Ngày đăng: 2023-05-03 13:03:23
Mục lục
1. Queue trong C# là gì?
Queue C# là một collection đặc biệt được sử dụng để lưu trữ theo cơ chế FIFO (First In First Out), hoàn toàn ngược lại với Stack.
![queue 01 jpg](https://freetuts.net/upload/tut_post/images/2021/02/02/3562/queue-01.jpg)
Ví dụ: Khi chúng ta xếp hàng thì người xếp đầu tiên sẽ được vào đầu tiên, đó cũng là một cơ chế FIFO.
Trong C# có cả generic Queue và non-generic Queue , chúng ta nên sử dụng generic Queue nhé.
Các đặc điểm của Queue:
- Lưu trữ theo cơ chế FIFO.
- Nằm trong System.Collections.Generic namespace.
- Có thể chứa các phần tử của kiểu dữ liệu được chỉ định.
- Các phần tử được thêm vào bằng phương thức Enqueue(). Không thể sử dụng phương thức này ở trình khởi tạo.
- Các phần tử được truy xuất bằng phương thúc Dequeue() và Peek().
2. Các thuộc tính và phương thức của Queue
Trong phần này chúng ta sẽ tìm hiểu về các thuộc tính và phương thức của Queue.
Các thuộc tính trong Queue:
Thuộc tính
|
Mô tả
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Count
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Trả về tổng số phần tử trong Queue
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Các phương thức trong Queue:
Phương thức
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Mô tả
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Enqueue()
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Thêm một item ở đầu Queue
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Peek()
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Trả về một item ở đầu Queue
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Dequeue()
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Loại bỏ và trả lại item ở đầu Queue
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Contains()
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Kiểm tra xem một item có tồn tại trong Queue hay không
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Clear()
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Xóa tất cả các item khỏi Queue
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3. Tạo Queue trong C#
Chúng ta có thể tạo đối tượng của Queue bằng cách chỉ định một tham số có kiểu dữ liệu mà nó có thể lưu trữ. Queue cho phép lưu giá trị null (đối với các loại tham chiếu) và các giá trị trùng lặp.
Queue callerIds = new Queue();
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Ví dụ dưới đây minh họa cho việc tạo Queue và thêm các item vào Queue bằng phương thức Enqueue().
using System;
using System.Collections;
using System.Text;
public class Program
{
public static void Main()
{
Console.OutputEncoding = Encoding.Unicode;
Console.InputEncoding = Encoding.Unicode;
//khai báo một queue
Queue callerIds = new Queue();
//sử dụng phương thức Enqueue() để thêm item vào Queue
callerIds.Enqueue(1);
callerIds.Enqueue(2);
callerIds.Enqueue(3);
callerIds.Enqueue(4);
Console.WriteLine("\nCác phần tử trong Queue: ");
foreach (var id in callerIds)
Console.WriteLine(id);
Console.WriteLine("\n\n---------------------------------");
Console.WriteLine("Chương trình này được đăng tại thuanhoaonline.com");
Console.ReadKey();
}
}
|
Kết quả:
![](data:image/png;base64,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)
4. Lấy các phần tử của Queue C#
Để lấy phần tử của Queue ta có hai phương thức đó là Dequeue() và Peek.
Phương thức Dequeue() sẽ lấy phần tử đầu tiên trong Queue đồng thời loại bỏ nó khỏi Queue.
Khi Queue rỗng nếu chúng ta gọi hai phương thức trên thì nó sẽ trả về InvalidOperationException. Vì vậy hãy kiểm tra Queue trước khi sử dụng hai phương thức này nhé.
