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  软件世界网 -> 编程语言 -> c++中vector向量几种情况的总结(向量指针,指针的向量) -> 正文阅读

[编程语言]c++中vector向量几种情况的总结(向量指针,指针的向量)


1.标准库vector类型
vector 是同一种类型的对象的集合,每个对象都有一个对应的整数索引值。标准库负责管理与存储元素相关的内存。我们把 vector 称为容器,是因为它可以包含其他对象。一个容器中所有对象都必须是同一种类型的
用 vector之前,必须包含相应的头文件。
#include <vector>
using std::vector;
vector 是一个类模板(class template)。使用模板可以编写一个类定义或函数定义,而用于多个不同的数据类型。因此,我们可以定义保存 string 对象的 vector,或保存 int 值的 vector,又或是保存自定义的类类型对象vector。使用类模板时只需要简单了解类模板是如何定义的就可以了。声明类模板产生的某种类型的对象需要提供附加信息,信息的种类取决于模板 vector 为例必须说明 vector 保存何种对象的类型,通过将类型放在类模板名称后面的尖括号中来指定类型
vector<int> ivec; // ivec holdsobjects of type int
vector<Sales_item> Sales_vec; //holds Sales_items
注意:和其他变量定义一样(作为定义变量看待,如 int a;float b;),定义 vector 对象要指定类型和一个变量的列表。上面的第一个定义,类型是vector<int>(相当于int,或double),该类型即是含有若干 int 类型对象的 vector,变量名为 ivec(相当于a,b)。第二个定义的变量名是 Sales_vec,它所保存的元素 是 Sales_item 类型的对象。即,
定义方法为:vector<类型> 名称
vector<类型:作为一个整体,是类型,相当于intfloat
名称  相当于变量的名字,ab
则以下几种都是成立的
vector<int> k;//向量
vector<int*>kk;//int
指针的向量,以后再详细斟酌
vector<int>*kkk;//vector
向量指针
vector<int*>*kkkk;//int
指针的向量指针(对比int*p理解,指针变量前面的“*”表示该变量的类型为指针变量,p是指针变量名,而不是*p

vector 不是一种数据类型,而只是一个类模板,可用来定义任意多种数据类型。vector 类型的每一种都指定了其保存元素的类型。因此,vector<int>vector<string> 是数据类型
2.Vector向量几种情况的总结
1)  vector<int>k;//向量
#include<iostream>
#include<vector>
using namespace std;
int main()
{
	vector<int> k;
	for (int j = 0; j<12; j++)
	{
		k.push_back(j);//向kk中追加值
	}
	for (int j = 0; j<12; j++)
	{
		cout <<k[j] << " ";
	}
	system("pause");
	return 0;
}
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" alt="" />
2)vector<int*> kk;//int指针的向量
#include<iostream>
#include<vector>
using namespace std;
int main()
{
	vector<int*> k;
	int *p = new int[15];
	for (int j = 0; j<15; j++)
	{
		p[j] = j;
		k.push_back(&p[j]);
	}
	for (int i = 0; i < 15;i++)
	{
		cout << *k[i]<< " ";//因为向量容器里面都是int型的指针变量,
	}                           //所以值都是指针,所以需要间接访问运算符*
	delete[]p;
	system("pause");
	return 0;
}
<img 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" alt="" />
3) vector<int> *kkk;//vector向量指针
#include<iostream>
#include<vector>
using namespace std;
int main()
{
	vector<int> *k;//vector向量指针
	k = new vector<int>[5];
	//相当于int *p = new int[5];即vector<int> *kkk=new vector<int>[5];
	for (int i = 0; i<5; i++)
	{
		for (int j = 0; j<10; j++)
		{
			k[i].push_back(j);//像向量指针中追加值
		}
	}
	for (int i = 0; i<5; i++)
	{
		for (int j = 0; j < k[i].size(); j++)
			cout <<  k[i][j] << "  ";
		cout << endl;
	}
	delete[] k;
	system("pause");
}
<img 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Bjx82/kxp/uQEVcJuSrhBNOMgXvdzxN4lRA2/KegzENEr1o9lMxob5gTZLcX+0Jo5lQjq3ezxfKSEHmyUSS0xSmsv+1FUjo1gQZi4mJ6KN523joLyLZGjDrIftBVTlqVdZGl/+pQ8iqjuJWB9vHKS81aa0cT6oQSNQlmdzKlt6z+nM2MrcMbrgHLhFENSD/Zv+Ip2IryLlly7J0vb84w96CBfPrzOyZXVdIMlfv4wSQec3FGULTQVs1Ll/zS5Xt+WQLSSuVea0KERQix9OCqMyudDdXFQBfHao8IiacsR9M32hQDV9dpqR7Tc1xtoXS/pLMrrLphIDWdLaV+bVqNkPKPPG9pf6eT6ptl3x+VK2gWS2KC34zaIWEdocHmFjpTQX0rpQwoJ+RzKYmNAkBraCpKUvj8QmBhHLvp+0HFd32j7eh3jz2mMoDJM+FkU9FR31zDw0xeYYLaYVoJslQlpmFcsnFiBQXz6xAKOcdj0lEqkOHE2wLMRNns7ygSDsoVedGDAsqMELKFMmN7CoZzAick0O/OnOTslpYvY10SoLMNrtt84fWmGTEUwsGL0y1yohnsX4K58pZgkIgmVk1zK7kZWGxp0b1X8+yq6GRiUWy4neU40U1KR+LxLJgGyJtJLcmwpmmFEoIJAQagACX3cN+Ti6Lcpm9mUvtzWi2yY7m8oLwLoKMyjLAeB+lTtTs9VxSJ+3gMuf4fOvYl6VJiJ2VD1ZRqSDrnZnJsG+SMS3qMMLMJy1YekjzuFlvbza04Jl5E5FQJ3JR9YI/LMztTu2SUHZn2UxomN10wzJ2yJmJoou4CG5cSteQSTqZ9ZeHqsIfyGjEH66G+tK+65YrWY9QLGNa1K5/bOv5RtCEJIdy2hICf9ROzPY2ystbjmc67qZP7i1u36hWsSAijUHc5ObMmWMhYO+vjNWwCV37h4cQ5ytpzmugT7yH+cJRjfbmzw/+ijI53ID7Y7UePrHuV2rLa1QXvjJIiSKJ5hWXTgk+fnv8sRg7oAVfGVRF1bayOv0jwh6WayCf2SxokXw6aQ4GCoF2yecKn18bK628ijVuoaREs2nq196cFQbZ9+bOwvtvPo+BA/ugqYmks0muMusps6EZ8ZTleLkx+fz6GWJKZIsWFUh9g7tWsil9v6WJTu5TSGg/2nYdo3KB0BTSWjWwdTZBLA44eY58lYe5ENeoEkfR/85jOOOgu7HtFROx/hBVKGZ4phJ1RjY8LP4GkmedrMgFYf1W7/56QR75Yf7IN0zrN1yfdA+RHiezfmVRVUWhzLegVZI9pn559T01OIDXceuEnwI/PBvbD9NuxrGRqztqBQpRUxtS3Uym3lO87m3dCXOew0UnTMNmP9kHaw18A3ccORX4wWRst4Ir6Np1xl2TcDIm4opxy3VN0eIuPfefES6L2/iSYW/JaLt38eT/nIb7xx6P76wxADPunISTSw28n167D98+Ezj53M2w4pIBe84L7oGvNZGANumSOlfYuNpG4lkqo5ljTJhxs6LSdWr/VGb5chWlqh0ZZDN5cZ/GUnFPkuv3o/7DiWgrWZcRQpblxkQ0EE7SBhMJaR43StEeCSVxyfvOwvRY06WsEDFLZ5bpV3R8H2YMMwWM+AkVcVKbvRUvM7jURRIavZXOo4JktlRA1Dx54ciPYwl6zR8yHAeYuLHtgovZC0mqQzNmvPIyHn34b6Gg8kz1l3i8ObcXPlzgSuN6tQ4v1RtYfggJseWFANDc0oIZM17Bv998A0888rAKmJx6qUnz5s0Lip941OSYYrry+dGpQ5Etktu5zz2Jd2fOwPS/3aNL6/ayEZfVudxeKfMFI57zWUVFvjjorKLmZy0mps2jjwavBiy9ImIfmPXRm6/j7ef+aVJ6YYtwyZ1Nwj/OZTaTfMoez7LsAeV3tuZoOV6abMAgzH5tek5XHKlkLezJ2R04ZPBgrLn6qIjYuEzr6xpfGCWJxO3e+x/E3Nf+pQ+/vNFub7dLhzAHj/z0Ozj+vljHwbjijl2xqoH+wg0748Da+bhvj5UzoRdvxObjn8WU647DRnwJS46TAPD2NJy090kYfckfsdfKwNt/n4xdjr/Xym2GM387CRsN1ejbD5+JXYt5RuTw0u8xbsLl9vxthjN/cyzGWjki8vbDU7D7CffhsAv/gD2DWzW8eOMuOPiSDDNgU5xx9TFS9sWbdsUhl8Z5B+LSP34VpPN80pnDDsLvb01mZxiXUd9rQtBLtpVBSkpnoZIZwRMiKupDjnUqmT1mv/zH/TGxdip+v9Nw9cVsilQNeOWWg/C9q9Q2/z3w9Mvw5RXdaynic63mh/ksrlGL2lNA3RepcFCqJqNy6kmUz7yydkuVCprkq1JU10wyhGhv9lNX4ojzgaPOPADrDMqyNGT2GKmHc1vilSbxpKnSC5VKRX1qYrhYII5HtuLkOmF5Fw9NortO9iInTf/r0Tjx+nVw1OT9sPZAAHOfwwWTHsbmHg8aX8dth/0M14Q4A1G5XHqdSMClshAs6pRtL2nmPTjgdODUC7cA79BWH8n/Q5a8x/dx5dbLZ/HFGFrktpO2uBz47kn47ugBDfK0onu9mtgO/MJPtY27n6CVFN3t3vIdrY2134YNwsDfbi+VdCbI3WAvVK2ShJZlEoR7QTkZwmV6eTnJjmDiy7A1nlNY1nTZKxm91On64qs/3bn+mwLer0QkgrJBzvMpGxHReiRURGwqy0ko9VNW1IgNX5KnBQ+rxXokVNNENHOKyiJ/2Y/SnpJJm1qTqtkMpYRpizZJQrW8EkydtayV7MUjoUg+26vsSGZMW2hS3xFpvYxO/31WVJHLYSgNwYmoLI/L7pz5DD5FmDPtwwW9w15HKd7OP5wVbA5vsmeTbMRIXjZq5okJLVhgZ2+2VlXJzYo+95rMF+bE4lnT9pbd+UIQl/h92T3fTDU9kUD2dVbD+2G0ZnNGOgSbZWL412VH44mlV8TPzz4x5yPj/33UqahVW7D1f54OvvL2c+IZrkY+ecoopwFJPvkikufzdqDPXI1o61OnH9HG5E1caSrhlVf/jZvufR6lMitZQ6mphnJTDTuuMwqf+6+BeO89fW1/6f5L43f3vSx2VmJ/ynuMS+mcPpdvnNqAjPOz5Sm/wMljl5F9IbL3kzKSV8KqW/8YW+/xBF7ccxUopQXw+TE4onQp/vTCd7DxhkPlQeEelv+8+GfciUOw/yolvP33M7DL8avhF38+TsuRmP71FWy8+0rASzdhtxl74547Jon9F2/4Mg688BHceOL6WIZyEy7HYRGB3fUbf8AVt++CUW9PwylfPxl3brEZxrFaUiefrbOb8tBzcdduI0VvTBylpuN/jjt31bwXbtwVh0wehuuPWw9DpSuyh1fU8bbQD/EKMcmrorTMF3HC//ui7fukZusQZCbV/LBZVbEr/2QdTK02G4/87HD8edz5+MG6g7Dypkdjs/HP4pWdR4DeyQMrndpcTJs6Eafie/jFNWuBPB+16fjDPn/Bq1dvi5Hs9MRNJc0Spi3pIC2HrnHJhHLy5Vjx0nhGHvWbuzrquEmnGvSzsM+G816SDNm7pKHoXwOsVpqJh85/XDLOfuRLuHrbOlOT0murbxS0olJGvSmm8kmmcd6j3Ms8DDteco7I1/0nVlhXYC6euOwk3LPxKThiTTJDYOS25yDi+nVLdShx5t3Y7yc3AeuNwYbSrtxfDWDwaHxtz8vx+5m7YYzZVH1N0k77nHAOdhhmFuY8i/N+cDTO3vMYXLXNQgidNArvP7PTISc7IDR8PRy93kl47vWtMNL9smL+5eLoM88JXy6m/+V7uP31qA4dMNEoEXZbJbD+wvgWqnb6I5fj75S64Al87eIt65PrhWopCvhJITrb19X7STD+24Y475DVMZimhm+Fqy4u2uxM/HXc+p2z8GuMwYbrKfnoKG7tW8v6ERJNzmKSTPrsJ+NMl+eXL7/yhSN5/0CJKfOqci9zCNW+Sx5j9hVGrNqy74971neYZOhnzLdIQZCNZOzrulp3pdK1akSIIHV4n8qgyXlvTGKiKvlMsq+lAMPFmVAZQvVIJ8pkDqmByFf6Rdvs4n2vpu4FpS3V7foln045KaUenmNN+7RhvjupFRLK/aDGqOivhilM4qKOMV3a1eohqeQMUr+4jZSUiylnaWJTK/TOO+9ENVtY0MZYGyPkrhA4rS5aGXFR75jgrih2cnnWZOUcRWuez/QwK5wTkloIlgzxXtarwsuwjF7iJmeWZROoyHjVc+pIPIeugSf6jwB9cvvHTJosccoynXG239ZvP2PF1ZL8a/dbppepuslUnhu/leS+oJSWzeSzkB2wZTKRnLYpb4QmvDLnPbzy7nuY/uFczPhoDmYumI0FC1p0T0emS0JNvZXpiiN2A/Kif7zJtJOUBH0u8nl0dplR2Hncpbjy7+/ojSh6VsF6h5Vw560v420jsyjPxgu334utztgKo0olvDPzPmDCGHzeye7QDfDjPVZRm6vshns8XCpj1LqHoHTPTMwulfDiXSfjzgnnY+9V9BZaZsO9cUTpcjz2cgmlZTbAKXf8Efec+HWsZfh43fiQSFL4x+vHOjpZ0jQyp1HjfoRx9/4Vz/P+F0xEk9RRQ8RJwfK4yrGZaETJj8sQcIZ5XJXker3lZlR5bXx9uMVN1QIMGYFtN74G1z0+J7NPDB+/Gqfi+/jlxLUxVPSy7HB89ZovYaT7ZlfWSeppnZvg4T7wS4d88VAfc3kuI+XVNxkYLC71cd3CnOi0HssleTaI6L3kWKu98msv4Grshskn7Qb87wuY4X7EX4K8fBiMsgFI9yIXXpwTOcO4UFa/jJgPkc8hvS15qZIOhguVbUtHvfThW+HqS6fi6q+P1Xsikhmx+q74+/mPY0aUJm1U9GXIaBx51qEYe91ZuO31hfm4EFxythamK84fjJGbjsGvb3kOc2Id7z6Hq88HjjnrQIwZksmP2G4qdhyexRuKaWy/XlgfPvtiujAf3sAz1wH7/uhY7IOb8OxC8V2YviifHUI9/zqVxpvC+ptOlY/8ypUfhh15f166O7ZsoL9Z/6F9pbS/LLvTD+2DW/dB3nf4VfsQGZBkNPMek2O8ERwZGCWz1T8czlqNzZTyslGJVrKRDMme/ydFTDikeWH5Tq+pbiNTo1/y1V2bzdWIEFKSOf0jSeefnZudS3eZ6Mrlc5k1jtJCGaapLvkJbNFpcZthlnNVrbwf/K9peb06k+36XKf+UADrqv7yRwQYVmD5glO5xFn/Svayc7mCcrkXmpp6idAHH3yAjvxRuMwtgyxr5RkvN/WSMa9crqBk77IUw4zzwxnSjvxRljbop/jqNs1GjUt+vXqh3Lc3sFRvlPr1BvrqtWmpPij36wP064dS36WA3vpX67MU0Kcf0Jd/fcMfiecZPzk6+EWiuc6HM4Vwuq/Mp1xcjuEa9fXrJ3rLffuhRJv9+gL9+qC8VF809euDEsP0Z+neKPeuwJZgBI/iP62X3cO3JWC+nOIPfGbZPpj1wbuYs+A9NLd8FH7micRG213/7TtkHnr1WwC82yQdF40pT8kIVc4BISH64FPwxet3wP61C/HAnqtg1R23xFG3vIhZY4diGSv0+XUPRemC2/H8OxtgGU5+vv0S/nTXFtjp8GXkW97Q4ZsDk36LB7c5HhtzyTzqO4Jdu1NnzXoOtS23xZDSbDz/bA1bfWlIIH7AEAzfEvjTrHdQWsXW3k2ZEh67261+uOhIjLNZge9efLMs//OJEPNO2KJuiZ3gO9POwu63fwGH4QpceC9w2AU3YY+VZuPvZxyISb5rAJvg9KuOxoZDgNrsR3HafnfiS7/6PjYYwm98r+KGXY7Cxe7Kt8/CrV8ZLnjXatNx4+4/QFjxP3A/jP/lVRp/4HB8GWNx8mVHYJWtxuLkO1/F+HXXwWB+W63Nxct3PYxNx+2HIfRbOlMaUILhGL7z+IU4aEq2R2WTY87GUbK+PQePnnc0/rrFkfjCT8/FL63AAT+5FF8eTv0zcfMBp62aEzUAACAASURBVOJKV/SNE/C/2w+TjvbV2ybg2N94BrD/jy/ETra5zHFUl+biiYuOw2TfQrPBYbhowmgMlq/VwKv/vAH4+nEYMRzYD2fgmZlbY6Tpmf3UFZhw30Y4dtRFmPJbs7X+BFz4nTUwGHPx+MXH4+5NJ2DVqReFWcixE0/DxLUGSocjOAgJfg23HDwZOOk87Gi6p//5CEy61v3fDZMv3wrDoXI+o6m63pWykvbIiXgI6+LYsw/C0L8fgUmYhGtsE+nsJ3+Bw6Y+5grhfqANP/eLfJFC8UytzRhj+BewHybj2dcyTLg4o/iSgAdzwJDh2HJ9YMo/38BOwzl7nK8L9jZf3c7Mu7HvMTeYAq3TmEHA9Dvy9cKcZzD1qAex5dkHgfkavwgPWcn99t4NV10LxW/Exhh77oOY/u6aGGrbJ2bP/DseWn9jHDDEtmNELoeg2Mh0IrQxILjevxGOXeUiTPH28rrA/PV0fomRdgQw40588xSvHxDqLzMStKxfYBjKt12Ghfg34wX8mnqHr4ja3sAPA76OxYPYcuJKmDLVbWXl6/oe6sZ+lP2t+vHqHUfgh5iEX/um5IL/fr9Q7jivr+maE9Iex+HTgI0mnoYjBz+Cb55i7cKKLCLGpb0jXwSIvL+S1Oqf1/Cngyfjakt3Heqzt40+t1Nqh+K8g7+A/rXXcPuR58CrhJ0Pxs/GDo0IqN7k7NF43ytm9gVYnm3OgMp6cFtUUsmk9Y+tXI5KaQ8aSThLYpKV9+47yBZkSC1FnN6acFh+pxrr9zytMzOhHI9I5tSA2ckckv4/qoUF2Z/LLEdWTnuSLN/OCJXZTarnHlCbRTXgw9qwZHMB1+T4hcGX4umarpJp29FX5lOfM0+myZao3n08SSdVrB58LpbqXcPE7/+4dVXqpCzdB2iq9LYcu1tMl5JS5S1NvVQmGyFVaEj/+TjuhJ/W0dw6aciAJrUVMM+oi2wRqVRQ6lVB09L9BTaiwD+us5CBSbiJIPnEny3UtTaFdZrfzPnF+NbV14DmSqt0LL1UTgPtcCcKoZdmqgHlWhlNtvWBXpF2+3x1qVdfOBHPKbII96fW/dg9LXnP/N9MfNDyASp9WtDUuxlNJX99ni7YXg4ASw95D5UKyecgfbAjzdI4kbG7f3QgtvL8CRfg/j1tgV16A2CZsd/AxEnX4F/vbKhEkrKjxuDI0sX44/MTsNHYoZj1/O3467gv4b+XUXq07NjjceVhO+CAPXYADrsQ9++xsj+vaonu0rO3H8bU4+7BEZf+EMvibbxgftA9EQkPEVOyVBPTjsM6iVV2uxn37KY5st/0O5Mx/Lc/CPtMgyq8g4cuPgV3bXESjiCffRHAvVcAF9yEO39Iu+/godMPxHGrnYO/HKfL9LMe/in22u//4ZKbv4yV1TFz4VXc8LWjgJ9fh9tE9BXcsMsxuGGta7HboMdxxoGTUTvhYtzyxUFWnxpqX94YK5x9GO7Y6gJMWldH8trgr+LgM36PF+esg/UkaQ5mPgistisj+u3S66ydE/DO4xfhoCmj8LNfT8BIan/nSfz08KNw8+mX48u2Oe9vP30AW593Ka4fBLxy63gc/Ycnsdnha2LObafiym+eiOv45pBakOurt07AsS8cjkt+SRLJgf4v2PtHl2P5nx+iBIVScu+8i8cvOg53bXYGfjtBNjJK/Monz8B/rzUQtTlP46bfAvudMkzkR38dmHTz09iE5FQsAZh2Ee7Z7HT85gqWfw1/+vYZOOzPx+E32w0QEw9NfRDjfnY+riEEHLBPPh63nHw+dtTVcR+tVJsMIHOEtE7BBFx4OUls9pl+x21Y7uzzMl2nXI/Hzz4IO15+GpYToqvEliXibdlKXlbC5MsP0iVZGeiPxy0RwaSfW5puIXh/fAYbC4nO7LcOrYCNJ66Lw557DTuuWGc7Qq7AQAzVzcmBeJJsXyNkW4noLaudZ7g8hin3b4QLLz9P6i/+HHWnELecylaR13DLURfhoUD+lEgA9kANWgO77n0Rbpw+F2PW0gaY++ZjwCrb53DOqTVStOpJ52Gi+Ko6D7sjI/a8B+7e9DRcc/lAI5W34fEND8KYuXdi0rVOaiKtQtxexrFnn2f3o9Z/6uey9nNpJ4gXXn6Q+Cjx3zyTfcH54w0giZJHZbXdUDvFbOsjCSCPpRAtw1IQ4P3rvvP+PXgyvnsHiV3be0f1fkLkv3k74078/nOGg+n61ZOn4cjtzsOFn/sFDmOb+j01w2uYEc8ixuqH3Vexn4JfsZ6RvrpBrVspuudYV7nntjsNx754PG56cj0hxVOm7YYzLlsDg1pm4JbDz0HpB5Nx2ed4rNIM3HHMxbhnxA+w6bLah8jwYmNMPbM6O8phlvsVA7dpLaqMqHV6lOJdtnRdUboEC+VdlnlBPpKpR0Ipm5FOLeVxnfzQJWglum6BcgzzT0m39+0dJaFOIGlLxvWwJM8xQ3W6LsVTvhXJwfaBB4g73BhoL3ix1n5IPUmoHc2km+vVV9Ia168MR/f30p9KRV9q7tN3KdlrqChyJluBpx/DljWKGABWXwVz6ctVlnhRXtItSbCyhApJaRNnRJvQq1ff8EXCtEuJFT/bFyt+Nm7MoEE1xvaCjaK8EmDaK/fuhcqA/nJvsEr844tGTCDhK5eMhJKUcu5Pzv3UF6Zcnma+hFnyF0ySwfbpL2nbYZYkS80tncjzZSPaaK4puWwmObTldTJBfgGSu4rHLpGcilMVlJdeCpWyzjhHt3IwXXEMmKkfAs97MyRgHt5Hr37NaOrdgqZezaj09rOtaFQbiWVXW1bZx+tv/Mdubtep10glxv34lzh57FDZJ8UlEn5G7XkbHrAiNayMLx52Lw74y0u4n2/4SOGVsM0ZW2DqrS/iv8cCz996D7beYUKYGaXMqD1uwf17vIRrtzkMm14IHHHZrdg798L+S/jfvU5E7fRrNN3s8ZLVOI7kUlU6rogV5AMwZIPxmLLlfvjTC+Ox0YZDVN/F2awoNv8Rfnf8FzG0BrzNcpufiG1WttOS3nkJt927CU4/dKR9CwWGrr87JpS+j8de+jJWFlZjhPClJ8F3nGoT90S8DWvzWe9g1qy7cM8mP8CvhXhSyOtl3Rd9l/9Zr+FYa/+/Y+K9r+IPO68Y7D73zmx8ZbizrWxZA7XZeOnuh7HJsd/ASC53sA6D18Lu+wJHPT0DO6+oA+DGR+0N47cYscaewDVvYk5tTYxYfU/gxFOx5zV74qwrtwEnQ4GZeOo3nOk04smkFTfApA2ux12vzsGYtZhg7TFnOu56GHjw4ePwdUuWyyrvorbWQMye/iAexO7YZZjWccRquwO/fRCvzBmdkdj1J+AAIzLACtjkv9fFVffNxmwbvMf+955hHyFWXA/Hrv873D17bkY+Y7vEcs5M3D2Ns1N54kmx4dsdhIFP/gLfDDOY68al2wjPxSv3P4axE/fI9gIKCQMmCWlUjJkvM4e0s9puwLX/h7lo7UPRyODhG2Hs1I4Qgbl4+0Vg7KYDgBmP6EzwKUeEGWHqHRtwWRfHfiOzPXzDCRh77YN4e85W8HWDoh8Sn/EvXMVZQJ+dw0CM2Xk3IJtUl7o9dMojmO4zkCz44hzM3m6FugSU98BDbGObkYbrPOVfmL7dCpC7Or4HVlwV++EGvDEXGCPhyZh08A3wmUGam/7cDTLT6XjzviGJv+r+mZi91hpR1bTtMO0xHHZwlIyVtG3kXgH23dkI2oqrYl/cgHsicg3OhEdYjoiwdN/3j+/fievi6vuJR1vkU33i7GXmv/m24lY4cuAzmHpwNku8Uex2G+G2MK4VMA5+Wj0F40Cy21DuyTP+pTOehXtuI95zKw7EmG9MwN1HHY9v2srBcFTRMvN5yOLJmZPgCxtUN+bd97Hpsj6L5QYacOXz7wNoO+p8BMlGShOOx5FID+WDbEHGet1s3DXlTjp9JpQWsjS1l98XKoO8dazBmghmxNGG3bxDsXc6uEhx9rltz4TKbCWZoO0H9ReTwn5QTnZwe4TU3GY0iUnuWCXDTS50yraj1YB+ffug3Ks3Bg0ajA/e/0DaRSHVugUSbCqcXDrSDr+mGx5CQl2CBTW9V6U3esmLp73Qh0vRzJH3VShhZc2OZmaRXL4bDZpdLtNR6dUbnEGs9O6LPgM5qWf8jITQCKeQy7K+9c6wvALEN+CtOWimI7vR7VbK1SA0PQMmUI7O8+RhO1X5oqC++/3X1G8Aqv0GYtCAbPbUb2Wvti27c2+nFnYBB5qplX4LUOnVLMRTyGcvJZ/+IDhko4boa+Cv4z/iZ5wvN597L/VQUiPpJDLyZl2on6gcxWX2gx/DC3usFF48WubzX8LWk27HP/fZDrfctTl2PHxIIE3uB7Ay9vrLrdjm76fja4fcgPX+smt4AelHe56I0Zfegh+vQltEcwiWWaOEO2e8A4zl+ja1vIPp9wCjv0ndjPMfCYitLC2zqIJO1HT/jBThC0e7reTFtbzVn6W5Z0U+TuYYD+TQELR9Le6Kpu6PC2/aGSt5efPv7UeoTUmqyLku00s/uddGxWsYOfqbKB37NF7aaRhG1oZhrf2AK+58Bd9eW1828m/F6pT7o3twDBGrutuM7