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OOAD2019Spring_C3
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Team07.C17003
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17180600327李婕羚Strategy
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#ISZ85
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创建于
2019-03-08 11:03
report
hw3
hw2
hw1
[report](https://gitee.com/OOAD2019Spring_C3/Team07.C17003/raw/master/17180600327%E6%9D%8E%E5%A9%95%E7%BE%9A/strategy/report/report.doc) [hw3](https://gitee.com/OOAD2019Spring_C3/Team07.C17003/raw/master/17180600327%E6%9D%8E%E5%A9%95%E7%BE%9A/strategy/homework/hw3/pro3.rar) [hw2](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAvgAAAHYCAMAAAAPuGx6AAAAAXNSR0IArs4c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%0AAgH4IBCADwIB+CAQgA8CfQf8/wODmnrXkW+DugAAAABJRU5ErkJggg==) [hw1](https://gitee.com/OOAD2019Spring_C3/Team07.C17003/raw/master/17180600327%E6%9D%8E%E5%A9%95%E7%BE%9A/strategy/homework/hw1/pro1.rar)
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描述
原值
[
hw3](https://gitee.com/OOAD2019Spring_C3/Team07.C17003/blob/master/17
1
806
0
0327%E6%9D%8E%
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5%A9%
9
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hw3/pro3.rar)
[hw
2](h
t
tps:
/
/git
e
e.com/
O
OAD2019Spring_C3/Team07.C17
0
03/blob/master/
1
718
0
600327%E6%9D%8
E
%E5%A
9
%95%E7%BE%9A/strategy/homework/hw2/%E7%B1%BB%E5%9B%BE2.png)
[hw
1
](
ht
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ps://
g
itee.com/OOAD2019Sprin
g
_C3/Team07.C17003/blob/master/17180600327%E6%9D%8E
%
E5%A9%95%E7%BE%9A/strategy/homework/hw1/pro1.rar)
新值
[
report](https://gitee.com/OOAD2019Spring_C3/Team07.C17003/raw/master/
1
718
0
600327%E6%9D%8
E
%E5%A
9
%95%E7%BE%9A/strategy/r
e
p
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t
/
report.doc)
[hw
3(ht
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ps:/
/
gite
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.com/O
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AD2019Spring_C3/Team07.C170
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3/raw/master/17
1
806
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5%A9%
9
5%E7%BE%9A/strategy/homework/hw3/pro3.rar)
[hw
2
](
da
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g