using System;
using System.Collections;
using System.Text;
public class Program
{
public static void Main()
{
Console.OutputEncoding = Encoding.Unicode;
Console.InputEncoding = Encoding.Unicode;
Queue strQ = new Queue();
strQ.Enqueue("H");
strQ.Enqueue("e");
strQ.Enqueue("l");
strQ.Enqueue("l");
strQ.Enqueue("o");
Console.WriteLine("\nTổng số phần tử trong Queue trước khi sử dụng Dequeue(): {0}", strQ.Count);
//sử dụng phương thức Dequeue() để lấy và xóa phần tử đầu tiên
Console.WriteLine("Phần tử đã xóa: " + strQ.Dequeue());
Console.WriteLine("Tổng số phần tử trong Queue sau khi sử dụng Dequeue(): {0}", strQ.Count);
Console.WriteLine("\n\n---------------------------------");
Console.WriteLine("Chương trình này được đăng tại thuanhoaonline.com");
Console.ReadKey();
}
}
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Kết quả:
![](data:image/png;base64,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)
Còn phương thức Peek() chỉ lấy phần tử đầu tiên trong Queue mà không loại bỏ nó.
using System;
using System.Collections;
using System.Text;
public class Program
{
public static void Main()
{
Console.OutputEncoding = Encoding.Unicode;
Console.InputEncoding = Encoding.Unicode;
Queue strQ = new Queue ();
strQ.Enqueue( "H" );
strQ.Enqueue( "e" );
strQ.Enqueue( "l" );
strQ.Enqueue( "l" );
strQ.Enqueue( "o" );
Console.WriteLine( "\nTổng số phần tử trong Queue trước khi sử dụng Peek(): {0}" , strQ.Count);
//sử dụng phương thức peek() để lấy và xóa phần tử đầu tiên
Console.WriteLine( "Phần tử đã lấy ra: " + strQ.Peek());
Console.WriteLine( "Tổng số phần tử trong Queue sau khi sử dụng Peek(): {0}" , strQ.Count);
Console.WriteLine( "\n\n---------------------------------" );
Console.WriteLine( "Chương trình này được đăng tại thuanhoaonline.com" );
Console.ReadKey();
}
}
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Kết quả:
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)
5. Phương thức Contains() trong Queue C#