LtNqWcV1RW3xrW/3BqY/hfsfcB3gA2+i4sPs9HI6qiO6fKBOWk1c2y/iB/87NsYM8hwU/SA2hy8cu+jAB7FpG//zlPletf0uViHM6MBaqsHkSqmic+uO2S6K1rAC+WsFCK+LMlZvcsPsmXKBwtCH0N00DBsuf5juDtHeOr4YaR6y28M5Eo/OBsZlqBj8ewouzi1cWEjhE/P2ArDV3SizS8Ua7QmU122ugJ2vPw87ChbDI4IxKZdAl3HpixTB4KYCQhpA/BQgVDh/pnYf62MvGclujNky9XT2K7nYaJt57inO00usu427jnqGTQInyeWplN+gEMe16/gpKmbYHm+HcyfJOTB43aVfpX9oTzj9Z1hni73Zn1DfUk37H2FxX0grVOIkhmtKAh4n2LlY62hTCST9WBGeKxAIJy0VEzzuHihYz5nEilIs67ePZOxWfxhQdOXORNqQ18yUkWA/eUkaiKePpOoC7K0IzOSFvDyXDUWd+TEAt3Sx/enxSRJqMxRqS+qU19k+s//vYGVVxqJ2275f9h22x0w/ZWX5VeIuG9UynqbCBlzX5SZaXXs30iOnoc6GQl1XHr36SXks6lSQR/up1QrYZY1V1YKqX4T84uqc5tBi1vRMn1690alTy+Ue/dG7/4DxRSPcue7D0o6bfmdM6Dy3g9fzNKlcc6G8qPvo7uXrr/jV13nLkOIJudUW3Q2lBrlpEdyRDlqCahwn2yfpdB/xZXw9L9nYa3Ro1sZkmaXGVtrkExCbxZdudfUXn3my3J7pdKMSq8FaKqoO7mbtQYs4AbbBbYkz0x70OUmkDO/9MEXSCSftvSPb6396/od8S1ckB2xtPIWOGvcNzHthV2xii0B1gavjB3H3YNjDrkHmHABThms537S0xd+txMeHfMn7OWyPIhqyxUwmISLb7Tv9SOMvuRP2HMlblzOarzKOgejdOhv8bdxx8ly+ay//xbnbX4ybqCctp/sZJAisqHay76E6057G9v8kG+vA7MevhQ/uGdTTD50sNRLztvl42cB6fSsR6hyLpt+8Vc5qG7QSHxpswfww0um4bfHrqv6pl2Pi2sH4MKRLai+TSn9+bjq8NVxSGkSDvv96vjjl0dwlxmmnf0Ahn5/R6w0cnNs9sAUXDzuPPxgzGDU8Cr+8EfgqzsNFMuyIZy/mkCb/GfYBjhho+/hiZe3xfDhwPCNJmKTq87BQVMn4vLD17TZpZm4eb9nseavtsHIzdbDA2f9BuPOtSXx2U/hd78GDjh1OVRb5srZX6wvj6EQE1J3tlEVL9/+V+BLW2PEsK3wm5Nr+MbJb2J2dXWsweXxk/6CNa7YSmdDZ0zD5IfXxbFf749q1dgNN7oPXAFbrP8ozrxmQ1zA5cAaMP3P/4N3NjgQ67w7DWdOA/Y96VzsGL0dPf3PR+K4nz+MVy8bh4FszGkX4YEZU1VmzjO4cupjGHvkbhjIduVgNnUaXrlsnMw6zn7yOkyZNgbHiB+KP+vBNlP8qqgOWB5brPcYplzzFM4/VAnE9D/fBazGgXFXnL7NciI/+9W/yUC5hZenAh6Mbce56C3CeH8M32QMHpp6HR4760CdhZ3zDG68li+pUNdcvSejsn6ThnuJwItexT1/Ykx/rL3Trpjyx+l4ezT9jeoiNyIno+/Cvj++EWOPPBVrD2AdR2FfTMGk20fZ6QFz8cQlj2LIoeMwXJQ/hikPzcjyrrkID613KPYbUAX+awxw7j/xyjbLCabTH+Is2xgIDiuo3hv/sa699T8XT9zMvY67Zs8FlsPYI8fg8GdnYPsVVgBWWBfHrHcDphx1hbx05EdpTf/zRDyz2lTsMGxDjJ12Ea78x6l5nXsdi2HVKmZLv6O4a3Wj+k+/C7diHHYYthy2v/RY1MZPwetzqlj7C7sCP56MP32B+gnua3jA7xvRKYCHtntw6vXY/KxvadvNvAvnzf4ijljzXdw/9TGU9joWV8UnMAjWF+GB6VOxA/HCYzjroRkmMxdPEMv1FUv5osr7l7L0I75/eU9Kf2v3p9yg2f1U9OlWfB41Pi8/2lJwqc6Zjrs547yJYSMdX4STxHlbVTGwDYxZt4Axf3nF+7Z695j9Yg77I38GZF/x+Cko/Yj1G4V9MAXH3T4qw+LSRzFkPJ9N3n+T8fyRp+J8/A6HH/VXnHbxFlhh+VWwN36GU+4ciYs3/wxqtffw9G+ewNJ7rIv/sqOVpP/jmGNTD4qZjkFyUL3371ZftuwifVguIhTFstIslmiUJC/idiMdXibIuwxLcr+m9kZKlkzYSaiICKPr2Ewozeo4pSTNCWg2drVBQoVz+tFMtCoJyoKkhsorwgxklX5zWTzb5yliUpf83lCdJW1rKb6M5556DF/fZ3+ceMIJ8tvuu+6xJwYNHGRHJSlqCqchGC5xniClLgisJuQp1h6e2rdvbyy3/PLYcOP8WoHkR23nxetdA7llpituJVhCvz69MXDYCAzbeHMhnIKcGrK4kXmSQP5ErC3Lu0q/tmumld18Am8r/vkQwVuwpVaWBKbzpz7lU+mN/8ybj8dfeAU3X38djrvwYjz1mL+gkelk+bDnU/CS+yX6ClQq4aOPPsSGy64iN0m53IKyHFlRlXQgW0PhzSlnUdlIJ45yY7CwPL2Z2DvKTcxMe/zlJ7+MhOkzZW+0iZ+DMepLm+PoR1/AXiv5/s3B+PyXNgfuuheHj+EStcMBrLLbVXjrJzti87u9kofgF3esjyG1t/HgBT/CnQDuPHQnnO/ZOFiPU1rpa7jhtOew6947W87BuOK29TCU/r79CE7+xsm4y8tM+AouAF8Q+j32XHkktt7uf7HbDqdYLs/45AtC7FD9m6R3rlJp7SaIszWlvOnH0rVBWP+Ys/CdXY7B17/qxvbHBTfuiJEtqkM6TCEvK+Jrlx+LZ799HHb+H5U9+Kyr8MVqC6oD1sIxlxyFsw49Al+RrA1w4kWHgVxwxOYb4P7JE/E1rI8TLpiALw6ixgEYufn6OPWpV7HzsGHAwNH43q+mYNz5x+Lg/dyP9XDc1EOwIiu15sGY8o0JOPZImWIVgf1PuQA7rsDBz8h6TX/9QTKtfVjP4Rt8FlMP+m6YrSBRFJ1b/wTHPn9CNGM5RoiFEJ+Y6FX7Y+3xx2Lf8VPwXVvWHHvEj3HEgCpeeegGYL1DMXZ5xV49r2HYeuOx4bWX4qnpW2AjNsF6u6B280Ts4+7zOKHR/VEzUrfhnjXcdMhEPQoHwD4nnoO1+1dRm6MtJu3FgYwG6Bt9OuQUHH3ZSTh8vFrd8PBTcMTykKOCfjj+Rk20o4+0fH8M33gMHjqXLxyNwdFnHgA9blbJ4qA1DsBpe34Pxx8zUcvSjxPOwfbL67NB26rH7n3/ckN//KglK/mQ6FAbTtSw/Cjs88gdeOWd1bCO3APAr388MbzYAfFJjzGiHWA5bH/mePzrB1Ow7/+qYvqzttSfWIzBPrXbse94PeIK2AWnXbwaBrHsGtthH5wFx2HDPXfBhnjF/F8O25+wC67+CXEwvXvuAjyiOOgTAwxaYUNseO6/8OrWJLDE+xyct/GVOCLCRzEnkVwNh5+wC/aLdIJtvPVyZpN2Yv1RWw4bg89dNhH7xvcGMccWOO/wl3FEhJHYW4P3jX9BLbadvSy23nicd0h/1KY/IscLHb2++mHVBZYfg6PXuxFnPzsT26+vWH6zDSxnsyl4//4x87G05zH4lfgxN7onW/t03uERXuLTcsDhY6I62dFH0qZVxXzaJfLC0djDT8Hhshnb7rsBrTEWP2KM2XdSl1TU/hXdftSSISAv3QFiY81YbjnscOZ4PN/qnpuNxy87CT/FeJy3Rn8Mwq7ynB1/6bL4+UGfx3anfgsvnHgevnOT6t/1u5OwabUZLdI32fjDO8D9Y7r0qS36FjefpUDu/A40Xzt6YfkOEJBYu4/dwYT7EOlx+ZxsJGd3co6EUp8TUV8SFTkqkZdilQTymaApVUfiSayCNxIgcVwoCdWnK8waciJCSJYtS9MOpzCpR5a4YxJKSVm6t7Na672gRCc5CxpAqGLmqy9h/vwFOPPMyfj1lf+Dn005HXPm6m+l6zJ6Ru7yhC+KtZqE05lRVjyYsrZgnHtL99v3G3mAcjEtFcrmFMWCOYk4I4RH/GcWvvfNvUJc3JCZT/rItuKF05520gNVyskrtv/S/GZNmJVr1iiB6UVvnF3xnuH9IM+N8Dh9ttm+TNNTB1T6v5buh1VHjcLJl1+Bl/71LGb9+406moHSpT87tRYaiI7xQaQXtRpGjtkC24zbFB9+8F7wuCTHCCizkv0IPHSVSxxCkHS2a9pjT+KFx+/HMssMlQN9eY4b39rib7zLVY4o4Ll4+sYY7Wu4WHU/RP4O7BAdFh9aoa1A9NTkgI5gD