oAAAANSUhEUgAAAvgAAAHYCAMAAAAPuGx6AAAAAXNSR0IArs4c
%
0A6QAAAGZQTFRF///N8/PCcXFaISEcEhIP4uK1MDAo////AAAA+/vJtraSZ2dS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%0AAgH4IBCADwIB+CAQgA8CfQf8/wODmnrXkW+DugAAAABJRU5ErkJggg==)
[hw1](https://gitee.com/OOAD2019Spring_C3/Team07.C17003/raw/master/17180600327%E6%9D%8E%E5%A9%95%E7%BE%9A/strategy/homework/hw1/pro1.rar)
李婕羚
修改了
描述
原值
[report](https://gitee.com/OOAD2019Spring_C3/Team07.C17003/raw/master/17180600327%E6%9D%8E%E5%A9%95%E7%BE%9A/strategy/report/report.doc)
[hw3
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ps:/
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gite
e
.com/O
O
AD2019Spring_C3/Team07.C170
0
3/raw/master/1718060
0
327%E6%9D%8E%E5%A9%95%E7%BE%9A/strategy/homework/hw3/pro3.rar)
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q8%0AAj9RKnzGqYJ/bvdNxThWuziD3zjqFbmM+y8V50j11SegXrcokkyMeTSDLzxj%0A0/up8H80gAWT1AD8C/hpxQSiIqrvgt+8A21vwOdW0rfgl3HZOoNPbDZUqDw6%0A7qcKPmV8HHNCAD6AfweuThirq0uomJH5HvjV5N+Ab5kO6A349Sb0BXw0OZ1Q%0A6q1nOhou68PFk8fvzf8C8EH/HPzKbw1QtSE/Ar9kXsHvXQtZVQVfFcXLG/Bf%0A+fhujm6ZqD7UhITpLZfIZIWQj++uqgzgg/4J+MLU8DOdvXxjsc4GvQaf3YIf%0ANJ+DW9le1cBHPjPzA/Cx5K46PtRLXDoaBqmlsC5LiXuLfgH80x+sJwXgg34O%0AvtWZmwZpqcadCjbK8gK+X8BXXJ3BT1reuDqqE6rlbb4HfnV1is1KUI9bBjD0%0ADXw5ulxlfg7+aX2AdXVAf9XVKXb0lFKUW57mDP7Mcj0msZnBp8hy9Q34FHHN%0AfwR+F+TIULA5UJSG6uoIxVm9qfhpcHs6rve74c/W1Qnk8+QB/C8EfoVSToKw%0A0YoX8En1fIRITvolnWkcDt+A36r4xh+CT/3IJ8EGVSY+qhrcFoc9MdH8xMc/%0Arfc67lZ/BP7qkwuHAfyvk86shjjXONT6l3Rmhzxux3ASaTXWjSwn1ILbeUAW%0ATwv4QrpvwCfnCqUF/OoNOUvIEjonLuvh+pOyDT+0+MfDXu+2h/2fgT8Y9nmC%0A1ZK/VFaHtsFLq8JszRMj53LrdmwSlNgazs7DmR1VcpYJSM2Px2RYA1/MZ5fA%0AYdmifh7IpUQlQYNpQ6OE1UiatGHS8ANX51SxbytKHY6HAZYQBP1V8O9nkloL%0Aabe7zdzmFsAHPQ3462kz7g5LNgfABz0L+DsdW1vPE4APeirwx80VewAf9DTg%0AD+Nu/7Jq4GHQNcpd/J4W8G42SyvN9X67+e4JB+CDvh74u91uf234dhhcznoZ%0Avj1s2oDv5sx32/7OiR7AB33B4PawdZXoxds5wMgt6InSmRu32x//A/gwcgv6%0AeuAv41e7Tev5+Yfgf+rIrQKL/7XAD8Zaex6y9eeyUpGUtSbQjqppWWOVdV0y%0A5Dp8K9C8ZdV061ZTIpfjL4XmYvp50/PLlIXjYbvbbWHkFvTXwafF8hoi8rkS%0ABanezZN2DG5xY6WXLlPTEsa0zeS5TNixRFym7vjb200rt1xRXiaAxl8Gv1Jx%0AqOTv/3CuDoAP+lXwCa6MopB1m53v5Ti0qfg08oSEzPYt+K/qD1GbnpPlQvW5%0A7HApYqGEZ1WvEe3oDD5FbedXVlk4nfY6agAf9FfBp9PQ5t7TSc5TjTmP0p+p%0ApkRz9BPwacJ6AT/L8AJ+R422KOXR4VaSUsEvyvWZoV9aXuS43gP4oL8LvjDD%0A7MSjUl0dKjVTmbX1tLNNBHn/6xZ/WqZdni2+wNn6KJXluDTwkdXWYMl+CfxW%0AgbWFCizQ3wS/2PFlgnzAUoSoRPPxNcc14q3gz5W2Ol7Afym8XU7gRL/x8XU9%0AjLNkyjFRVD+FCr7nvKCJS/pL4Df0jwA+6OPBRz6xFF6DTyuTKnPGHJ/mKfU8%0ARm6qqzPHsM7dBLfa0Dm4HftvS2gr+GN048AnL3lp61UZX8E3ut7ZxIx+Efw/%0AEoAP+hn4BPeDs21D9XMahxLSUd63cRinaiTawtEKavihqyPMq+TNFXyGihqN%0A8FiSVp9lpgq+cvMQjyYAPoD/meBTQcicZEFpmDP3hWNEnC2EeM2J0c3RR1In%0A9CPwq+v+bSfAGXxaZDRe6lcWn9s2qi8ogA/g30dWp2RtCCo4K2FaXDtHuKFV%0A1iKvdfhJcFtfZ+gb8DsaMjdmNMTLxccPnAfkrbob8CkF8J87j4/SvFyyVqHk%0AZTDKaIksxzVCxeptOjOeC2/P6Uyj87JovEnidTpTZZw0llhbMmd1VL0hxuZu%0AwGe+OmTvOV7eE2HIj1+MvFp+kEgMwP+i4Feopc5alY4so7edV7YjhufY9ime%0Ao1evqrE2NqDzIvp4QssJoviSx5Rq9vbpeW39YmWYZK7cU2EknW/Iv7/K9r8G%0An2Yr/DutnqvzpgrhP+xnW3ln594oAWMA/8uCfzeT1D4cfPoSU7SB47a3jCBT%0A4aSg4jKgPH9HbYN6bDqk7HS5wTwejeZFIxCaL1+uXl7qAXwA/w7BJ+N04V7l%0AZYlyYeIYbcjDkE30513RFjzUo1NEYOvbkPU5GCFudoesTF031Qgl8dHhUj/D%0AsmgrxY08A/gA/v2BX4bzmuRoitZYXb0yE6WSXKUxMzNOiEVbdy0KfJQGV99u%0AbO4Y5bKcA6C51YXBttFvQsbKahyIckLYbA13AD6Af2fgEyPxStfQoxpvFFpP%0AH+x8DbS98Iah6uqwsSWc6q50JPDoEePY9/MiWVLerOJfMEf1YZiMM4KokZUK%0A/oQ5QSoC+AD+nYEfZHSrMeJlfC5MTPFxmuQSltIF/CRlddxN7z3mLVTVrJ+J%0At9jcxApWh5JtkDUcpqU3oYJvsKoxP/j4AP49uzq04LEf3Zn0F/AZbjlZNqaZ%0A4ICzWaICdQt+9XVUPRRwm4FKRuUr+PMlRQL4AP4dg1+dchO8esfi44vFn8HX%0AaQG/+vO3yf0a+1p/sfhqsfgWLD6Af5/go0s+PkiXBMvjRKybhFcKRVkq+KXt%0ATrj6+Av4PFx8/OmbydtjjXrrV0WCXXx8j3UQFnz8rwx+UmlJWp+bvr7ampdC%0Avu62Vriz2hR+o5buKfNiycizcnP2xT9W8zH1chAFJf7xABYxEVup+4Tm4WRs%0AKM+2ZXXaLucKncHHxLVBPMQtOWdBp2U8OlU3idLShp+1LC2rg1R7KYD/hcEX%0AeNTLet88Lm3ghLlszYvfX3db8/O+NXYzrUHo2GbXIztI0h4QzV6dfT2GtPSM%0AOweZZ/Pp/zH4lLRBZJY9FYlnXh88wzGrjotg8y4lrfN6/SLqY1sjYX7O44tz%0AU7wu2JbgpF7mbAudR26LqttSAfhfFvyJj660Dia9bJ2YI3vZWpoCvew2LyAv%0AvSNY7tskY2RXYxsXUvpy9sw3OtfgXiq1oqTngc8Z/LkpEHq/5vZYtV7/fvu3%0AD5idWaNgQyv9HiapPT74reehFXOrZ0RRGBW6btEZ/JfdF/AJx5kb2iy+lf4d%0A8C1f8ojnyWys1eYG68ZsSgNfsDhmhd6Cfzoe2jL52e2PnwB+9cyUL9/pQg3g%0APxL4re+bkTE0i8+VFzSVV1uLxR/1efcKfj2mDOYN/L4aSfEW/HD2jq+1ubha%0A0lZ4y6tz7esHhlQSX6cpV/D368N+v93s9G632W5z3n+Gxe+6UgSaBExLfnjw%0AW8tlwvrmrlhe47WK+Kutxce/7l7Br+7KVGwsFNmxhq/sLfgvPn6UtgaWnNEJ%0A41LDSV3BX0ZQ5bUUsa2Pv20LIbe1kPf7wz5uf9/nh0IU0M/ARyGlaZ6PUr1v%0Am1Rvq8lHTGrn8ERftmbwX3av4AfpVJKjEg18Ym34Afi9c+PQanPnwU6Koxp9%0AwpElhsfL9EmzGvrcul8tC4AfD+MfNLoF8EE/A5/wfhjt7JIs1bCx9aClrWFb%0AL8nL1rnj7WX3Cj6bX9Xn0MDvjFQ/AH+pzSWXiQAy2tGzOK/vOl4WGjRDfO3U%0Ar7cR1tUB/QXwqSCFiKXmlpUSJqeCyuXs8l+3fAO/vOxewEfKhfoqMyTRwG9g%0A/wj8c23ujcXn9QaFvPj4Q9ztr7/sQUNnc9Bf9fGLdWGhOrHq7wgxORuuW7PF%0AFy+7F/C9bJn/FuGGBj712MUfgH+uzfWt8Nbkq48flHzl49e49nCOZ9f7eIB1%0AdUB/E/ykZwemk1oVPBfacoZetmZX52X3Ar5aRngI56yB32Ldb8FPy9APfVWb%0AKxSXkmM1Z3XaCCq3r7I6bYnw8zJSh11cnwB80N8EHy856yQNLVbP7cy7eSu2%0ALaLZ6902cbG1JjfLCA8ymBk+PwJ49oM6JS91rOctivi5NlcHVJSOnJHESxsy%0AjdqS13n84z5vZ95P26hbmHv6ffBZ+jxBZ/MvNoB1N5PU1vsll3PcuN3odtPx%0At8H/bAH4AP4fgH9ab3Ubtjpstuv1frP9XZMP4IO+JPj/Ox52rYfhZtMegsMc%0A356Ov47/Yf/ZOgD4AP4fzcefKvlr/WqN8ONhuz/8SaR7xwLwAfxvwT/ud5u9%0A3r+C5JD15sHQB/AB/DezM9f7fty89hhOx8PGuV8azzquP1tHAB/A/zPwa4Db%0A305Irl7+4fBL41nb/rMFwe1dgt/nu5W7zsevTv0bv+Z0PPc7P6whqwP6bfBH%0AfLeKryqwvuswnPbbH0a6m9XAP/E9cAAfXJ2/ssrC6bDRNdJdfx98mLIAekDw%0AGzPT7nXOB8AHPQf4p+MPUicAPuhRwb/qsN2+8fYBfNATgN+Kc2+znAA+6OHB%0AP633m6z3N0YfwAc9PPgzQPtlqOt0OgH4oOcB/zyudVyfx7UAfNB/BJ9+CfDP%0AOh52uznSBfBB/w18oQTy7J0TaCqipJ88FiIta2xTwsK/Ab+tRLU9HH8RfDEZ%0ApUxbLY348s0DLxR7r8etCJ4C+I8Pfug9MfidD4KCGWGY/BgCYtX5KcnmX4A/%0Ae/ubGuj+GviUYVfFGaXmm/4PHfVDTu+8JEmLAPxHAf+lqz1ta0a13fPGtEro%0AZXf+Pm8IFkMX7KVGnC53uLyyO1/dLftI/DvwF3//l8CnKDqLBO81Em5U7a1d%0Af32KFvBfDi4bAvdYUAD/QcA3+WrhbRxdWxWhbWjG4qq3il92EQqYZ5cT8lKJ%0ADqXx/LnP5lWFCVahQ0ZOxNSL6gVF2rZ6g4vS/TvwW2rn18APrq+fWSQQoofV%0AiEPmiRLNE5q4y3JVwadT++UJkVG2d0Q72a96HQD8BwFfjVeXPiuFte3acsaK%0AS2NXktlIl11skHfZ2ownEwOq5My9YKsKa06PsDx1hMtk2gLI3NLAMSWc11eM%0A/xD8X83qUOKGkZv6myMz9jwFFw0t9UvIDltdwachZymdTHyICrvs6ZSHzASA%0A/wDg06Js7q2d18oRrAazRuvOc1wQM5NftaWQ6bKbsfBja2ocjXKt20OJ9rX1%0AQ76SUx+GZGMQE46igo9YVCRgd4fgd1SOqyHKJChyTtEL+MoMOgVZXR1hBuxT%0AHA0fMkl5VAjhXoKP/xDgo5RdPzi3IIyCTzbnZXHLFuIt4M8dLSnWxTvV+LbW%0ALeunSX/rNNuS+onJ1vNEjaU+L0LWTwGU4j2C3wU5Dqu2fLN4Db6VgyUoVfAD%0Arh94Jq+srrgT3lsA/0FdHZryMIxjvrR3vYB/Xt1Y+2rTG/jS5mXVNHzbE1BK%0ApXIwc5sH46YK/nwJ8vkuwe+qNz+sVvXz6Qp+/WLxqiVxK/heL+VUsn4ktigY%0AwH9U8L2s/9sMv2Px2+rGXIcz+LYee2vxa5CLNVeC4cXih3u3+PUziiTdO/MC%0Avq/g22bxWbP4fGWnUMUB/IcEP1yGqBjXQqiYu8B5QUklv2LhxsdfwFcXH1/d%0AjvsQPNaoN7QFkC8+for2Tn186qWdkJCjm1Bsa/e70QrbR1WZZx7X4Jao6uN7%0AWYPbC/hUQjrzgcC/ystq73CMFCkuLZYs9NjIOasj7ZzVWcA3Jvo5q3POcART%0AlkS+HTNqfRDri7maszoCcynzfYKvI7ZWRykob8laPGaL+2iKdlzmoWVtc8TY%0AcfYCvhqjgazOw4GPknZZWY5oUbn+hyNSnwSFu+68SwNmXftSjaXoBHPnpA7T%0A0wIak3ZeKzxHrcQyclsfpqx4ukdXJ9Unsr7ftugzzxbVD6lsM07U46hlrG4c%0AStUK4FBsbq0/65duknUfwH808H9Z88itt1Z0H61/6uPDJDUA//fU5uqUn87V%0AAfAB/AcDvzr6BZHpL0xaBvBB9wz+Xc7HB/BBAD6ADwLwAXwQgA/gA/gPC/6g%0A+ecpw6KxAP4zgq8B/LsFn