Phương thức Contains() kiểm tra một item có tồn tại trong Queue hay không. Nếu tồn tại nó thì trả về true, nếu không thì trả về false.
using System;
using System.Collections;
using System.Text;
public class Program
{
public static void Main()
{
Console.OutputEncoding = Encoding.Unicode;
Console.InputEncoding = Encoding.Unicode;
Queue callerIds = new Queue ();
callerIds.Enqueue(1);
callerIds.Enqueue(2);
callerIds.Enqueue(3);
callerIds.Enqueue(4);
Console.WriteLine(callerIds.Contains(2)); //true
Console.WriteLine(callerIds.Contains(10)); //false
.
Console.WriteLine( "\n\n---------------------------------" );
Console.WriteLine( "Chương trình này được đăng tại thuanhoaonline.com" );
Console.ReadKey();
}
}
|
Kết quả:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAe0AAADBCAYAAADiregCAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABqdSURBVHhe7d1bbBRXmsDxr9uQwROYxT2ZjDIWJLg3g0P2IgdZKwtWwrHQavDsVeCRAClvyPh5vRKRkFZCih/8uFrH8hsK8GAjjVaReXGMmR1Ya9c47M5MiNGMcQLjMJeMTS5DCGD3nnOqqru6+lLVFzd97P9PanB3V5869dWp+uqcU23HPvzww1Rra6sAAID6Fksp7s8AAKCOxd3/AQBAnSNpAwBgCZI2AACWIGkDAGAJkjYAAJYoevf4Lz74UOZ+edt9Fs3nXzyQL758ICurq/Ltpm0y/9En8ldtu+UHf3NQ4nGuEQAAKFfRpP3f/zMrz27bJpJadV8pR0x+/osP5B/+9gfS2NjovgYAAEoVmrRbX9kt254NT7a6GK+kWEw/1D/KkycrcvHH78o//t0hkjYAABVo+FfF/TnH4uI9ee47z8nopVn58U9uyk9u/Er+83/n5ac/U///7Jfy05//Un51+9fyakuzfPHFF+bx4MED89nf3f9a/vnfJyUlq/Lkyz/IK7tfls2bN5v3Clm+cVHeefeqzM7Ouo/7ktjbIk3u+yILMjkyKZ+17JEXcvL/sty4+I7cbNwrLZkPOBYmZWTyM2nZ84Ks/WVDsTr6OfV992a8YL0WJkdk7D0vFupxPyF7zcaVtq35y7lfXiwj0uuc/KxF9riFB5/Xqyj1NO30ZiMxLKB6MYxWll5m7L3guSKf4sdm7vnHeSzES4/52u+rMs+FEQXrv/bbUx1R6plpe2UG5ymLNMn8+z8+kl/8dkk++P0f5ObS7+Xm8u9k7vPfyq0v78mnjx/Ik8eP3SV9VEe74RtPpGHLivtCMbqRqQNvpkkOnjghJ7zHQZHbC+4ixi5pSS7J/EfL7vN6FLGOyx/JvCQksTQvuYs68ZiQg5lYqMfBxH31TimKlWNDLOsdMaxc5THc1aXbdZcqKUyEdSWzj5UT6iTUNDMmIypBZp2Knjra3kZVNGnrIe+VlVVp3NIgTX+yWbZv3yzPbo1LwzMrkmp4JKvxR6oEJynrm8waGhrMIxaLSyy+Kt/Y/rXEn3liyihm+cakzEi7HAkeeLu6pCtwJO56rV1USy0xedVWlDouvD+jThBdslcdeDPvB04HOqEvJaT9teyN39XWFtKTCAgpx4ZY1jtiWLlaxrD0de2SrhNHpD0xLxOTdZa2aXsbUtHh8Tu/XpSmpoTMf/Kp3HvwmSx/9bl8/uhLeSQPZUUl7CexR/J84zbpePllJ1HHYiZpb968SR6uPJGZxTlpeT4hX95bkj/b01pgeHxB/uvdDySx/4eyp1BGWr4hF9+5Jl/roaCmLfL1zQm5nTP081B+c/OmfPW9PENC9xdk9l6jvOoNGesh5LH33OGvBYn7hpiyh8j873lDTglZGBuT97yh+3xlFayjZ0Hef+++NO/bK6+8EJeFq59Io39or/Gh3Jv9QL5qLvT5iNsaVk5jWCxb5LPJd+Tdq7lx0grHSldjVu41vpoepgo+13KGI9PD/7nMEOiC/309PDgmC4lM3YPDXsXLz78/JU89zbq96YWFuDQnluX2V99zyiKGaxjDzDa/8JvxTD3U54PTP5khUa9OBeJeZF0Pf3NTbnp1ytKoPntfZq8vZw3BR9l3heudZ3jbnOduZp0LgnFLfH1Nxrz9Q9urvO3lUSguzuv3fG3AqcO79zL1KvTZaoo0PP7Hxw9l8bNP5WHqK9Nz1j3t+OYnskn/3+D0op37zvSdaM7daLGGlDyjksamzXmGzv0Wbsu8JKUlfGzL1SQvJdWFRPa4eXT6wJhYlvYj7vDXwaT7hhPwsfmk6vF77zXJzFj2sNjy7G1JmM92ya6CZYXUUW9zIikv6f3c9JIk1VV8cBrgtXb1+YkRuXijkuvosHKK13N+YlJUN8Ns20E9IjB5QzVTR5RYFWM+nzUdonozyxMyUqA3s6tFxXbZNz1g2o2qo6/u95eWJOk2pKjlZ+1P9zU/fcBPLOtRILecvUsyMbPkvqsRw7WO4dLMmExKV6YOMiNjIb3ewnEv8/yxPSEJVcJ9N3hR9l059faj7dWi7WUrFpemti4z4jLrnkvTI8TucHClMY0qUtL+6slDEZWs499YMQm7YfOKSsYqeauEHG9whsdXV1Pphx5Wj8dWZcs3H0jDpifm/Yo0tcnhE4elzb0wanopKYn52xUEo0m2exdZu9rcclXvd0akvcs3BL3rNbOTso6J5GvpejjylVW8jgu35yWRfMldT/4Dr6ntsJw40i5qr8vISPnJO6ycYvVMtHelt0cPxSXUQXXfPIsYq4Lczx/xH2hN0tal1lFov+qTpm/+X8cw2a6WT58IFuT2vFpmu/Nz5PJz9qefU2b2dnapE6D7s4sYrm0M9Tzz4fQKvDrMSrFDonDcQ9ZVSNP2TP292ISeK0qvdwZtr1ZtLyMsLk4dZOZ9tWRw2UpjGl2kpB1XvWbdq3YStephq2S9ySRu1dOOr5qvejlz2s5DJ+5nG7bIj/b8QFqbvu+WUkUqie9NlhkMt2c7oRJY1kWbufJTV6NjIya5OY8xCV6UNaUztFKoLK1QHVXvfFY1pKTpZjucAy/PwWwuVvQVW9JctRe6ig1VrJwisczaVsPtaUSMVUHm876LHY85MWZ6M1lMrJdkyZx19MGYlJY2tbx3ItBleqMXJZSfu40+5oSSW872RML9yUUM3Z/yqEIME86ZPCMrgeZXMO5akXUVlE4uSsR9V06902h7tWt7nihxceM9MTIh88m9mQuGSmNagkhJO9awapK17jU3bHJ62iZ5N6jet0raq6lVefLksTx+/FgePXL+l1WR7275rmzd9KxbSgGBYaeo9HDL/GxmuMezHFqQulo6rBKY6n0uT+jA+ocvkr7hmMwjeDNcRrGy8tdx+SO9awM7d2zGvFbwTlB1dajXEUzs4dsaUKCcQrEsrtRYVco3IqEPRnXgbVfX4foOWn0i0LHIjF5UyX29V6IhhgWseQzLU/K69HZ4ScVY431H26tcCTHMCI+Ll/RzLspqFNOIPW03aT+je9nqYZL3Y/WaHh7XPW3vF6voiW09RL4qKysr6v8V9/Ui3CuwnDuow+xqkaRvuMVrFEvOpVwWPRSTc5WrrpgO63kS1VM2cxRlXjwYwbI8OXVclo/mlyTRfiRnxx5pV3