Eclipse最基本的模块测试
1:首先创建一个java工程,在工程中创建一个被单元测试的Student数据类,如下:
package UnitTest; public class Student {
private String name;
private String sex;
private int high;
private int age;
private String school; public Student(String name, String sex, int high, int age, String school) {
this.name = name;
this.sex = sex;
this.high = high;
this.age = age;
this.school = school;
} public String getName() {
return name;
} public void setName(String name) {
this.name = name;
} public String getSex() {
return sex;
} public void setSex(String sex) {
this.sex = sex;
} public int getHigh() {
return high;
} public void setHigh(int high) {
this.high = high;
} public int getAge() {
return age;
} public boolean setAge(int age) {
if (age > 25) {
return false;
} else {
this.age = age;
return true;
}
} public String getSchool() {
return school;
} public void setSchool(String school) {
this.school = school;
}
}
Student
2:在eclipse下单元测试这个类:
首先导入Junit包:选 中java工程,点击鼠标右键--->选择properties---->在窗口中选Java Build Path---->在右侧点击Add Library---->在弹出的窗口列表中选中Junit---->下一步----->Junit 4(我用的是Junit 4)---->finish
这样Junit 4包就导完了,接下来就是创建测试类:
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" 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" 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" alt="" />
将测试类和被测试类放在不同的包中(也可以放在同一个包中,此处只是为了区别),代码如下:
测试类1:
package UnitTestExample; import UnitTest.Student;
import junit.framework.TestCase; public class StudentTest01 extends TestCase {
Student testStudent; // 此方法在执行每一个测试方法之前(测试用例)之前调用
@Override
protected void setUp() throws Exception {
// TODO Auto-generated method stub
super.setUp();
testStudent = new Student("*", "boy", 172, 21, "华东交大");
System.out.println("setUp()");
} // 此方法在执行每一个测试方法之后调用
@Override
protected void tearDown() throws Exception {
// TODO Auto-generated method stub
super.tearDown();
System.out.println("tearDown()");
} // 测试用例,测试Person对象的getSex()方法
public void testGetSex() {
assertEquals("boy", testStudent.getSex());
System.out.println("testGetSex()");
} // 测试Person对象的getAge()方法
public void testGetAge() {
assertEquals(21, testStudent.getAge());
System.out.println("testGetAge()");
}
}
StudentTest01
测试类2:
package UnitTestExample; import UnitTest.Student;
import junit.framework.TestCase; public class StudentTest02 extends TestCase {
private Student testStudent; @Override
protected void setUp() throws Exception {
// TODO Auto-generated method stub
super.setUp();
testStudent = new Student("小明", "boy", 170, 23, "上海理工");
} @Override
protected void tearDown() throws Exception {
// TODO Auto-generated method stub
super.tearDown();
} public void testSetage() {
assertTrue(testStudent.setAge(21));
} public void testGetSchool() {
// 预期值和实际值不一样,测试时出现失败(Failure)
assertEquals("南昌大学", testStudent.getSchool());
} public void testGetName() {
assertEquals("小花", testStudent.getName());
}
}
StudentTest02
当然,如果同时需要一起测试以上这两个测试类,可以通过TestSuite类实现,它相当于是一个套件,可以把所有测试类添进来一起运行测试;
综合测试类:
package UnitTestExample; import UnitTest.Student;
import junit.framework.Test;
import junit.framework.TestSuite; public class AllTest {
// static PersonTest p = new PersonTest();
// static PersonTest p1 = new PersonTest();
public static Test suite() {
TestSuite suite = new TestSuite("Test for com.phicomme.test");
// suite.addTest(p);
// suite.addTest(p1);
suite.addTestSuite(StudentTest02.class);
suite.addTestSuite(StudentTest01.class);
return suite; }
}
AllTest
最后,分别测试以上三个类(选中需要测试的类---->鼠标右键---->Run As---->Junit Test):
StudentTest01类测试结果:
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9OqbeWYkTCCp7nqw++ter1h1ZN+B+rJvzD0d2jeZ5/9dUl7Iz074J+RLAU1VdunqhsZkq0FPUz5wj6/tSpK+lr62fOuZK+lpFk42Tu1yk7K5tPVOaN4obOPEztOpwyxL9LX86Zv+ZGbQxyGG0jaD8RLPPm6is3Te4qypxO/s7NuwGFNMKVOZ23bnx/68b3N1uahRd+CW9bmsN2FaEuzzx2pLD5fvfdDp+om3c9gt6bl7rbXr770Nndh86+Ny9VnVbHUjyxcsSTKcMGL/nN/gq/pTj67bFhK599cvHwcdumvLhxipFrKXM6N+Vu3rB9Y80lv6Wob6zP2rl14/ZNhYfCsRR1VVXl9qNq1VVV9aml+CDP5ti537nb/nXh4TOFh8/Yj31TdKLyqLO69NSFr85cPFlel2WvYp2OaSmE0cRmkZ6B6Yi42EVSh8l20N2otDdwGpuFi7Pa/PMtFpt0iGww0wjcavW8rr3z7PvXe7x+P5GQTzxeX3unp73T097pte9f79o7j5VO1eOzzq3aRo22wj6LLaRiC5YiIddvKVJyE1JyE3JzE1NyE1JSEhJSUuIXbk9ISGRYCvrUNgtnsUnvZRZAXe1ajaWsDvnxvDKt9v1ApaWGbfqWUp5Zt5DycZERpXh734yFm4QoRVLKQcvHha/Pyhlp+fT3r6fHj1l+407XjAUbB7+jukg918y8yW0WLs5qNXKLaiXXuV69C9xcVjRizcwR62e9+OmHm/9+muf5Yc9tFPfGP7uUfRGankm/ti2WOPnVqRpaq420bnvBUvz9csuxiiamDp13Lvhi47pjO45