4KrA67OE4I/F9TepQB80N8DfxjvVj2AD/obWh/2%0A/eq+BeCDPtjWHw/7/XaT+6Ef9e5utQbwQR9I/boa+63Ou+1Wu9edkx9QAD7o%0AlY+zcYPer4/ruNnowxHAB/CfwsvZzX3B18fTcX/YxodqEA7gg74L/ml/6Y95%0AWh+2+vTg4MPILeiK/nXzsN089nsF8EG37C99wfeb/aODD64O6HViZ+kYst0d%0AAHwA/2l0PORtI/74EalyAB/A/zLcb3azxV/vNicAH8B/Fj/ncMneP7yLD+CD%0AXhn8rV54P203BwAfwH8eT+ewODin3RbAB/CfKKWzzFI4HeP+COAD+E/3AJz2%0AhxOAD+A/A+vH4y36/wPwAfxncHIO6+d6x78DPhEUhfeuFgJR8pPbULGsj95R%0AQgD8u/NtNrs9gP89dFsLl3F6r+xd+ZJ/0secKHfuECAxgH9v9r71+gbwvwd+%0AtEi8Y/EpkQYJq8JPLH5YnoyAAfw74/6wzfv16cnBF9duDijp0HbzAAAWPElE%0AQVRZjG0lXUyt5QuxvbPelg7VXcvqYWZVPS6QklNHPTYL2ELO/VCZac2vDaNB%0ASWkErTdBHTFSWg3g35eO+9322bh/C34Zzi1ZaGjThqMldMJaZ8xsP0ozThVx%0ArTWuRGPHecSJREU6ivS594WQc9ejuRukwYpIXi9XpLk6yHDNdQTw7wz8w/b4%0AbNx/Az4ing3VYW+HRMpJeOw8sSMjTFrkZPPxiWq7PIqgHRNKy9CzZuvxbV9H%0AjzGlWCY2quKlmxr4AecgpAPw7y62fb73fAv+lOdVS9xMMqUUeTlOk+So7dAF%0A/Eniumv6ELim1WPXqZ8/I5YOvy/PkMwCxeobaV8/PHoTKvgG2/ozwMcH3Z3F%0AD5MZ7BRmp0WoHF0cpySXhrVn8BmuznpXNzzmLVTV50yPugWfKs4YNzWUrb4+%0A6ZWv4M9NgCGrc1fG/gjgf+Pji9aK1OKziX8Bf34OqsX3vpnuV+DL20alSWIs%0ApyB56Gh5DT5Y/PvR+nAA8M+883NWJ8jqwvsKfrCxVOd/olGSZuhlDqjYsYQF%0AfO771DwjKdO3iXvXYtrIkDC9KRX8hHENcCGrcz/c73dbAP8bFRvNpFw/IeNU%0AUliizJMZJ9F2reboAn4ZDWrDW3Lp3U7L0tCcsr4+Ecg7yYzOvgW3QkaTOAS3%0Ad+Pn7PNmDeB/O+LkY99rOzBK1DiMklA5OlXdmnkXF3oGHwtuqzcjsl3y+GS0%0AyxPgc/Y1bGD1NtmjeeTWy37QGcC/F3uvt4cTgP8t+Ch4H4gXFWrvPaEd8UF4%0AdN1FpQJev6CEWYfMxdOh/tzTF4U2zEtFuw2i88ht9Zh8CAXAvwt7f6jcP2ts%0A+xGzM6mw1ZfHhsDszK8F/nq7flruP2ZackpF2EIBfNBzgQ/z8UEAPoAPAvAB%0A/PvM5xz2awAfwH82HQ+bDYAP4D8h9/l585gA/rPqdNjtnnbcCsB/Xu7Xu83T%0A2/sG/sp9pqAxxD8H/7g/rOHPsPn0Xr0A/j/38U/wN/jfXn+29gA+CATgg0AA%0A/gf7OOv9Af4KAP7TcX94/GXvAXzQtzodtnEP+RwA/9m4X7eFAuHvAOA/m6Oz%0A0XtIZAL4T+jpwLgVgP+UJh/mKQD4IBCA//heDhh7AP8pnZwDpO8B/Ce099vN%0AHv4MAP6zcb/eahiwBfCfj/t9BO4B/OcD/7DbrWHcCsB/Oh32wD2A/4Q6AvcA%0APggE4D+DsYe/AYD/hNwfYPkcAP8Jtd/tTkA+gP9kOu13G7D4Dwz+cbt5Dv3e%0AtIP1XgP3Dw3+ul89h3a/9wfb7GChwEcHf+gfX78N/ha4f3jwsXh4kf43wT8d%0AIbB9ePBl9/Ci42+CDwLwnw38EyymAOA/IfhHmJYG4D8h+MfD1kEeE8B/OvCh%0AwRWA/4Tgnw6bHSyYBuA/H/jbDSyQCeA/Ifh74B7A/8+0CdIkKOTxQU8EPiV6%0AGIZ+5BOAD3oq8GPPmcmj/nyb/yvgwxwFAP+jwB9th5QbEyLMWlMoLVYpy5iq%0Ae4TWK0zd8BQxWw+pRD8R/NN6D+l7AP/jwO9S7pUwOuaoCkr9GLXMMUZXySeq%0AbmQcCh4yj44X+mngV+41gA/gfxz41MTR+OhUqf8q+L0NdpCejdkjNjg24cFO%0AeDV6lnuDPgv8yv0I+RwA/+PApwL3LqhRF2RHLFIfGbFDz00RNMjBEsqGaHCP%0ABcG9FZ8F/ro1dgODD+B/EPjDGOOYlZB9XzcGHlKfE/Jx6MdshOeDEd3Ujwr3%0AUtSL5KeBv98A9wD+B4IfpbSMINuPWErJSOr11CEj8zjE9Bp8+7ngH8DPAfA/%0AOLhtW6Z59D614FZPKLCJ2X4wzdkPwgyZfTr4kMoE8P8G+CU7WwNcO4NPbI8T%0AcyOre86wavb9p4MPAvD/AvgdZbqvHs1i8SnBrq/Ik06wOPZRLXEtgA96DPC7%0A5tycN4VnbCKUiuRFR8NU9wTtqPBpPhxSaV/CJ+Tx1/s9TL8H8J9tdubpuN8A%0A+AD+s4F/Wh/0Bhr9APjPBv7xEIF7AP/5wD/sYKFAAP8JwV8fgHsA/xl9fMD+%0AmcHP7PHVQx4fwP8W/NXw+HqzWjIsFAjgY/LwKt9a/NMBls8BH//5fPzTfrMB%0A8AH8ZwN/XjANuAfwnwz847xQIFAB4D8Z+OtNBu4B/CcE/3CAQkMA//nAP60h%0AsAXwYdFYEID/8OCfwMcB8H8dfIq+s9QTmptp3pyliN4v+Kc1LCMC4P86+MW+%0Afw3ic/fkaF+WhaUBq/sF/7CNMB8TwP9l8IPk74MfozFG4ayuNp96be8W/MNW%0Ag8UH8H8EPvIV6AkFY1VCC/giqXmN4yaiAprBx/UbMlqLTvh62qMGPipGqYne%0AG/in9Xa3Be4B/B+BT9SYs/JtYWOcUAOfGhxjNmQ+7XUSV/Bp4lnQSdbT0jfw%0Ai83z5r2BP1XugQUA/4fg28EUonpDmI6kgk9J1pOQ2ty6OpwIEWyUgsg4CZVx%0ABV+aXhWGtbg38PcH4B7A/xn4faFeakKR6b2v4ButUKVf0hvwhxbcOkkowxJR%0AISPxWttc2ssKvTMf/wjjVgD+++ATqzNmi6tDuoTb2mapTxV8ZJ3LOfdY3Aa3%0AymDHqz9vWjKH2hgmnXkfc3aDR3eX1QEB+O+DbyS20wy+E12SFXzKzuBXb7/q%0ApnlD8/Fp9YPMN+CPvF4p787igwD8nwe3FXxffRYk1NnV4dXVEZ5034BfPxJ4%0ADjRhLGjBzdXhNgeEyh0ZfAAfwP8d8EWNUoPRUZyD21RUtPTV8Ow5q6McrsGt%0AY8Veg9uQ8AgWH/Q1wafFxtFhT+d0ZsJudDbMpyfHXtKZXZB9El7Op1s6k6g4%0AjpqBxQd9OfBRSc2Wl2RYdVmQ9/OKx4aVhWbB5pEsOs3JehQMoSjU06F6Q1Og%0ApL1MUAAf9NXAh2nJIAAfwAcB+AA+CMAH8EEAPoAPAvABfNC9g6/T4wtWSwbw%0A34D/lKslgwB8Hh5eHiw+gA8+PgjAB/BBAD6ADwLwAXwQgA/ggwB8AB8E4AP4%0AIAAfwAcB+AA+CMAH8EFfBvy2GKzW3KZfrhqfUhEq/PgaNMllTSpiFIAPukfw%0AZc8x5pyHXyRfWEWENOTH4Hu7gP+9tccBfNCngE/CFfyI6Ly4DqHC+yBoh0rw%0AHpH6haCOivaddpSEeYNO0nTUSHaGrV1Tb1cq54iQDtWLAqL1VvU+xPuEAXzQ%0AHYEv4w34nY+2FDsOTiHquRvHYN0w4lAfCdePmNAiXe57WRC2bRUSvaw51Qkn%0AS/1msenaYoSU1YuyR6Ktyull3c4APuhuwadtrfBio5osVtTHbCbG7cScKWa0%0ASWkuCq4bUlsxtoU1KZbLRwYt88o6CcuZ/hAlM1z7Br6w0STsAHzQnYCPJq7H%0AXuvZT0dyyHN4GybMCQpYIx+xQCzjqZjgbfSoqDEE7AKqjovvDZ1NPLvxnGRG%0AiGNvohGCjaa+gky43sZoAB90N+Bj7nrOz+DXLYztRI2OStkYhc+2tXfL2BqS%0AJD6vpYxz1xWZ0zgTr/BN8wiqsvfaBombHzSqUME32EJwC7pzH7/KxN5VcbJ0%0AdptkHJ0x59XzmZd6Bp+5M/i3aUqGbfV0Cl7At34GX7VXAPigOwLfvgWfNQvd%0AUbq0NKzf0RSxlbxZ/GEKZ/Cndy1+F1TM1hOrp46S/mzx68/0kNUB3RP4orwB%0An8joxSQlauBTI41ooarqGUnckbKAr8k4+/hS+tvEPet7g1AabQlyZK3XSmn3%0AsxDcgu4J/FcDWBfwEcM1yMVmtvi0WniusyG+HeQGXcAXWZXW9Pk8MovkvJR4%0AR71ziVIhudb1ipbVQYxnriOAD7pH8CmzlyFbUSPZyjElJrX2nhZjRSjyFlfj%0ATwUzbeFwg5RkFXOszk+LZee5Cao9EDQoKdurJivq1RIrZQB80B2C/9t0EakQ%0AssrDJDXQM4HfdUZNRCcK4IOeC