Uvdieoqb/TwEveVr+sclw59QxRSay0Qp8vcGXsMSMSapkFdeEj7gFuTli3b5i4pq+6yyw/R4Fy9NxbDmKYXxVimNPOC/XESlHS/lqQyYl5Se51hz4j7ruS6+1PMlWIW0ER619QmW2jrtueFiUuyzdkUs+1mynHyUznp9KYliBS0n5O9Zbbmlqk7Vt/Kn+57WX5i63flz//Zqu8umWPJFJN7ly2l6idn51H5sa0wnRv9aAk5ydk5GLganFh0hl21jd8jVwMDB/rm6wkq3fqDDNPBIa9J2VCz2t4X3vyyvQxjcUMe+gesL+3vCw3fDdv5ChUVlqgju5XsPxD4x5T96UZMdcuensDBS/fmFUHfOaGvUjbGqEcR24siyonVn4FP68nhV5TtSlAX3CoGE2oxdIx1AfL8ryKq2+byi0/yCvHv10mxu7PWYhhXtWIYVY7dxJoopQ65BVxf5lzjx4KPZjpMUXdd0XrvV311FQZ6c6K836a15mh7bnWqO35c0toXHx1UMua6W3vvdDPVs8m9/+iftT11/L4UfZd4KpvbXrYOjHH4zGJxTaZr3Q5ve5MotZfBQvnfBcycXFMxkZUUDyJdjlyWP1fYKt14pKx92Whzb1hQQXu8BGRi3ro2SyhqSSmCknPPahGsux7X/d6D7utQP+ShoPqnYmRzF7V77e5P+coUpbHX0d9p8KS2qau3JytF1QH6YzM3F6Qri7VuPVFTNYBqodefDdmRNlWfZCElePKiWWIkmMVoD9/JHFR7W9f7XX8Ct9VoujhNHVyWvYNU+q4iYpbcm9WvcsrP9euriPS7m+X6uR9pH1ZxvJcrBPD/CqNYaL9oCRmVTufcF9Qnz9RYh3yybu/8h4vJ3L2Z5R9V7zeTmdlSb3pFKHWo6fZ0kHR75sDnLbnWuu2pxWLy8LkmHO3uFuHpra9kpxRF2Y3XjL1qjSmUcVUgi3YFf6/n38gt+98IpsaGtxXSqeL/3z5Uzn8T38vW7ZscV+tFnUlo3bI0t61nIuplA111GypZz0jhpWrZQzt21/6K0yziXzJi7a3URT95SrPf+c5ea7pW/L8t7fLC89/u7zHd5+TV1p3y7Zt28wvX6muRtny9YJc/aSef4+sDXXUbKlnPSOGlatlDC3bXwuTMnY9Ift/uEf1w4NoextF0Z42AODpML8YJDPSquSf2sLGQtIGAMASke4eBwAATx9JGwAAS5C0AQCwBEkbAABLkLQBALAESRsAAEuQtAEAsARJGwAAS5C0AQCwRGzr1q38RjQAACxATxsAAEuQtAEAsARJGwAAS5C0AQCwROz69et5b0RbHO2VY0Nz7jMAAPC0mbvHY619cm54n1zrPS5Dc9xMDgBAPWJ4HAAAS4Qm7Vj3gFw53yetsW4ZuHJFrriPge6Y836sVfrOq9cGus1zT/dA7mumLF8ZwfcBAEBh0XrazT0yPNUvMtgpBw4ckN7RRenof0u6Y07ijkInbKcIp4zOzkGZ7ugncQMAEFHk4fFplbBPjTvz3bcuX5NF2Skv7jZPQ+ne+MmjHbI4elbGU04ZqdS4nFXJXzr2l5T8AQDYqCIm7Wm5esn9UUnNDcmxA8dKuGktKTuadYd9OGt4fLhHvQgAACKp6Y1oureuh8azH6fSvW8AAFDYmiRtPRz+4k73iTEvd81I+CH3OQAAKFXFSTuVmpPL1zJz02b++tyw+Ee+M8v0p+86BwAApalKT/vW22dkdLFD+qemZGpqWPZd6zV3mPvNDR1z7zqfyprX5u5xAACi4e9pAwBgiZreiAYAAMpH0gYAwBIkbQAALEHSBgDAEiRtAAAsQdIGAMASJG0AACxRle9pO392s8N9pkwPyoFT4+4TAABQDbHr16/nJu0yk276V5jeIWkDAFBtcf1nNwc7A399i4QLAEDdYU4bAABLRErarX3nq/JHPvTcd1Y5VwbMXwbzy1mGPygCAIARmrR1Ej0tZ9JD552dgzLd0S/n