAD严格来 ...

  4. 使用git创建与合并分支

    一.概述 学会使用git命令对项目进行创建分支,并在创建结束后合并到主分支上. 问:为什么要创建分支? 答:在原来的分支上创建一个自己的分支进行开发,在开发完毕后一次性合并到原先的分支,这样既保证安全 ...

  5. 五、git创建及合并分支

    1. 创建并切换到dev分支 git checkout -b dev // git checkout命令加上-b参数表示创建并切换,相当于以下两条命令 git branch dev git check ...

  6. GIT 分支管理:创建与合并分支、解决合并冲突

    分支就是科幻电影里面的平行宇宙,当你正在电脑前努力学习Git的时候,另一个你正在另一个平行宇宙里努力学习SVN. 如果两个平行宇宙互不干扰,那对现在的你也没啥影响.不过,在某个时间点,两个平行宇宙合并 ...

  7. Git 分支管理 创建与合并分支

    分支在实际中有什么用呢? 假设你准备开发一个新功能,但是需要两周才能完成,第一周你写了50%的代码,如果立刻提交,由于代码还没写完,不完整的代码库会导致别人不能干活了. 如果等代码全部写完再一次提交, ...

  8. Git学习——创建与合并分支

    分支概念 当前我们所在的分支是master(主分支),可以通过创建分支: git branch <branch_name> 创建完成后,可以查看当前的分支状态: git branch 当前 ...

  9. Git创建与合并分支,撤销修改

    git回滚到指定版本并推送到远程分支(撤销已提交的修改,并已push) git reset --hard <commit ID号> git push -f git回滚到上一个版本并推送到远 ...

  10. Git速成学习第三课:创建与合并分支

    本来第三课想记录一下远程仓库的创建与克隆0.0但是想了想还是不写了. 这里写一下分支管理中的创建与合并. Git速成学习笔记整理于廖雪峰老师的官网网站:https://www.liaoxuefeng. ...

随机推荐

  1. CSS选择器 转

    来自于:http://www.cnblogs.com/webblog/archive/2009/08/07/1541005.html 最近在研究jQuery的选择器,大家知道jQuery的选择器和cs ...

  2. 基于thrift的微服务框架

    前一阵开源过一个基于spring-boot的rest微服务框架,今天再来一篇基于thrift的微服务加框,thrift是啥就不多了,大家自行百度或参考我之前介绍thrift的文章, thrift不仅支 ...

  3. Showbo.Msg.alert

    注意alert,confirm及prompt并不同于系统的,这个是用层模仿的,并不能挂起程序的执行 所以如果需要在确认后执行相关的操作,需要在配置文件中传递回调函数fn 按钮只提供yes和no两个 S ...

  4. PHP引用(&)使用详解

    初学php关于&引用 官方文档: 1.引用是什么:http://www.php.net/manual/zh/language.references.whatare.php 2.引用做什么:ht ...

  5. JavaScript类库---JQuery(一)

    1.基础: Jquery类库定义了一个全局函数:JQuery(); 别名$.是JQuery在全局命名空间中定义的唯一两个变量.返回一个新创建的JQuery对象: 另:JQuery中定义的许多方法返回值 ...

  6. 【转】解读ASP.NET 5 & MVC6系列(1):ASP.NET 5简介

    ASP.NET 5是一个跨时代的改写,所有的功能和模块都进行了独立拆分,做到了彻底解耦.为了这些改写,微软也是蛮 拼的,几乎把.NET Framwrok全部改写了一遍,形成了一个.NET Core的东 ...

  7. java中文文档官方下载

    一直在寻找它,今天无意之间终于发现它了! http://download.oracle.com/technetwork/java/javase/6/docs/zh/api/overview-summa ...

  8. 使用s3cmd操作ceph rgw

    安装1.sudo apt-get install -y python-pip sudo pip install s3cmd 2. sudo apt-get install s3cmd   配置 s3c ...

  9. 开发错误记录13:java.lang.UnsatisfiedLinkError: Couldn't load xxx.so: findLibrary returned null

    今天在导入环信开发包时,编译报如下错: java.lang.UnsatisfiedLinkError: Couldn't load hyphenate_av from loader dalvik.sy ...

  10. string.IsNullOrEmpty和string.IsNullOrWhiteSpace方法的区别

    string.IsNullOrEmpty 都知道,这个功能是判断字符串是否为:null或者string.Empty.如果是如"\t"这样的字符就返回false了,为了达到判断过滤这 ...