+mtA5EUCUYQEGv+gOeFLJWN4j6ZD3oJqfZAa1wfZBbwB92vir9IiU6enP4Ezjz4bmx92RFYz5ec7WaQ8qIm1isMV28Y8criDJs74i2jc57EOUf+DeOmHoIxA/UGUtvqm6q2Quqa+Ox6rAa8WOckQfvHfWqdJinBlzjfw5lNlc3H8zErUzdR8+Y8/Ssc+bcNcO7Bq0dfm9zWu/jH5Sfj3o1Pjg7+bkeZF+uhVzmEHh/fwextwTbn6atw5AUjCofLs21Owb0bN/JQ9rY8+BjT2/whAPVp9tNXYaLcv6vVuX8/Rr+XANMyyyoksio/qdnSzDFJf9OdB3jL8rtcF8jvvHOFjj9pyN98Z75c/TDvFv6Wtn3Rk4G2C/1AGPg7BlKdETArWEdXK/mCTKBXkWD7aUpm1GgxrEpivqBhkyMRIs2wt3wkz0mdECQ94UBIkJAmlst0MqxlqMfDqi+fp2RL7BjxYv7wlUZh9JgNMGgIT79hDVQ3L2ZFqpXLM3TFroX9Ui9NyJ4LFK9F7M28iuUiuZK5nIKOnOAiROr6vgjlOyaa8zwU8So8/fg0vD7jlZDureAJeiCVx/iM8QbgA1cC3nhtBu66lz9XVf9Dwsg/Ock+InyvzZiubJh7LuyGkl+PoF4uyfrkrRyZUJPDU1v8m1DR1KAx2OfQk3H18//Bhhv4nsxMKN8t5GOZlHIlxiN6mCdhOWFhUTG3MlnT78TS1UZ1FxshrvJCMr2oaVURMr+MuGpZ8zHI6/7Mt5+/G/dutCkO6s/fLGYZI5FReSki8aJd/XbiVdRvL2JNkmpLrYav7X0+bnxxV6xpe9WCfoGC+oJDGYaWpH5nEQ1l8mrX6pmZ1WTXa7FW2ZKQ6a6bX0eGScVPM39toca3YBfIT4Tl8xegRX6VQQeifN4nL7b8mAOx/gn/wstbfPZj/LlE/iTkH4Dd+ZOlxPgNPHDBE8Bu47A8t/AE2Pthje2+jLNvn46vf+ELn1zixV9NQU2IUnNW+YACv+Dr/RtjE7I/1QEhi/b77i0yGaK/7c5fWNGZTa6IkJD6n/1qDH+FhStGlLMtANpf5/ucToPrY4GPyAtR5FbrDut1dLWSL8h4r+uznjRfnAnNp7GnV+vZ7CeJoI8h9TyjF0o8GZKjlVhfd87rzFUwposKLZPtB9WJC+cLlNM5Uwrzvi/pC0kyM6o+iB3zlSZefel5TH/5ReMcSlqZ7jqdkMkZsJoR8lxO6mGEVtNko6nIZTLGk0w306VevNAfcU99lGa3tleERMjQ0rCU97KRLgl6pl9N18LyJD+S9eLFq2NSTC/G25bTeraWL6Yw7jeEltFld70PFDQP14B3X/8nHn3xH/KCit/TVOGO6OG9POTcDhS2GUzObi7dv78deWA2hWfp7+dyBlR+hF5+LYZHLWTlY5d9ZnDkV3+HE7ivwM4djWWysFcsq6LkZclR5bVUTLCYEkTjyjLVeJ6Xcr0ib7L+kKusatIsL2wSLh+RxmDbl63pi8nxaKNvn8XNWOvjh+etjv78lm6eypS3hTlDm/fBlryEu1rN6hJTtbX8uLPxXR6nsGBBRmytol4PcylGKvip2ISa6Ayvm3Ufg1DICClZSU8yGY+2dW1HrJjVrOxSD9gt6qstkJ8Iq9lMSDH7ExfvtzIOOXtlQO6nj6t2fbH618bg0hMm4efuwte+i0s2XVbuQ0+S62fH4pJ98TH7m/Oo8ZEFfLKr8qJMvV/ta5YfVOa++npfnhrvTk/SKPs1bfWNs5wtJJq8ykHfOvPps5vZTOcCVDnLyXJGXGUbF/tJGa+KPUgXEMk6z0BU2tPmlusO7a4rIhcuT51SxmUkgUROJYQAmbCkmQEnp0JMfTmecjJ55CtyeRJKHuDjFM0wLNxAytnvvRNHmdBSUkaburTuLyWJcPRSkushJxCluqGRfsoqpJFQ0jcS2pCyDgAAIABJREFUUb5dw/aySS7dlUi/uJrKVTytoPhmPzYg26Uor07nDsUkpCyrbECMBh1eX62j2qRtjyth9vp5vbQOcm6p0Wk2hWOvWNARTdP2YVnF3kJWC8fD6hQ8U3G5aeN7wn2z7HqX0Gb1MqM0b2epa5Se4ZRLLLqSz5R7scRl958I1F47MeJ7MK0I07J7WeGgE9kf92C0/lUYksyw5C5L7TpTKgchMy/3CxTUp98yaNYrm3ntzZClhFCUFQXlpnQZf/g8LtdI2POL9YwqLjiziMuGPL+ZYr9NEWVjnYpvXgfzRWfA2Sy4DklXZxUX6pRCoZzf0CIV5bkc68uBTVSqkOiwoOSKTGRTsYr9z/ut+Q5zQMUTPJuF5BNJhLxWaSYbBNoKmJ/F7I4Wz8oteomsbAolBBICSwICOnOpLzpydpOrcfzFFi69a5gEVFc9AiGVN+JVRsqEvZ/sJ62Pjfv0Rlc0IgodUa2Uo45kG3payRfk4pk411pMy+KqTVVwrI5KWCQmJhpWOU8Py+QkG/K/cggluC6bzTRm/ILC9MTlGeUSvumxsMhTxn7Njh6qnISUr9hxTlpWaxfCgcCynNkSHV73zDf334FQ20oYAzIBJCtf7zgmw8H5l3nqKqTeHgmQi1AuFhfPlVHRvKzri6+CQZzQTrht2fp2AgwFnbrszjL8k3HYvs2wRKsBPj9QKxGiGA/k5QEA8qQGUsPitSZ9iPktpNRS0p+9IumssgwbOJv1ZNx1Bj9b+RByNBC5FAW9MiITCE4sYOGQVyCJSubclgubdIi6Qr2679JxmWXRY3Xwl6O8Sh53GcZdI7HP6RMw1b6mZ+RT4izIMlKPmDCqHrXJMiqjNiMyKQnMVhtyM7ijqlprJGkuY/i40yZfyFWCXIDSo+Ea2WKaqwz5klg3NYi0nxvEUiAhkBD4hCEgfWeV+z11eZ1L7UooW+QElha+dGT7QGVG1JfmjajqntEW7f8KfW+3QcU+r62RuY5R9m91h/e474z0eX8YyricyXg/7bOeVF5My5bo1SFdko81M5z3LBvHNT2rZjYTma8exyXOYnL81616ns/xSHmCEtDiUrz+3I4v53M2tSQH1HM7oH5im3qovdfTZ05pg9IyjoZy7oESI60TfbOXpeQYd9+gkI1XAWvjMkJv9WebZMuh0CoTkjypuo7lKqttoLTYBt7QXlH7Z6CKo7kWKLazxVmHtj5S94hotyXHdG+T1jI5L0J2wdWQnt/zKThTwcI/7gAfWq1UVabFqySTcjNyWpoNVUaVxNNnRoV0llFq0d/q1v0X2TeanOWCK7moA2y3flYulorC2r4qZsn+oDnwITMq5gS81XmcFDYftHxG+FyvEL24I/MylkYzbluIqPkoYebZy06Ukf9oz/7EBp8lTxPSGesT7Zn+aFnebSrfNJIrNhSBfL0MFalrqJkJGviSl3VczhzrSHuWK830tBcy/fVE4qaql98qrR1drWRTQkIgIdAjEOCyub55W5VldC67BwJKomn7PeVEFltqJyENe0Jly5O9ob84+4jYVjvkwBsh7u/qUgnXF+nyMkHeZahU9laqxKKSUP3JS445QhxsMAhW3OWQTrOyd5QE0Wg0xwhfemb7SbqQUOUETpg4ZuksphJ2kkyunLZaihcaqUeC0QGSUC+rDpGMcqneziMy/iIUlZjxhI4IOwZjuHxZP6qczuJyaDbCyTM4pZBhq/WjQZJrwqE/Dyp1VyYsOnJY2EgpeLgDok8tC8pROlPVQuQZ86O6KA712icr0xEZsdXmkn4rL0R5wRVJy8gny9T50BmvY5yt6fqthGF+xCy/uXBzsN9o3GTcojcSbwSd6fQbS6fO/QaLgapr1B2IHMq5nUuPcoTURXHzVWyEZGN+kmeJRsgytbw9VM7r7AeGuozgIkTQ9Sl+Lh+IpeCa6RK9Vo66RF6UKjlUvbrvRXW5L1xqUvRVRgpre3jbmS21wQpayK5KcrXOqlvb0pQ4WtYk0f1glQ56g6Q1VMBW/bNUfTBDJLIVpbXX/jm1cZmFhb2RFiaX8hMCCYEehYD0fdLPceZTSaTu4+QLRTobKns7PWxvxpOgsk/Oyme9i/eFiw0I9k8RWViY3czTaEbMC8V9nemsK+9y9Ugo+3M7qJzDHomQ9PWchPRhRnSTB7Bb57iu45VIGxnj+E4sVcYGCZmYpEd1yFCYrNR81Us5zaDLnKDki8tOXOWAepm+zGZBaTA3OWbkr1SyCbNghz6p0pxHrCN//Mbwy9eD6dEsqP1Ijtg0YsYXtxknZuKngqgklESbmPmyuzWO2NNEaUkp6xiZPmbk/czum1y6CGZ5Gs3qIwbq/KNtVaddCrL+fDg+WbZVxv22DLrPj8EpP9lpN8bCjZkOJUYWcUfFEam5wcWXO3i72N4J7sPgzzDJTSkklLcy4wqOhN0F99JAdrtyjfLy6VlMHhBGefNIM2WKQlyInpcRwUhWfWedDC+9OeWBszzJ8QeN2VEZl4vSlPBRn77xL+5JZ2llrQPU9OgMLfFTpji1rOg0f0N57TwznWpHXczCDMn/tKXCGaHUlIzzuR1Cp8KFPMNWq01t4p8F5JJLCylZICoaJdZNlfy2c7LirULWBq3SU0JCICHwyUFA+sLoizrjJJjs63jCilxJQuMjlJx0EoasL5fYx9VvxHZ9lO5AK3nf6ENorojrjPS1ko9kZJzQkVrGC9FFolT3hRm1VFyOj0lozhcjH3L8c3CW3vgyudkRAuYvJWUanG9Uq5y4cnKnXIK/B09+4T/TKYTPXkji20sZkXRbald0cj+mzYI6Nlr54GTmRAhF7JWFRDQjpRTz0jI5zLjUS4UJuVBTExIOxCFamD3zhJlmuFOhFNICwWSd9Nh2XEZFtYatSSNz9eN8pj2ZWLa+XM5DFw/uVPzbhOSIT+qYGNdgKMSAOxUnepoweZYRjsOGIcslULoPQ7Bk3GZCvXEFylA405wz7w+HZdfL84dGRETApMLFS7Gjyeyovy6kWrxOFJQU1skK6TXrrBj3P2oVTZQtpkfxnLwRT0kTBdRnhFLUyCvrZiMipn6Au8nQLnVkPjPM/7NryFcnozopHpLPEgaHlfZMubo+TYwkQpkojUKZMivvJaNrQSbK6Vyw0fo650UqlRBICCwGBPRxt36Y9uylWQ36krz25W31ge6m9oEe+xiv3ofJGNoxP6IuOBCfULKOPpc3/pP11fFMKDWZoBAjHdElTcYCmwmlnSIJ1YIsHCyYO5YWLvwpzLwMdSshs72cMpHF4iSPHB/JL9p4K97JZlWPcswfy0RuwllLlm9jFpSYF3DnfeEki1eNK2QhLnRS6+LL8MxrNQsqM8q2QkxwfYbUsXayb7OggnPAXeUV7wjZQvvmUC/kSdmoPtYorS5xnVtlRglty+W8CCXoTkVuKrY5ZfiRay6iyeK8p6to8V86wA+JkzeSpnE63qRlvwdlFMDshsvrzsVMr+g2NXLJpUclIsLl4tJ4Qv48RRxVNV555kuy6vIlcks0DuV5TtCswzNiSYWsm9TPr3xU+I1bFVm+4kR55klnGeEn5WWfZl4fl5SkkUx3sEXtvq+T9Wc+7RkWGs777L5mV6+bpFh9CzipCAWCfomoVx7Ua6598lkSi/KLuZGZYlb78XZ0tl8w5SYEEgI9GgHvP9kzeT8g/aD2YZoU5UWVDfJR2hIT9LqEQbRjnnkf6kNvKOX6mGA6XVaS+I/LRCRU8mwKT8aTaMk4xE2Rk1CqLy7HU0/2YQEjt1yyF34QeWzZOpDlX0pSjsF3TTh/qEcrKV1ledv+58vz9qtK3I8p+0V98lOIrBrx5X3fJ5r52FaIdmz5XPBSv8lpdPYymgWtR0A5OAuJVbwFqwhTWpXZWiOgEg+E3ICW9lH/Amr0JWrXkC4KsjyNZoRatbT+l8+G87nWuVmKP0OtZUMjZsL8KdA4JkfxCJzAFzfaHH37LRXISyzXXtgdaE/GgaGMAGM41i+TZWah+pKSqnyrIOAkLEoWZQWN3lG5Ir0ncoVyJZzguYQRPeN8iqSnUcYeaDVtmmKbni9XJ4pS0Ip6PeqVNTLYhp3gt9sIPoccS4ntupDdFHIpykcyEszn52PBRLFQA+J1LTVAb1KREEgI9AQE6o09oVewfq8n1GPhPuboxMLFOyJRR2XrpNYpseowkVRHTLlQIcMIUkitE2+dJ+xMzEpeKOPpPtGlJd1uIERBXom362jbjtXKSWEQJHdhYpbgthyTLEtl5N8s0cTcb42qDMOZ3hDLJeUipqtuqZCXC9QvnhMpRgKGxYx24vM+/ACP/O2ejEBE9arw4aQfJJ4kTfx8cexm+PNf78IN1/02Uyt54VHO0lMoIZAQSAgkBBICCYGEQEIgIRAhsOueX8c2W48zAsoMZ5w28ynTql6gVpMZzxuvvxbTnnreU9M1IZAQSAgkBBICCYGEQELgU4DAvHnz8NZbb6FSqaB3795ybFVcbc6ECncszOYynX8sv9NWm2LnnXduNZNLPWHZPZ7TTJOcMcQpnBBICCQEEgIJgYRAQiAhsOgIxOwyKx223XrSJ2prjFcqXRMCCYGEQEIgIZAQSAgkBBYfAra3VF5IK1it+CZt2feZpjwL8KRoQiAhkBBICCQEEgIJgYRAZxFQDkqCaWw0LLvrS9SiN0yQmsxdd93Vyt64ceNapXU1gXa6S2/sW6NtFPFptP7Yd7fVKBuuL7bBcKP0u97YTiN1x3rdll8bZadoo1F63c/u1u920jUhkBBICCQEEgKLHwGSyYx0uv0Kl9nzyVnMB8Z4wGUa/+I0V9bZq9vpbPm2yrle97XRvne3/rhebitOa1TY8WmUvliP+92dNmLdbi/2obNh1+X6Geefxzur18t1t363k64JgYRAQiAhkBD4eBDQU1+LtuWFo3gytN7avBfywdLjXb02Wl9X/VnU8o0iIQuz21Nxcr8XF04LwzHlJwQSAgmBhEBCICHQdQSamprkDXj+SE5LS0t9hXwTXg72L05y2g+qylynnZSvR6rqq/KxNicScVpXwyQl3UlMult/V+vfkfKOe3fi1BE/lkSZxdW+3gZLIgbJp4RAQiAhkBBICCxOBJx4brTRRkJAGa/3Ibf0v2I+f20qnNLv5zMJGS0sxrNgTyZATiC6ow7U3R36u0Nn8QZg3P13e/VkupLW3frdN/e/UW0c62m0bvrs+h0fr0e6JgQSAgmBhEBCYElEgESTf6uvvjr69u2L8ePHt0tA26pDWXipTI0y6H/+E1VazAfetpQs6enuvw/2jfaXel2322qkjSI5aZQN99uv9LlRuuP6d7f+2G9vh9h+Z8OORazT0zqrs1guxoZ5sa2ibIonBBICCYGEQELg40LAieeaa66J0aNHY9ttt8W6666LqVOntklA2zq+s6K/TWrL7CShLilTolkVe+qg6GShJ/pf9Lkn1yW7kxofWhy4sC3cTuNrkDQmBBICCYGEQEJgyUaA5PNb3/oW9tprL6y66qoYMmQI+vXrJzOgd999N7bccktwD2j8KVDJkFXhzGepXJafQxLiKbOguknUpYokyNOX9KuTBfe/GO+q/43W11V/FrV8T/d/Ueu7pMqndlhSWyb5lRBICCQEEgKOAF8s+uUvf+nRVtci8WwlECVUSDzl46TTMvnikc/2+ODo5ZzMebyz16JejzdKv/vlej3eqGs9fBrtu/sa14HhRtjpbv+7W79j013XxeF/3K7dVY+kNyGQEEgIJAQSAl1FgOTT32xv77fdYzs8TSmcH28Z8qrRJeecXiuVOPOp2z85+zl2860w/tsH4sHHno51pHBCICGQEEgIJAQSAgmBhMAnHIF58+bhrbfeQqVSQe/evWVPZ1zl9sgn81h+5202w2W/+CXu/+ttcVEJl+VopRKX3vnSO5fb/arvvLcqkRISAgmBhEBCICGQEEgIJAQSAh1CoDj3yXM+STxRiqZFE+nsEJZJKCGQEEgIJAQSAgmBhEBCoAMI5Bfgy3oCKH/+SGc9qYEiiYJ2AMskkhBICCQEEgIJgYRAQiAh0EEEdBa0HE15tt4V2kFVSSwhkBBICCQEEgIJgYRAQiAhUETAT/DM0muo+Dyn/KZ7jfOdykr130w0hRICCYGEQEIgIZAQSAgkBD4dCLz55pt49dVXMWvWrFYVbuuFo8GDB2PUqFEYNmxYrgwJaHzmZ0VIZrUmLxyJJBMS88yBliIJgYRAQiAhkBBICCQEPk0IkHjy99uHDh0aql2zaUy+zc7z5Gu1KpjGI5jmz5+P2bPn4MUXn29FPqnAZ0BJQit6sDwT9bUjKorZZ71zCBtxxmSoiQUadXZlPb1xWqN9L+LTaP2x726rUTZcX2yD4Ubpd72xnUbqjvW6Lb82yk7RRqP0up/drd/tpGtCICGQEEgIJAQWBQEeteTEUwlmFVWSzWoNH3wwTwhnS7WKluYWfDjvQ8yd+y4GDxqIN//vzcyMTGjmpz1JQitcaJcjligq7xzZq0a1Wvg5wXjA5WDJvzgts9K5UHEA7pyW1qVcr/vaaN+7W39cI7cVpzUq7Pg0Sl+sx/3uThuxbrcX+9DZsOty/Yzzz+Od1evlulu/20nXhEBCICGQEEgIdAYBn+nkrxfFf/PnL0BzczNaqi1KPj+ch2pLNRxCH2z58Z1MiNbdddnd5kJlx6fPi4aSWcAHyyyla6FG6+uaN4teulEkZGGWeypO7vfiwmlhOKb8hEBCICGQEEgIJAQWDQES0GqVf0pAW1qqaG5pFvJJAtrc3CKzoZRzspqzEJFOP0qpooI2JVqDKOBSvLyAFJV2IhEldTnopKQ7dNM5199