+1rdJaKJtfbJuf4OmR70D8WfkvFUZkrduaFN0sP13rpI3AAAmKTt/ElNf+/Wn5BT46fk2NCc+0z/bexxuTot0rwj6b4SUXKHNMui3J13nweYm9iOdsji6Nl0ItfrOqv/xKf7t7oBANjIYtev/1tqsPPNrB5vUPfAFfF/o8vIc4d5sbvH0+8162eLMtp7XIbmfL3sWLe8pbrZwdU49M1yxesIAMB6Fzo87iTs7DvMB1VPu1Sp1JwMHdND3r0yutgsPcO6d39e+lqze9DZw+f5h9EBANiIiiZt3fvdr7u+01erljRzkvcbh9x35uWuGQn3ngMAAL+QnraTSGXni9LqzinnHSovS1J2NIssupPcOplfvqazdr8MdDN/DQBAUOictrnre7hHzFS0sjjaK2fktAzvuJCet9ZfCRt2JqsDMnPX+ZbRZflvctPylsWvRQUAoDq/exwAAKy90BvRAABAfSBpAwBgCZI2AACWIGkDAGAJkjYAAJYgaQMAYAmSNgAAliBpAwBgCZI2AACWIGkDAGAJkjYAAJYgaQMAYAmSNgAAliBpAwBgCZI2AACWIGkDAGAJkjYAAJYgaQMAYAmSNgAAliBpAwBgCZI2AACWIGkDAGAJkjYAAJYgaQMAYAmSNgAAliBpAwBgCZI2AACWIGkDAGAJkjYAAJYgaQMAYAmSNgAAliBpAwBgCZI2AACWIGkDAGAJkjYAAJYgaQMAYAmSNgAAliBpAwBgCZI2AACWIGkDAGAJkjYAAJYgaQMAYAmSNgAAliBpAwBgCZI2AACWIGkDAGAJkjYAAJYgaQMAYAmSNgAAliBpAwBgCZI2AACWIGkDAGAJkjYAAJYgaQMAYInYv/zH9VRPs/vMWJTR3uMyNJcyz2KxVjl5blhYxsMyLMMytVoGQLbY1q1bOToAALAAw+MAAFiCpA0AgCVI2gAAWIKkDQCAJUjaAABYgqQNAIAlSNoAAFiCpA0AgCVI2gAAWIKkDQCAJUjaAABYomjS1r/Qv+/8Fbky0O2+gqDWvvNy5YqK0ZUB6Y7F3FdLU+s4V6PO5fK29Xxfq/tK/StUZxNHd591D9i1TWHSbWSN2mS9nVtsPdfFugfcY9l9FKn/Wu9T1EY83VjTO/689LXW9kT+tMRa++S82uaB7vK3d27omBw4cEAGpzukf+qcFbGzsc716NbbZ2R0Z785bvp3jsqZt2+57zwd1WjPQYt3592fSrcW9UG21Pgpcyx3dvbK6KL7YohK9imevvhbU8PSI6PS29np7vwzIm+clNYa98BsN37qgIrfMav+pGAt6+ydwKd0e2sWae4ZrvsLxLA6p1JzMnRMx1A9jg3JXGr9/ME878Lu2NCc+wpsxz5dH+IdiyphH387fcIxJ6JT1TkBRbnS5mp8Y0jNDckxX49gcbQ39ILhabefcuoMAGspvnjtcqQEnZkHVY/zfemeeL6TpjPPMiCHbn0sd2RRvNEYPe+XGYZ35wDTy+xOzxsWWpcnWI73iDqn6JU/Ndwj+u/vd/RP+crJzPOa7TDr75aB9Pv5tjXzXnC+yD8fGrZdWpRlCillXVnv64ev3s57ub3gchOkf11er9VTvfbjLKNlL1deb75YnT3FYljKvqhVe9aK1VkrZY60kFLqoxWKT6F5ZhOvwGvFtqvax2CxdXkqXabUOhdTzXNUNdqHJ+w4LRofXQ9dP68++mf3XJKvja0n8TsfR5iH6+iX4X3XzBB6Z+egTDf3yOmTu903C9Hzpf2yc/SM6ZnoHaTn/dLD8L2jIj3D6oTYLzJ4XLzpQD0EObzjgrNMnnXpHdnfMS2DXjmD0+b16cHOyMM+3jCRroOeBtKf1c+dxykZ91/EqPUPmzo6y/SqLldH/1vpRhF1Tilsu4yy4pwrbF26wZ+WM+b99DJq3V6SuPX2BZlWp9t9r2ev+9Ab6iS8OCpnL7kvRKD313DPncz+ijz3Vlr70cvE3IurrOX0dM/rh9wyo4lS57AYeuqpPUepczlzpEElHV9VaPPV2hdGSH1y24azrmBCCatPlHK0SHUOUa1zlN4u51RYvM5hohynkeKj6jd89K706nbWvE9On94hF0yb65D9pR3yVon2lS/fEHoqNS5X1XmleUfSfbMQ50SkTzy6N3W0Q71ywTcMPzckZ0wLmpar/iSg1/Wm80JwXfqK8PV96tp9+mrmwL901jTEnS+W1pBLoU86p8ad9d26fE01ip1S8uqKbFdaWXHOI2Rd+iD2J4TgMunn+1739Xq6ZX9gH4bRn3lDdVGnB9/MPlFHUnr72X3yqDpc1eeC0z1D4+bnKKLWOSyGaXXUniPXuZaq0OarsS/SitQnX9vQy7ypL7Q6jmbudQipT9RyjCh1rpaQtnpSHYSLo2ez6nxWN9aO/SX1bMOO01Lio88JTn9PHUfXzsolM/K2vkVL2nc+Tge3LMkdKqSB5Kzc+liHN5AAi6xL79jL1wKN5NAbZugy0ohBWbLr7cxzljGvGSWGlcbZE6Gc4JBsv0qKfpfO6qvXHnnDu2I9tN8caMF9WNTuF9XezR66LkvE9pPcEUiA5SihzmExNOqsPUeqcy1Vqc1Xui/Sii1jjoE8bWP+rnq1Wfy5tGh9SiinWvGJpOi6kqIPL90b92/XsG6sJQo9TiPHJ3uZtcsB9SW+lj3UtaOHTp15sil1NPh7wginTyj+IVn9cEdlM25dFiefOFn7kOpm+6+y643uCby4031SA5FiGFlt2nN161w/6m271mucteypDu8RmPIootbH6XoU9w+BVsvu4F4xV0i5Q8rOcnck6gWSN5wYbDgk7Oj00JMe5g7rkepe4NsX1JnG9AL1Z6blQlnfQw70HHa/LnpEuJhy2o+ur+l4lzhUl1/xOkeNYZhatudq1flpC570a7pd+XrCmm8kKFJ9IpRTf+blru8ivlyRjlMr41M7cT0EOvxWZkfog6JvoIQ7FN05BG9n6psVcoZMTK+tWXpOZ77/recpT6vlyum9Vdpw0gJ13xicg092vpjeF07PwPyY7dJVdYg4N4R1lHNSDPTW9T4/595RnFbF9mOG9HV9g+25r4QbZaLUuZQYRlCb9lzdOkdS4fEVnD7Q+/LkueCd/LXbLj01Zq5jfTei6iT9llpZph2G1ydaOfUlsy/6I317RG+zGULPc5Na2HFqY3xqKX7cuyvPnaOYmjotcjZzg0CYzA0CThnm7sLAWJDptR3vlVHRd2K7w4DqRHhH9TD8N2yEMeU4ezNd3/SjxDsYNVN3fbdhVnmlfV1A3+WoP5f+WlC6rPr8xSEmhmec+WpvXxy922vuig9K32iiDrHRUm4Zdzn7PdO+pob3ybXe7DtYq9l+9MGetz1fjl73aHWOHsNiTDk1as9R61zN9lyN48v81rlFZ/pA12nftew6V2tfRKV/IZHzmwTddqga7M7R3nQ7jFqfsHKiirK/qrVP9bcC9HZkf4VPPQJtNTgaEhTlOK1WfNaj2NatW625bPF6PRLYed7r+iTOUHl1ma9e6K/A+O70RHXQngGUal38la/dr++TZtUbjHLHL6JzhqpVTjlTPwnb6zUEv4O7nqx1e94IMQTWK6t62przBf/ghNWi6qw4v2ADlcvMwdVfXE3Pv0fPZa+PobKn0Z7XWwyBjcS6pA0AwEa1LobHAQDYCEjaAABYgqQNAIAlSNoAAFiCpA0AgCVI2gAAWIKkDQCAJUjaAABYgqQNAIAlSNoAAFiCpA0AgCVI2gAAWIKkDQCAJUjaAABYgqQNAIAlSNoAAFiCpA0AgCVI2gAAWIKkDQCAJUjaAABYgqQNAIAlSNoAAFiCpA0AgCVI2gAAWIKkDQCAJUjaAABYgqQNAIAlSNoAAFiCpA0AgCVI2gAAWIKkDQCAJUjaAABYgqQNAIAlSNoAAFiCpA0AgCVI2gAAWIKkDQCAJUjaAABYgqQNAIAVRP4fBctu2GHsMZgAAAAASUVORK5CYII=)