3whECWoA/BBzwU+zMcHAfgAPgjAB/BBAD6A%0AD/pi4FMK4IOeD3zUGjjzJly3rhOPzc1IlJ/eFt5StrxKEXpN+qsE4IO+Bvhi%0AZMisckVYR3tl+3Z+MVKqvCm8RXLQ9VU5Xo8v890AfNDdgE/KFVfiPSlt/g0J%0AviCKpsEGM3ja0aKzaf3PfT0+g3++pDsX3lp2rixf+psj6VrFborat0rdIM4T%0APVEJoVAAH3QH4F/n43deDgPPus0g7oeY0DSuVlw18Ktdz6qjaS6j9Q38IOdL%0AutvC29Qb8QJ+R2xMxfaDs2KZ7zbpvteBAvigOwJ/qYwdNRVc1w3MXiw+Cjkb%0AGqI0pp6T/HpJJ9zrwlsUbiw+i5rZqFqBbgOflojrDbAH8EGfC34rPRwvpYdp%0ArozNmiZtCZqypaQ3Vx+/evLnMlqLeb1EzpegML5XeHv28at/xCQnyOMsKvjn%0AGzhGAXzQ/YC/FAhijVTUSqkRozP4Oo+9DLRI7jsqRsz59RLyfuHtDH4cnRJz%0AuS21MUz1aZIOK2UHhQB80P24OjO8RGpkx36ssmIGv7o6pTpBogsYh5bpaeBf%0ALinnwltzW3g7uzpe6oSWEyr6Cn7B/fyqJQ4A8EH3Af6yFkKz+BfzfQG/K3Jk%0AFX/tWxktxvx6CZq+Y/Gbjz/xMZwtvivN4ls+QToTdC/pzHDNz+cgrNM0ZBwE%0A44qKvvoqS3Dr+HQpo7U1uL1ecim8xdNb8BEbJWvltkbrVr6LJmcLMTmBjw/6%0AfPBfaK18Yh55h1QLTGXqRMzqks6MkhDZ4lVb49XrJfS28DbICb1KZxbplGkD%0AWZjNWR0h51cFsPigOwK/IwZjrGXbkFxOoj4KUiXcph1UP0cJGlQrvp2nLFwv%0AUfUBuRbeBryA38p32+MSMAv1OZEMUaJYN9/ABgTgg+4I/DbGOkn8eyXh91l4%0AC+AD+L8OPrH90NZIfoDCWwAfwP8Ni0/8sir+7xfeljsrvAXwAfzf8PGhEAUE%0A4AP4IAAfwAcB+AA+CMAH8EGPB/5n5igpgA/6JPAFQ9SrKmMSegER+Vfzcmgo%0Agqj5InatLL+95O3ciO+cFdPLZIaQWsHjj4fFqGBLSS8qDAH4oI8CP40FyaFN%0AJHZ5eiHrdbE5FdIEs5pnG8eX6cY/7nc1t1R5h+Mir3Obqcq0taT44agC8npZ%0AuYGosQD4oA8Cn7KhtNlmiArjuH8XfOTrI2EGj2jdyuw/gf96GR9qXWu5a9WP%0Ap+6fXwDgg34ffIUvtEy4da/qqJc5W0JZXI0Gt2mWNMg4dSLxqNtUNcnnSyRp%0AE/VtoctCDMi2enQvY5ZlrkcvKkfs6eI0cZ5Vu0Geb6Drv+UG86QHPl9VLb5B%0AHrcJot66wfn2wC1rMthlRmdpy5gIJj0xOXJDAq+/ldGRYwAf9LvgXwtRitXW%0AVrIJx1JyVYIcpJ/BR1POvn7BFnOLKrfLJZX5yVXvfwGf4GzofEJL02YuWy4t%0At34xyT22LOXWQc6KegOBlxssnwBmfgJoaFP2xyxllkr3itD59rPTlWbLT1rx%0AY8FyMlq2Li2TY3NbOhwBfNDvgI+KUXlUyjeuJqx9saYwp0hRMS2uztgCVxkV%0AIcol4aWrD0RO50uQ6QOlZiVV64srvVhe61qtitc4IKPn+cpEDYyE5QZjON+A%0A1Bvc0DqD38tQbGSzq9OF+nNfO/UpMuqdSa1kpn58JMeKGpNgGcAH/Q741ZcY%0Ah6HVzs6ud7QsiFZgG3zqzQL+0I/9MFavZFoaPA9T9WYul1RLTmoMumrXDLwV%0A58716K06sYanMgQfMVosPun83C803dyAvgF/NJVvdwGf31StUFGfF9Zf6hlH%0A49gkOQEfH/S7rg6lVEa6xIh04v3glMfDqkmJJbidexZWVzthuzR4nqS7XOKV%0Aa+APU7PkE+rCvL4Ocks9+nwNJzP49bo0d4ieXt/AijfgO9a1Lwv4S5voV5dg%0AaWwm5wp2pxybbyoMgA/6Yx+/rRBoMq4+i5qqxCWrQ5Hh+mrx+zQb7PkS0prY%0AdrOPjzzP6WUFkmbxtWzXFHoBf7lBGuYb5OUG9Cfg31r8+qMwx9c1S8Dig/4D%0A+P6ShAyGIYK5Yc4QkWyo4HsxF89WsKrrbt10cdGbKy8mG84+fgtuRXLVxzez%0A7z6vOTVpWZBX7Ap+eeXjszjfwP8A/JbCD/nGx+9o4WMOLacU0PTi4ycN4IN+%0AF/yXJ0Bypbj0RWNra6BLp1FO53