VNNW9MPZK+lph++XEmewk6ydxTyzNqWg6VpE7kvvN9IPUroNLB9O7kicJBRqcfNK/l5uUWpE7Umwf/8GaUriKGTNm6BxM6++XW8zsKsqcztZb10SFaikEHdqfe/3qZVGH9uca/JzkQ0/NVosP/UOkX58qOVe8ypkz3JkzvNqZfb/Td7/T19rmaW3zZGbnN9/obL7h/u6GOzM7X51Wx1Ik21N+t+aVEZmv2l2HCCHF54++tOYPz60bcaah4vefjl92dK3BWqqtr7t05dId/g4hhL/LX2q4lFOY2/BdQ97nO8O1FHa1+tZS9PQQte77fG0+b8mpmjafN7OwSuN0zIkPapzkeaFbkfkOahCTGQn/a7EbZT70UgOG0F8pRkTdp2N1z5uQT3ie/9ueuVVVp0Q/4e7yZe//RohS3G3z7N27+W975rLyU1gKl9WiivszyhPYRFdMKMUWLUWCQ5jpyE1JScjNTUhJSUhMTEhIzNWMUsjr0WKjGlC6FGa1azWWsjoklDMsQe4HqQJslrg4qVBxVhercgwUUrsCeZ4f/Fb+7JSsylbvtZ/cP/zk/uEn97Wf3NfEF63u2Uuzhryl6lM0LYXWTU5Nk4j/IOzL0Uqu87+gd4EvrZnpuWd181bv/fRXtn7A8/yT/7mW5/kjzsoxH+4b+6FtzPufF5WyPsfkb0X6DMZuCf8h9C0WLJX2bS9YinO114vKrxSVXxmUM0ot+7fOdcd2FJVfESyFcOTlxJnCC6XWTeKeWJJdfqWofPsr3G/+vI/atW/Jf0i7OG7cdv9G4bB9S/6Dm7Ss/EpR+Vd/foJ7ZR0rc7nUliJoElHnaq+bzVWIQ/7ne7bebPlO1Od7tobxrQllTuf3TTWijKd96KnZYz/cMW5u/oik9ePm5o/9cIdgKUK+nM/nnN39Ultrc1tr89ndL50/ubG9q7u9q5tv936Sld/U0tnU0tnY4v5kS2iW4tL1+t9tGPNK1h+Onj9y9Ntj8enP/r+M355pqLCn/uJMQ4Xwwp76iyBlczpPHf5Cobv37h4szK5vagi1tk+ePFlXXn6y0K5WXXl5H1oKQgi5srUxZyS5svWuxyNYik6fr9PXXfL1BXd3d3peucbp6OWZGl2eshfWGvyVg516DWSc1aWar1e/FpKxO37FhYseornic/F1e6fvJ76L1o7dn53dyVwhz4hLq5661OVxWeM4i8Wi6rWNFltcJxG/cHuCw5GQ4khMTAgoMX7h9oTE3NzcFKalCHgI0Ur4X0hVya52rcZSVoeWdwx+P0hGK87qElYo0H5HXjmGCqlZgTzPD07ckZyaXdnq/e5mZ/MNd/PNzuab7uYbbuEZpfmme07qZ0MSd+heoc52rWFV+3I0k+v8L+hd4O8WvLm25FVBz6cm8jz/y2fW8jw/Lnnf32/dFjT2fc2vXfHfxvQtHKS25THKEFKxb3vBUpy+cM1+ut5+un5Qzqi3j34i6lRjtWgp7KfrBUshHHk5cabwQqk1E7nHF205XW8//dnL3NNv76V27V30S8au0rcff/rtvfX2vYt+yU1c6t/CvbyGlTklrYkP/VS0Tl+4ZipXUeZ0Xr9ar6NQLcV3DdWiQrIU4+bmE0JeS95BCBk3Nz8MS3Gx4nDxp//eULlPaJdLVaXFn/77te8qOz3dbZ2+lRvyK1u9P972/Hjbs3JDgTq5/vdS7HLtf3HLn6bunj5l99t/zHtDsBE93Xfsqb9od7fbU3/hdrfou4oyp/PC2fLmukvflJ5orrt04Wz5qcNfNDXUih+4LXM6OzuNfkzm5MmTVSdPniwsVKuq7z7xQQi503KxMWdkc3VlY85It8ft9rh7eoinu9vT011yqqarpzs9T+vczKnXoEOIFMwIYikYXU1QSyHlpu6qmFEK7uVF3Go39/KihHzS1uH7sbVr1sr9QojizXm7fmzt2pq741TO+6zLl1sKlzVOPKVydKPLIxwXx1rNaqjY4ic+4hduT8h1JOQ64hduX8ZxQnxCmPVgfuJDKjPVboz3jGoP3VJI74zfD3IzYVPcXFTlGCqkZgXyPD/kjex51tx51tyPrTnzrLkfW3M/Ts+dZ82dZ82Z53+RO+SNz1Q5aXgKzYtiWoqgl6OKHQVbpqS+wFW2PUPfHvdM0rhhSeMWf7WR5/lHntzA83zCG5vnFZUISngjSztLXnKFxmpbOEq6yBDaiHHbC5bCWX3V5rxkc16iLcWR2jOEEMFSCHsFSyG8vpw4U3ih0IZZT3Ojs23OSzbnccvj3Eurqb2rJ3CPL9zgvGRzZr/EPW3JvxQ47GlL/iVb/sLHuAkLmQlV0l+eqZNQIWf1VbO5ih+aa5kKY5Fm2JZiRNJ6wU+8lrxjRNL6MCzFafuSgqX/cq541Wn7ktP2JeeKVxUs/ZfT9iVd3u6OLt+iNQWLMgoWZxQsXlOwKCNkS8Hz/JmGirlFqQmbXn9lY6JgKdzuFjdvF0IUbncL/12hjqsoczqb6y4RQhqqzxNCmusuCZais7P95o3mMqfzYGF2Z2f7tasNRuotOlEKQgipmkOubOU4jlTNIVVzhEDFOevTvp6eklM13p6eZVm9sBTqoC416soioIxgLx0uV0eAWa9dVqt2UJW5lkLwE9xqN3/f9/1Nt1qfZuc7s99jXb7cUiiWEgRiMary0M/l0qIK48Wmv5dC8BCiEhJzRT+hYSn8yzJlLaJ8r652rcZS5hw8SqF5P/Aua1xcnFRH4vQHq3I0C2nQUrw8Z/+QKVuGTNkyeMoW8cXgyVuGTNkyZLL/7ctz9quzon2jcO6AKWBeFMtSaFyORnKd/wW9CxR4+JfSDfCLx7N4nt937Hz8n9b9bkLmb1/PnLu6iHF5DPdnrLZd1rg4iyWO/pcMlkr7thcsxQlXc8FXtQVf1Q7KGTXFniqIEJJ91j4oZ5Tz8t+FvZcTZ9a9MLbgq9rv7Icblv5V2CjXsTeHcI+9e0x4u+7dpznu9Y/9u7a9yIm7tr3IPf3mLjHJ02/uqi3YteAx/8HH3hzCvWhVZy6J/sio1haDOuFqNpur+L7xgkLhfY40ipaiaN2/+ZrXdbe5Lp2y3r9e3N1W4bueW7Tu37zd3V3e7mRrgfjNNMlp4VgKBfbUX7i/S3fzdlp83TL74p8zjy9zOr8pPSH4iYbq89+Unjh1+Isyp/O7K+dv3mimVV/396BVJ6ylOGm3q9WHayl+/La6MWckqZpzzvo0qZrTmDPyx2+rBUvR00NKvq7p6SGEEA1XYcRS8BpLz8T4v2I7NU4z1m4Fj1LY1FmyLlxWa6vdt9u8TS1upjI2f/5V1rusdKq1FIHixlks9DpIeXno+pHWgxgvtvrbMxMSchMSEhMScnNzU4J/eyY1v898z6p2rcZSZ6zR0MHvB6XHilP4E0aurEIasxQ0L8/ZP2TihsETNwyetIFpI/SuUzYAq7eyoxSsttZKrvO/EPwCf/4f0vafD84WX//s37NZhyvOIxv7DdS2ymoaSKV12wuW4lhF086Smp0lNYNyRhFCjtSe2VtZQgiZYk8dlDNK2LWzpKb5eEnD3MWXRk1oWPrX5uMl4nZBc0dxHMdxo7IYGzmO47hHZxwJbM/6PffUlB3C6yNTBj81ZUfNzh3zH+X+NLekZmdJzScznuI4jhs8/xP5KUSJ32oVdKMRHatoMpurCM8NRCSTiEx8HPrkX7vvne3my/JXDT+6dUT3nRO+63mHPvnX7u4en69n5rJC8auuZi6LgKXgeX7vRz931813t2RJqpu/9yOjlkKc72io++aH7+tENdR9Y8RSROF7KQQ/QarmLFs2XVhO0ZgzsqeHNOaMJISUnLog5qMdq4gZtHre+lO7rRv366h088x+LiqNjqXQB1/ILcBs95fn7B8yMXPIhHX+vxPWDZmQOXhC5pAJmUMmZBryFqZhoP7Ax5flV7YWVW8tqh6UM2rp0a3CXZ3h2DO6cMGgnFHCroGtQ6frzekqevmF3GFkEpHlmQfSHum+d+5a9ab5U/5p/pR/ula9yXc950DaI909Pd09PdMWF1a2et2ebren5+3Fherk4f0S6Y7ZPxPkrlvmrrLsmP0zrSPVEx9iFQkLMwt3bGq8XHmx+pTBiY8ofHumYCNI1ZzMdIswAyLEJyZOT1coPZNRxbGF5rdnOg9+mfkXHV1wRvMXpNSWAr9EGhIDb8RVMPAuULAUh07Xi5ZidOGCDMceQsjowgUPjqXYWlS9v+yyqX5gLFo/G6b1IdKQsKU+wteu9f2wre7ErLoTs3w/bGu/nG5LfWT/8fNZe88u3XDszfmFotTJe/Pj5tum/8xdZdk2XdNP8KrlmZddlYpaKnM6DfqJSBH6WoqqOXmZE89ZnxZFrmztt+L2MzHa88Zosc3DgK/AgXeBgqXYX3ZZtBRqRX2w7zftddTtddSZx1XELsLyTIVO2zW++U1FLy2Fvp/gDfysef//0Hk4HyJ9cIjRC4/RYpuHAV+BA+8CBUux11EX9eHcPNpTetFU4YoHkN5YihgFlkKPGL3wGC22eRjwFTjwLlCwFHtKL0Z9IDeVdhy7sOPYhbwA8Bagr4Gl0CNGLzxGi20eBnwFDrwLFCzFjmMXoj6Km1Dbi88LgrcAfY1RSwEAACZne/H5qI/fMaFoNxQYsBi1FFH/H4AgCIIgyMyCpYAgCIIgKAIKzVL0zeQLAAAAAGIeWAoAAAAARABYCgAAAABEgF5bClfaMG5YmtbvKOvttVl0EuoQWjpX2jDt36160Ai3ygEAAICghGop/CO0n2FpLnNbClfasAi5CfEXEJnnZu2VfjPRNMM4LAUAAIA+IxxLEaEn/v6wFNSxvSk55YxsFlXIg7nXZhELyUgSJWApAAAA9BmwFAaQJVXlo7831BL3KaYpCAAAgIFHry2FtMFm4YalpVlksX7qcGrKhHE8lSlzwkDaqDmTwDoBAyqeIM9MKKvNos7fZqGvWTku6+/lNaMUqvIGv/bARvrK6LSq+teuOtbZAQAAgPDp1VqKYWkuuaUIDE/iVIC4l/H0zjpeNiKLaWRjss3CtBSuNAtjokEjSsE8i3BpGmO/tmnQ3yvkGjxTzVKpL1e+hZ5qYdcnq+oiGGwCAAAAeJ6PfJRCGhHllsL/rEwPjqzjVYGFYWku5SitHb1XP3mzLQXzLDrDbLhRClfaMO21maoKMXLtjNPT5oNVn7WhsnsAABXASURBVOyqUzcHAAAA0Cv6zVJIR3PsgARrCBQwYino0VtuHtiWghnn0LEU0vGqwzT2GluUSVWIkWtnbAlUXWiWQnV2AAAAoHf0l6VwpaXZFAlYxysD9erRWePJX+Edgk98qM+iMxnAsiPS5ILWXl1Dwa4Q/Wu3pQUiObKJDynwoF+fVNUxzg4AAAD0iv6LUkhxfUasQBwCNdYN0isU0zRjDP4jLBZmPMJ/hDTkK86iO7hKx9OHq8tMmxYZ6pxVFaJx7erMdZZnqutTo+oYZwcAAAB6Ab6QGwAAAAARAJYCAAAAABEAlgIAAAAAEQCWAgAAAAARAJYCAAAAABEgNEuRBwAAAADAAlEKAAAAAEQAWAoAAAAARABYCgAAAABEAFgKAAAAAEQAWAoAAAAARABYCgAAAABEAFgKAAAAAEQAWAoAAAAARABYCgAAAABEAFgKAAAIjf79QkIAYgZYCgAACI28vLxERyIEQQrBUgAAQGjAUkAQU7AUAAAQGrAUEMQULAUAsY8rbRg3LM3F87zNwlls0S7OgAeWAoKYiqylcKUN4ySELq4/sVkC546zKs7tssYJXa3OMQOIcw8/qpbqKHl7mWgoEhtpILfRQ0/NVkt1lLH/KRNZigei7WApIIipyFsKsT+zWfp5kLJZxE5MdW6XNS7O6tI/ZiBx7uFHW2Z93JqxufGRJ1szNrfM+ljLUpivClzWuMBwNKDb6KGnZo/9cMe4ufkjktaPm5s/9sMdWpYilCqIrqV4UNoOlgKCmOpDSxHVzs1mkT0kKd7qbBwgnHv40daMzYSQluTFhJDWjM0xYynEeJLqzQDjoadmj5ubTwh5LXkHIWTc3PyYtxQPTNvBUkAQU31nKaRQrGqz8Npm4YalpVkUAV0qzmuxybMJAcUTkpajGLA9Hn/u4UcbH3lS8BMtyYsbH3nSsKUQNtos/lZRvOXpqSOqApWHhd+O8jFxAPu+h56aPSJpveAnXkveMSJpvVFLoaxcxb+VWOHqfzq91ozA/+AD03awFBDEVN+tpaD6IE1LwVEdnTgQyfvPMCyFyxonNwuMBzfVMQMM45ZCZQ+EjTKvQL21WeimlWyZ/LBetKPi2XYAD0vGLYX8n8qVZklTTt6FYinkrSkzEhYb2s4QsBQQxFRfRSlkIQCdKIXUnYmLy3QWoQXHZY1TrgtTxV8Zxww4ejHxodiomsySNY64V5GqF+34wDzp9mbigxVIMB6lCORCx5sky4K2Cw4sBQQx1XcTH5SpCMFSSAeF0akxpzLUT04DOToRoBfLM0O1FMJ7zaxCbkfZQDSQ5+PDXJ7pShvGqaYUw7YUmo2DttMDlgKCmOrD5ZlSuFSxrELHUrjS0hS9oPGJD3YPJt86kHs5GcY/RBqapVBPfDDWy/SuHelGGsDPuaF8iFTWRtT/jfTfxLYU6n86RmtSsyD+hGi7oMBSQBBTffmJD0WPJ0RWLRb9KIUUi1UsswiKKoprsfHih0f1jnlwUXwvBTPeoLYdOsszWQeF2o68f2oK7cPzvNbSBuV/k9pSsP/p2DEPRV2j7YICSwFBTA3wb88c0E9KAIDoAEsBQUwNbEsBRwEAiDywFBDE1MC2FAAAEHlgKSCIKVgKAAAIDXW3CQAghMBSAAAAACACwFIAAAAAIALAUgAAAAAgAsBSAAAAACACwFIAAAAAIALAUgAAAAAgAsBSAAAAACACwFIAAAAAIALAUgAAAAAgAsBSAAAAACACwFIAAAAAIALAUgAAAAAgAsBSAAAAACACwFIAAAAAIALAUgAAAAAgAsBSAAAAACACwFIAAAAAIAKEZinyAADANESp2wQAsAnNUqgPNs5jeZchCIIMykivEqVuEwDApl8tRUVLBwRBUFDBUgAQi0TBUhRlPqulqHdkEASZQb20FP/3jc+Cqs87VwAePKJjKbo8PrVgKSAIEtRLSzEh4/iENccmrDn2eoZfE0St8f/tVcfpssZxcVYXz/M2C2ex9SovAAYOUbAU9rXPdXl8Hx75pOHWddpSlNvnR75vKl/9BDc8uTz6XWTkZB/PTVvfP+fKn8Y9s/pg9C8ZkmsA3tVK9dJSuBpvBpVWUmscJyHYBvZRkbcUNgunBHYFxBRRsBS2jOfdXX5L4e7yibp4dqeBvsY+XtGZlq9+QmfYY3W+66eq/m+n2sPq+L5NfobOpX9GeuOWwj4+ULLx+WGdq3eWInL1TF+LsjUPrhj+xIpv9Qow1a5sKZP4JKl6I3BX69SbUD/+2tDI9uCK4YHW0axq7b3GN+rdLXQ7Rm8thcsaF9I43hdRCkQ+QKwSBUuxZ9UL9zu9Mw6nNty63nDr+v1ObyirK0LsfCV9m/yMYmQN73GfzkedZz/IYLHt4zm6nEKSEAscjqXoq3r2jzf50yTrVr76CY7jOE7HUjBbav3U3pibyClsS6FX2zIdXDFcVj9aDSqdTqOqqdOp9hrfGPRapEqI3loKWAoAwqdPLIXD4UhPT9eyFCW2xfc6vGnFWVNtC6baFtzr8FYcnm94dQUshbFis6slNi1F+eonpBzE7f5BS/F0S0vLUlTkT3sgLEX56ie4aeOnBrcUUkWxq1qWoXKv8Y1GKiTQLtFbS8GyFNRkiH+XdFRg+KfTSa+FVzaLNIciTW5oTaqoLIUqE3V52DkbORcAkSTyluLEiRNDhgx57LHHtCzFN2V77nf69p4/er/TJ+hS+Q6vr1u9usK+9jlVv6PT+drHc8OTV0zj6CdXf9cmTQFQXap6qJMOE3th4TkvMK+hyIfRVx5cMVx8JpOehgPP05wUObCP54Yn5/u3j88XHuboUwuZqycv6GIzCkxfi2popwpPd/qyAYA6TFldinOpK7xv6lnuABQeInRLQT1AsyuBdSOxNzKvhWo4fz1rRP4NWYpQ72ql21gf3FJQ4QHdqmbvNb5Rfl55iyuu2ixrKeKsLp53WS2BAdlm4ZQGIriloMZ9m0Ua3HXCIQxLQWXCKg9vsyh9g8FzARBJImwpBD8xceJEHUsxKGeUWh5vt3p1hS3j+RAtBT2ED08up8eJoE/PdM7Mhy324CQR6EOlXlUMJk8N9ONSEDgw5LQEzIRUcqnAUm8rS0iNfOXqUlEDAN1fKw7THE3lEwSMMU/MhFXhfVDP1DR/ryxFAOr+0a4E1XVpbVRXi7zhImApQrqrqbabalfWD9tSSA2kX9XMvcY3yk7KaHFZScy2lkIZFwgtShHIRbX8UiN4wIxS6JaH9g+hnQuASBJJSyH6iUmTJulbirePfiLqVGP1oJxRnV0+enWF8HfPqhdCtBR0/x6ipQgECUSox276jEYmPtSp1M9kdGmZrxWZ0wP5tPWaBVYWxn9ef/8ezFIohhzxrWblqCq8L+o5olEK2UIKnSiF8rpYG9nXEkqc32CUIoS7WpGzAUtBT7L0X5SC8T9Cx0tMtJbCZY0Tx2NxZ9iWwtDArmspmOVhWgqYCNDvRMxS0H7CuKU4UnuGEDIoZ1RHl2/c5nfF1RXjNr97r8Obk/aiqiNW9aHsfjksS6E5ey08d6qHTGOWonz1E8qQdUdkLIXRhQ5i7KEXloL9dBuWpQi1nmVJlPmHPvFBRWJ6byl6sWCFepSP4F0tVqOcIO1IBcO0q5q91/jGIC0uK4mJ1lJQY7PLGqcbpaAGeqaloCYqeJ63WbTmInQtBbM8spxtVqvL8LkAiCQRsxTp6emPUaSlpelYiin2VEGEkOyz9kE5o+53+sbumnWnzXunzXvnvkf4u2XFy+yOWD7xL5vtDqHzVQfk6Zj/tPUtHRXlq5OVY1JwSyHFflX9OFV4Q5ZCfNSTJ2ROUvgLLMXGpcdElk2hAvLyzOWTBVT4XXmu8CxFL+tZNSiGsTxTahrNSjBmKdjVIq8BzYkPaklHJO9q9t3I8gR0i7Bm0MSDmbNa9Lye0Y2UGC0uc3jRXUshH36lSYY4i0UzSkEdJx2mEfMQ0B7k9Sc+WOWRbVZvwUIK0E9E4UOkg3JGEUKO1J7ZW1lCCJliTx2UM+peh+/Fz6ZVXq2vvFr/0z2P8Hd9yitavSQr2q/f+QamAHSWDTIWUVLnko3u0vJMiuHJ5fT6A9ETSIc9MXVaaFGKqWJonR5vlJ+i5Dgto6C8HLoSxAOoUtHB/OHJK6jBQGuFqXKU7Yt6ppMoJ+DD+cQHZddYlWDcUjCvJbiloL4wI+J3dRiWgq4oVlXTl8BsCOMbmdcr1kPkPvEBAIgK0bEUS49uFTZmOPaMLlwwKGcU3+4bumLMb7dM+e2WKTd4z9AVY27wntWLRjJ7yQdDUfmE6oCSbKSEWox8L0UUFcnvpQAARIXoWIrRhQsyHHsIIaMLFwiW4nab91prl6Drt/1/Uxf8Ifq9cDR7WIyIvRIzGPDAyvC3Z0ateOb49kwAQPhEx1Ko5SjZuytn5aK5Y2mlzBsT9Y44eoKlgB5cwVIAEItEwVJAEATpC5YCgFgElgKCINMJlgKAWKRfLQUEQZBBwVIAEHP0n6UAAIDIEqVuEwDABpYCABCr0H0UACDqxKSlKMp8NqiiXUYAQJ8j9lHRLggAgBBCYtVS0L+BrhYsBQAPArAUAJiKmLQU9nXPubt86h9DF2Vf91y0ywgA6HNgKQAwFTFpKfZlPN/R5ZtVZG24db2jy6fWvozn++bM9Znx4u8wJBWHkLA4KaxkjBI4SznbNUIIIdeSUg5wKQe4lNLMW+oDmXuNb9S+EtuBeOe9Xl0DABEClgIAUxGTlqJg9QttHT7LgSUNt67TauvwCX8LVr+gSlSfGR/qcC5PUp8ZLzMExUnxmfWG0hYnSQnrM+N7YSpu1cZvqq0nhJB7mZsCQ/vFc1zKOXmezL3GN+pzL3OTIfMBQF8DSwGAqYhJS1FSOO9uu3f8Z7OmfD4/cd+iaQeW/vnQ8umHU4WNd9u9O9NfVCXqpaUINTl1fH1mvJ75CIFi24Gki4QQQm7VxkvD/73MTYHtRHuv8Y1BuXguECkBIJrAUgBgKmLSUlR89dmdNu+43e/fafMytf2vL8lTSPMOnH90l7aIwz01q5FUrEgSxBYoclOcjo5S6KSSxUFYaajwgHxQV05GMPca3yin3lnK+WdGAuZDCpYAEE1gKQAwFbFkKZi/N1Z5tV5U6z2P8HfLipdVqRUzETIjkVTMDENQm5Qp6HURrNwU2fnNA50/M1VgK71T4lpSYFCnVlQQorICzL3GN8rOKQtjMEoCQBSBpQDAVMSYpXj76CeiTjVWD8oZ9V/b3xmdO/NPOz94Y/e8W3c9z66bfOuuZ33KK6rUcn8ghwot0CO5hqXwU5wk7GTnpuFQaB/CSEVYxQhAxwb6L0ohLN5ULJ7AcgpgCmApADAVsWopjtSeEbbc4D1qZSwZqUqt7w9kh9ETEazAhrglYCkYuWmtvQhMaGiWQdtS0LGBi+c4aepBtQaCudf4Rgb3MjfRxgJRCmAKYCkAMBUxZimm2FMFEUKyz9oVEx8/3vEIf60L/6BKrfURDFKc5J+pyFSuxJTZgvrMePlIH7AUzNwUyzNlUyBCJsxU/t31mfEaEx/ioE4N/6ItuFUb7z+AtTeEjRS3ajMvqs7Ing0BoL+BpQDAVMSYpSCEHKk9s7eyhBAyxZ46KGfUf3466aVNb72WNXPS1g+ut3p+bR19vdWT+vFodXL