lRz9GBY4N6+Lhj9GdJcr04mpf4r64bC1RACdnEgIJgYRAQiAh0GUEuPbuq+qqTPZ8yimfNYC7PcPLRnVmQHsyAXLi1h0kwnUTvkbqd72N1FnvHnI7jfbfbXW3/qKdRuFFPe67Xxul27GmXtft9UjXhEBCICGQEEgIfCIQkL2drElEQMFfOGICiWatihL/SEElnr3y3tMHR/e/kcQhvimo13W7rTi/q2HqjPXG4a7odr/9Sl2N0h371d36Y7+9HWL7nQ07FrFOT+uszmK5GBvmxbaKsimeEEgIJAQSAgmBHoWAvHBk3LNWQ4kL7XzhSN9ut+lQydcF9+LEZ08dFJ0s9ET/iz735Lp058OyOHBhW7id7qxL0p0QSAgkBBICCYFPFAIy6ak806c1KzoTWkPVt316Tlh/77mzMU4WnMQV411t3Ebr66o/i1q+p/u/qPVdUuVTOyypLZP8SggkBBICCQEi0NTUJH+csOTLRwOrA+TNdr6ExBeQ3nvvPXz00Uf1wRLeaeTSXj6qiCSnQrkZ1KZDvbTP9vjgGKd7uCvXol6PO1nsiu64rOuN0xoRrodPo313P+M6MNwIO93tf3frd2y667o4/I/btbvqkfQmBBICCYGEQEKgKwiUy2Vst+02WG211fCZz3wmqFpuueUwYsQIjF5znZDmAaWbYdOnJstEZwkVHhaqRFSX27OJUS3WCJLjjhSv3ambtrpb/+Ky0Z12uhuj7tbfndh0t+7FoZ820ichkBBICCQEEgJdRWD06NHYdNNNMXjIkKCqf//+GDBgQIjnArJ/094rYoYSTDmOqcKdnzWyT3JNy8gVTpGEQEIgIZAQSAgkBBICCYFPLQJcXv/ZOT+Xn9PksvsHH3zYatl9oeBEPLMijJPToMI8dbZzoQqSQEIgIZAQSAgkBBICCYGEwKcCgc4su9cFxmhmJcx28t13o6BaIE2D1gUuJSYEEgIJgYRAQiAhkBD4lCGwyMvujk/8C0eWVuHvuivN9LlPffkoUU9HLV0TAgmBhEBCICGQEEgIfHoR6NSyu81y8o0iZ5qCYAmooMZffVdAGQyRTy/GqeYJgYRAQiAhkBBICCQEEgKGQFeW3WPiKWEeMu+zoaUyLZRQ4ttJadoz3XAJgYRAQiAhkBBICCQEEgKGwPbbb4+1114bAwcNCpj069cPSy21VIjnA/4eUcYrfRZU9nyWyUBl+V0OYMqVrXcOYXccn9Oosytzztf5uchG+17Ep9H64/q4rUbZcH2xDYYbpd/1xnYaqTvW67b82ig7RRuN0ut+drd+t5OuCYGEQEIgIZAQ6CwCXHb//lFHL/rb7uSWOruZm9iUt93lVSP5pyQ/6+4SPjDGAy7T+BendbYyXs7teLxRV9frvjba9+7WH+PgtuK0RoUdn0bpi/W4391pI9bt9mIfOht2Xa6fcf55vLN6vVx363c76ZoQSAgkBBICCYGuINDS0pI7Wmnuu++ieUEzmpv514L58+fXVa8L6dkPGYkQ93yWmVMqQ65CQGUStK4SHyzrZnYisdH6OuFCl4o0ioQszImeipP7vbhwWhiOKT8hkBBICCQEEgIJgcWMQKlkR8lnezrlbfdwwrwsvVfreuVEom5mJxOdlHSHbrrk+jvp3hJRzLFhXTy8RDi2BDixuNqXuC8uW0sArMmFhEBCICGQEEgINAgBvmKUvdhOpYzLsntJpj2Zwl864ptHGTuNrfdkAuTErTtIhOsmVo3U73obqTNuTw+7nUb7v7j0F+00Ci/qcWz82ijdjjX1um6vR7omBBICCYGEQELgk4IAj/QMHwuWSTj9BXemyVnzQUoDPX1wdP8bSRxiiKjXdbutOL+rYeqM9cbhruh2v/1KXY3SHfvV3fpjv70dYvudDTsWsU5P66zOYrkYG+bFtoqyKZ4QSAgkBBICCYGehIDwTnmnnS8e6Swor3bUkpyzZKvvFGhdtZ46KDpZ6In+F33uyXVpfUc1LmVx4MK2cDuN8zxpSggkBBICCYGEwCcbgXjmU5bgwUPmufpe4ptIJKB+JlMeiCIJyucuuTEnC+5/Md5Vzxutr6v+LGr5nu7/otZ3SZVP7bCktkzyKyGQEEgIJARqtRr4x+OW+FerVVFt0bCmtaDKtFq9d4acbtrWToHT93xKpCZTolyC94/P9vjgGKd7uCvXol6PO1nsiu64rOuN0xoRrodPo313P+M6MNwIO93tf3frd2y667o4/I/btbvqkfQmBBICCYGEQEKgMwiQdLa0VOVIJR63VK0qCW1uXqDHLLW0hDzK1vvIQUu+om5L6/a2ux+vxFlQMleX6t49aI0gUPUq6mndrZ92FoeN7rTT3f53t/7uxKa7dS8O/bSRPgmBhEBCICGQEFhUBIYMGYLZs2djwIAB4M9rcnWcl1qtjKWW6ieklL9YVJMZUSWl77//PgYPGpwzpXwz2tLJPZ98w0iX3CmrB31m1DNXPkUSAgmBhEBCICGQEEgIJAQ+BQiMGDEC9913H2a9PavDtSXx/OxnPxvk9SWjcpjT9HeKKkI8hW0q8RQCyhOXQtEUSAgkBBICCYGEQEIgIZAQ+DQhMGzYMIwcORK9e/e2mc+s9iSVXGaPXyZirpDNUgnz5s0Lwj7zqQk6vanL7nLWkr9wxAz+JfoZkEuBhEBCICGQEEgIJAQSAgmBRUKAxNPPks9ePZJl9+wNJGZw/Z6fNvaNLpLRJJwQSAgkBBICCYGEQEIgIfBpRYDMUg76FAA0DFQkkPZ6flrvilTvhEBCICGQEEgIJAQSAt2HgBwun5/orOiJ8roGr7OeFk5Tn93XEElzQiAhkBBICCQEEgIJgU84Ar4HlFxT2aWS0IpE+E+N//NNo/xez3rnEHbH8TmNOruy2I5F/xvte3frj+vjthpVB9cX22C4Ufpdb2ynkbpjvW7Lr42yU7TRKL3uZ3frdzvpmhBICCQEEgIJgY8DgVLJ3imKCGilXCrLPk/OeioR5dq8uucDYzzgMo1/cVpXK+N2uqqnWN71uq+N9r279cf1cVtxWqPCjk+j9MV63O/utBHrdnuxD50Nuy7Xzzj/PN5ZvV6uu/W7nXRNCCQEEgIJgYTAx4KAb/ckAa3p2/D0w5bd7XV5mf3kzGf9s5Z8sGxUBRqtr1F+dVRPo0jIwuz1VJzc78WF08JwTPkJgYRAQiAhkBBICCxOBJR9ypxmWWc2uQBf0fOX5Mh64ZxMtInPnHdOJHKJXYw4KekO3XTN9XfRzY+1uGPDunj4Y3VoCTK+uNqXuC8uW0sQvMmVhEBCICGQEEgIdAkB8smynyxPdmlL73LOJzN9p6dcRdBTMrs9mQA5cesOEuG6iVQj9bveRurMWjMLuZ1G++8Wult/0U6j8KIe992vjdLtWFOv6/Z6pGtCICGQEEgIJAQ+EQjoQZ9hUtMPpS+X+EOdZKLlspxMT4ZanPvs6YOj+99I4hDfFNTrut1WnN/VMHXGeuNwV3S7336lrkbpjv3qbv2x394Osf3Ohh2LWKendVZnsVyMDfNiW0XZFE8IJAQSAgmBhEBPQoB8Unil8Uznm/oLR16TMDXqCdm1pw6KThZ6ov9Fn3tyXbI7qfGhxYEL28LtNL4GSWNCICGQEEgIJAQ+mQjIJGdUNVJNPWTeN3naC0dFDlokQZGOJTroZMH9L8a76nyj9XXVn0Ut39P9X9T6LqnyqR2W1JZJfiUEEgIJgYRAVxBwPunL7a6rwt/c5H9yvGcpOm7JlgA5MPrg6IWczHm8s9eiXo83Sr/75Xo93qgr/aTuWH+jfXdfYxsMN8JOd/vf3fodm+66Lg7/43btrnokvQmBhEBCICGQEPhYECiVUJa33DnLWeKqu3xK1115cU3Pla/BAhiz4abYZ6/dMe3pFz4WX5PRhEBCICGQEEgIJAQSAgmBjweBefPm4a233kKlUkHv3r1R5vtB0YczmeSMxRlNxvnH8jtttQmuvvZ3ePzh++WFI5VVAlpRJqpHzEtG4ReOIlspmBBICCQEEgIJgYRAQiAhkBDoEAKc6ZSjlmzKUyc+S6hwOrRW0/fb5bfdRcA3gXZIdxJKCCQEEgIJgYRAQiAhkBBICBQQ0NOUmKjQwkNSAAAMC0lEQVRMUw5Y0l84Er5px3rKNGqhaIomBBICCYGEQEIgIZAQSAgkBBYFAZ/KlOV4OWReS1f0B98ZUfYpzNSlF8VCkk0IJAQSAgmBhEBCICGQEEgIOAKy7M7z5G3mU/ilLLuXUatVwffclXi23kDqOtI1IZAQSAgkBBICCYGEQEIgIdARBGTGM7ztrkvunPSsCBstlVGqcu7Tf1IzTX12BNQkkxBICCQEEgIJgYRAQiAh0BYC+va7zntyGlTlKk3lJnldvlbWuU/ST30dXgXqnUPYiDMmi2426uzKenrjtEb7XsSn0fpj391Wo2y4vtgGw43S73pjO43UHet1W35tlJ2ijUbpdT+7W7/bSdeEQEIgIZAQSAgsbgR05rNJjlqibYmXSgg/r8kEnrJUCrOf2e98xwMuB0v+xWldrUxxAO6qPi/vet3XRvve3fq9Hry6rTitUWHHp1H6Yj3ud3faiHW7vdiHzoZdl+tnnH8e76xeL9fd+t1OuiYEEgIJgYRAQuDjQkCOWooPmA/k089fqvGgeZ8ibe2mD5atczqX0mh9nfOi86UaRUIW5kFPxcn9Xlw4LQzHlJ8QSAgkBBICCYGEwOJDQGc6y/rLRs41AVTKTbrszgnPGt9GqnNiPd10ItFIl52UdIdu+un6G+nz4tbl2LAuHl7cPiyp9hZX+xL3xWVrScU6+ZUQSAgkBBICCYFFRYDkU34dib98xMLkmZz5LNueT6bJC0dtkE/m92QC5MStO0iE63aMeG3Ex/V2h8+xf26Had1hq7v1e13cTqPqQD2u06+N0u1YU6/r9nqka0IgIZAQSAgkBD4JCATyWbYTlWzfZ7lULgsrJTMtlxhu0nfho1r39MHR/W8kcYjgEcLmut1WnN/VMHXGeuNwV3TT5/iPuhqlO/bLbXSX/livt0Nsv7NhxyLW6Wmd1VksF2PDvNhWUTbFEwIJgYRAQiAh0KMQ4MxnU5PxS+Wb5J2VpjLP+WRV9Jilahsznz11UHSy0BP9L/rck+vSnQ/L4sCFbeF2urMuSXdCICGQEEgIJAQ+KQjInk+Z3PQjPPleEVAhAxX2WeN77jX5AXgKx58iCYrzluSwkwX3vxjvqu+N1tdVfxa1fE/3f1Hru6TKp3ZYUlsm+ZUQSAgkBBICXUEgLLvLdk/5mSM9bunOW37Pd9xzs5+jVlsTu39lR0x7+oW6sz1O5rriEMv6oFvU01P016tDo3wvYlLEqlF2ukuv+9/d+uM2aBQm7nus29MabSPGp9G63ed0TQgkBBICCYGEwKIgMG/ePLz11luoVCro3bu3vjQUKSCprNVZKZeZzlIJLL/TVpvgd//vFrzw3FPyC5p6jjyVlFC6+/aba1TAj19X+cIa2O3LOwj5jGylYEIgIZAQSAgkBBICCYGEwCccgUaRzxtuvhUv/vMZQUsX1fU4z0qJbyDxjCUjn5wFLS67f8IxTtVLCCQEEgIJgYRAQiAhkBBoMAI+E+pXqme4wjfcee6STIfKIfP8maP8ns8G+5LUJQQSAgmBhEBCICGQEEgIfNIRsHM+ZVJTtnzqvs8yX4GX45ZKZb2WeRJ9x8lnvGetPQzbkmsrvZ6u9mTby1tUXUX5juhemEx7+e3luS/tybSX5+XTNSGQEEgIJAQSAgmBhMDiRIB8kkd46nGeGd+syMnzvt+Tv3JUWHYnsenOFyGouys2YuLVlp5YJga9Xnp31tVtt+Wn56drQiAhkBBICCQEEgIJgZ6OgJDPprK8cOS/bsQ6VUolnvPJfZ7yApL8xqb9CJLUuUgO6xG2Ylp3E7hFtef+tEX62kqPG91tOh7Mi8OMxzLFsu5DnN7RcD3/3JbriONdseX60jUhkBBICCQEEgIJgYRAVxCQ3zXiynpYUPcXjvh7m5Kqxy0x2N6ye5HY1CNGC3M0JkouW0xrz06cVyzn+updWa7obzFerxzTYpuuJ053PR31x+WL9tpKdznPj/3xNJdJ14RAQiAhkBBICCQEEgIfNwK67F4WN5SAKgutcM+nHfKpv3Hks6CRxzHRYTLJTvyJ47FsnO7lPN+vsR4PF8t5+qJe29JTTC/Gacf9Y56Hi/aL5Twel2krTJ1xHnUX422lFf1I8YRAQiAhkBBICCQEEgJLGgIknP+/vbNZkaSIonBUTdJvIIiv4MaFKwXRhQj6wOpCEWRWijiLUQQXgotRGlc6Q0MVlXoi8nRfgpuZVUV31whfQRN/9964+W36EJERWV/v1ELnlJwE6bDVRaEa1SF3vfFZpalN8seIYiwTTPbK7Hr7tbZiyeacX5z/HH/7xPkz0Sg7P4dL98Wyz2et7XldKpbnVz3+oo36+9jRljoEIAABCEAAAhB4eAKbUq/0tPScROigU0g6ZFR/tRjrqXe1o6CxmIl9Tjrrs71tXM71Hztuu1PLLMc+Rp+bfNTnsrdXO8aNdY3FeP3YUtt+Lj2P2y6zfGw7N0Y/BCAAAQhAAAIQeAwCuk3pyfZJO1Q0rWtqDbReMm/tqUQmGVpzssiJQsl95yStOPKP8RSnb6vP80SfzG7NP+bpmLHP9Sx2Zm8752Ubtx0vltmY/WSXja/5936O4TL6U4cABCAAAQhAAAIXIVBXO9v9npq/bru3k0h1w71eNl9GHUBaTk8CZ+4XRZVtbO8xl71QWmvbz3FV9j5xrK87j75/rh3tXXcObrtUDNdt477Y7ueyj8rMbq5fcWTfj2cx+jlpQwACEIAABCAAgYcmID2pW5WsK+ubnxtdtbRtSlMd+sS7ZGhTocspZSLHQsqeblskuf/YMpvjWN/Mbimec41+to8CL9Zlm9k4hmO6jPaqO1ZfLvk7hn08v30oIQABCEAAAhCAwOtBoN2oVEVou+izplXv+WwJThvudWV0ZekzrPItPdySMLJ4WvK/7zHNeZ+/Pl5s69n1N/ecWX9v37dj7ktj0Y46BCAAAQhAAAIQuAQBLWxu6yKnd9WbvqxfOKoHjqbtdl04f7s+upCpxE//i+KrH+vbFk/qdz2L2fud246xM+F3bNy5XOdixnnjHMf2Z3aR81w9+kWb2B/zWapf2n8pN8YgAAEIQAACEHhNCdS75MNn26cFzkHpeg++brjX/fn8ISRCLF6iIMmt13tjLNfXvU6zcM4u5a25YjtGnOuXzdJYjJHV5avfuc9p/yyG83KZzf9/7IvPnOV/LsssFn0QgAAEIAABCNwvgfbO5/R65+2Ln/W0e7t53hfNz73v2Qub7B//mljIHslxXWY2j9Hn+eeEqcf70rmt8cjG7TtXai7/5vydj+zmcp/zdey18tL+a/kxDgEIQAACEIDA60lA1y3pVyXoJEAHNerbnnUptDWyz2suCZAogPpHP3ZsTjhl8db6nOvS3LbpY821+/zcXrK3TTaXcou/vi2fJX/5Zs+35hPnpA4BCEAAAhCAAAQeioD0ZBOddzOoPdwJTX3lqB53v7OYapl4ikZLgicbs9Dq42a2cR7Ve59+PLajrWPH8bl69JON2y7t17fdH8vMJuuLPrGe2c7xi37UIQABCEAAAhCAwKUJ3OrMadVT4nPzy/Nn7byRr5cfx/LGm2+VTz58v3z//NdL58z8EIAABCAAAQhAAAKPSODm5qZcX1+XYRjK1dVV+z57mF+CUgfUb4XlNKa2/uT/6UfvlS+/eVqu/3hx+0anzxgNr17+01zG6SOb41j2u12YgioEIAABCEAAAhCAAAROI7Db7cqrl3/XW5SiUB2efv1F3W4/aMtdX3kfS/ng489Oi441BCAAAQhAAAIQgAAEAoEXv/9Wvv3q8+kGz03ZtuPvZfj52Q/lMB4kO9s7n+NY3n7n3eBKFQIQgAAEIAABCEAAAqcR+Ov6z/LTj9+VUj+x2bbkt9ttGfb7Xd231979KBE6juVwOJwWHWsIQAACEIAABCAAAQgEAtpV3+/39T3Q9o33TTlsNmVoolPrnu2dz7b7Pn1qMwSgCgEIQAACEIAABCAAgaMJ1IVNX/KpHfbm2cRnfddzLOOhvfd5dFAMIQABCEAAAhCAAAQgMEtA+rKUorvmp8vlh7riqeXO2wNHbQV0NgYDEIAABCAAAQhAAAIQWCFQlzTrlUztI0Z14fM/Afov0UXQ1Vn7VeoAAAAASUVORK5CYII=" alt="" />
4)vector<int*> *kkkk;//int指针的向量指针
#include<iostream>
#include<vector>
using namespace std;
int main()
{
	vector<int*> *k;//int指针的向量指针
	k = new vector<int*>[5];
	int *p = new int[10];
	for (int i = 0; i < 5; i++)
	{
		for (int j = 0; j < 10; j++)
		{
			p[j] = j;
			k[i].push_back(&p[j]);
		}
	}
	for (int i = 0; i < 5; i++)
	{
		for (int j = 0; j < 10; j++)
		{
			cout<<*k[i][j]<<"  ";
		}
		cout << endl;
	}
	delete[]p;
	delete[]k;
	system("pause");
}
[img]
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