SmjkykKJXUsiVlyPWSa1anQzgrMb9W45bV%0AEZJbJbm5go9e34DPN5iWSl32KqtzBr/6MS2rMy5Znfr5cyZajpp2yGSrMLdL%0AVkdaCVkd0J+DTxkfR54o9dg5PXvsroI6V40np4Rg2UVLagQrX11iC02urQNb%0AuZWF1ifF4RBs/SHBxjEvo7nCZNGy+Xq5gXq5wZzHXzbayO08GNu+TNxNSDC3%0AAC1xuC7+o+YHqd5akXZx+620zATAB/3pyC2lCLU4twa75+/oHPd29Lq/jJde%0ALkFTnjq6TOQ5X3PWy21ehljfucH1hefvLzepN/X2HP3S65gufX0n+s1vCeAD%0A+H8C/p9Mg3zTE+Ijb24k+bNJmgA+gP93we+oD39tJUwapj+cnAzgA/h/GXwo%0ARAEB+AA+CMAH8EEAPoAP+kLgUwAf9ITgC4beL49FgaDys2ViLxW0VCQC4IO+%0AEPhpLMXK99KMMpGf1MPWi87dgUSKDMAHfR3w2+zMN2OiyydBJtTbn6yrfB7P%0ABfBB9wm+wdcicJvj3OCkbWBv4sop1fpiteLZCc31sBl7lGRlXphILjfw9KUe%0ANpBWBGtQq6DtaMJZSwfgg+4P/JcGz0pby1vrK8ul1NbgQRqs512rZeuBNdfD%0ABtWak9PkznPM/FwyO0/FD+d6WI5Nm2tJC693yiOAD7ov8FExJo/G+Lk+0FiB%0AjMbUt85uRvnq6rQFEdrE+mrfrUi9DEFGJmO73N/Ww86Nm6elHhYxPnd7m6fn%0Aew3gg+4MfGFasWzf2zkBg0jxKnOkuLn4+BX8pbUnzbi0Zs4iOYVz9049LBkV%0AMdd6WFeBt/OnQKUfwAfdmatDEar2+zxZmOnWgJkji9lr8KVsiyFw7FMrEklt%0ACYUZfIxvygIRt8ZqoS4dnSv48yVoguAWdM8+vpfaJKPfWHx7tvjhDL5aFkJb%0ACsu/rYdFF4sfrhafgcUH3SH406XNIeNcCBXnalmCJlN9fN98/NR2WZTkDL6R%0Aefbxv62HDXysUa/HuqCJZ7H4+IYEDOCD7hD8lycAa6Owy3SulsUypdGyltVp%0Au5wzdAafqdyyOpdVzrqQlqEsikdOO6Hmeli1ZHUytjZCcAu6Z/CRiWOszKIu%0ASDfmhKoJtxI3H6juMjSXGbYvbMnju7PBV/lcL7K490W124h55JYm7qLNE4AP%0Aul/wW6SL6r9lA9Hl28vuMhZL2+LJWbR6WHQ7RHveoPTm6vNrAXzQ3YL/6+WG%0AuM3VIfc7eRPAB/D/AvidmIoI6Y4nLQP4AP7fAB/m44MAfAAfBOAD+CAAH8AH%0AAfgAPgjAB/BB/x58XB5eoQfwAfxvwV8Nj68VgA/gvwH/KQTgA/ivddw+iQ5A%0AAYAPAgH4IBCADwIB+CAQgA8CAfggEIAPAgH4IBCADwIB+CAQgA8CAfggEIAP%0AAgH4IBCADwIB+CAQgA8CfQf8/wODmnrXkW+DugAAAABJRU5ErkJggg==)
[hw1](https://gitee.com/OOAD2019Spring_C3/Team07.C17003/raw/master/17180600327%E6%9D%8E%E5%A9%95%E7%BE%9A/strategy/homework/hw1/pro1.rar)
新值
[report](https://gitee.com/OOAD2019Spring_C3/Team07.C17003/raw/master/17180600327%E6%9D%8E%E5%A9%95%E7%BE%9A/strategy/report/report.doc)
[hw3
](h
t
tps:
/
/git
e
e.com/
O
OAD2019Spring_C3/Team07.C17
0
03/raw/master/171806
0
0327%E6%9D%8E%E5%A9%95%E7%BE%9A/strategy/homework/hw3/pro3.rar)
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q8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%0AAgH4IBCADwIB+CAQgA8CfQf8/wODmnrXkW+DugAAAABJRU5ErkJggg==)
[hw1](https://gitee.com/OOAD2019Spring_C3/Team07.C17003/raw/master/17180600327%E6%9D%8E%E5%A9%95%E7%BE%9A/strategy/homework/hw1/pro1.rar)
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