/vAO1ElLxRRHq746QJZGnkkUSWLnRadlfZ6FKVZwkZqr8xKq/hDYqinCrNl69alL0HOq9IW2Un9S/PFOcIsEnPoA5gKUAwFTEmKVYenSr8DrDsWd04YJBOaOutXaptfSjMdEtal9hio9aYCEFMAuwFACYihizFKMLF2Q49hBCRhcuECzFsS935m5LWTR3rELRLWrfofiMRv+Db88E5gGWAgBTEWOWQq3oFgkAEEVgKQAwFbFkKQAAgAaWAgBTAUsBAIhVYCkAMBWwFACAWAWWAgBTAUsBAIhVYCkAMBWwFACAWAWWAgBTEZOWoijz2aCKdhkBAH0OLAUApiJWLUWXx6cjWAoAHgRgKQAwFTFpKezrnnN3+T488knDrevuLp9a9nXPRbuMAIA+B5YCAFMRk5ZiX8bzHV2+WUXWhlvXO7p8au3LeL5vzsz+sY4Q0oaaSCc76Ws0hd8fV/8EOdHea3yjJvgaTRB1YCkAMBUxaSkKVr/Q1uGzHFjScOs6rbYOn/C3YPULqkRavzaugzyJ0hIUJ2n+QjrrdPWZ8fHxIRdBC+nHPu5lbgoM7RfPqX76i7nX+EZ98GMfIMrAUgBgKmLSUpQUzrvb7h3/2awpn89P3Ldo2oGlfz60fPrhVGHj3XbvzvQXVYl6aSlCTa48vj4zPj6zXvxB9F4i/SSp7HfGqd8fJ9p7jW8MCn6SFEQVWAoATEVMWoqKrz670+Ydt/v9O21eprb/9SV5Cul3ywO/Hi5tYf10eVKxIongCDRLpMhNfbpA+uIkTpaPeGR8Zia9i1E8Cio8IB/UlZMRzL3GN8qpd5Zy6p9Tj/4vo4IHF1gKAExFLFkK5s+GVV6tF9V6zyP83bLiZVVqOmxAD+yB7YwwBLVJmYJeTsHKTZGddAh9cHESJ4uCsI5hRkeuJQUGdcUPkyqsAHOv8Y2yc8rCGIySAND/wFIAYCpizFK8ffQTUacaqwfljPqv7e+Mzp35p50fvLF73q27nmfXTb5117M+5RVVark/kEOFFuiggIal8BOYxGDnJrMCCh/BcA70W3aGFHRsoP+iFMLiTcXiCSynANEElgIAUxGrluJI7Rlhyw3eo1bGkpGq1Pr+QHZYYBDXCmyIWwKWgpGbIq0CVkLaUuhNshBZbODiOU6aelCtgWDuNb6Rwb3MTbSxQJQCRBNYCgBMRYxZiin2VEGEkOyzdsXEx493PMJf68I/qFIrx3gqhOCfqchUrsSURRromYlAJuLEhyo3ZVCEnrsQ3+tMfKgzpLmWJA3q1PAv2oJbtfH+A1h7Q9hIcas286LqjOzZEAD6CVgKAExFjFkKQsiR2jN7K0sIIVPsqYNyRv3np5Ne2vTWa1kzJ2394Hqr59fW0ddbPakfj1Yn9y+BkAIQyu+XkIIJsnGevYBTNh/Byk1Mm5mk/DoKyTJICeXLM1kZynKwUVGEW7Xx6lWToudQ7w1po/yk/uWZ4hQJPvEBogosBQCmIsYsxdKjW4XXGY49owsXDMoZda21S62lH42JblHDIfh8B4UpPmqBhRQgysBSAGAqYsxSjC5ckOHYQwgZXbhAsBTHvtyZuy1l0dyxCkW3qMaoz4yXhUiMOwqi+jRH/4NvzwRRB5YCAFMRY5ZCregWqbdQExwh+QkAAIGlAMBkxJKlAAAAGlgKAEwFLAUAIFaBpQDAVMBSAABiFVgKAEwFLAUAIFaBpQDAVMBSAABiFVgKAEwFLAUAIFaBpQDAVMBSAABiFVgKAEwFLAUAIFaBpQDAVPx/XmV+gVufCz8AAAAASUVORK5CYII=" 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StudentTest02类测试结果:
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" 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AllTest类测试结果:
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*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" 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二:在cmd命令行下单元测试