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golang_web.sql
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-- MySQL dump 10.13 Distrib 8.0.27, for Linux (x86_64)
--
-- Host: localhost Database: golang_web
-- ------------------------------------------------------
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/*!40101 SET @OLD_CHARACTER_SET_CLIENT=@@CHARACTER_SET_CLIENT */;
/*!40101 SET @OLD_CHARACTER_SET_RESULTS=@@CHARACTER_SET_RESULTS */;
/*!40101 SET @OLD_COLLATION_CONNECTION=@@COLLATION_CONNECTION */;
/*!50503 SET NAMES utf8mb4 */;
/*!40103 SET @OLD_TIME_ZONE=@@TIME_ZONE */;
/*!40103 SET TIME_ZONE='+00:00' */;
/*!40014 SET @OLD_UNIQUE_CHECKS=@@UNIQUE_CHECKS, UNIQUE_CHECKS=0 */;
/*!40014 SET @OLD_FOREIGN_KEY_CHECKS=@@FOREIGN_KEY_CHECKS, FOREIGN_KEY_CHECKS=0 */;
/*!40101 SET @OLD_SQL_MODE=@@SQL_MODE, SQL_MODE='NO_AUTO_VALUE_ON_ZERO' */;
/*!40111 SET @OLD_SQL_NOTES=@@SQL_NOTES, SQL_NOTES=0 */;
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-- Table structure for table `baekjoon_solution`
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/*!40101 SET @saved_cs_client = @@character_set_client */;
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CREATE TABLE `baekjoon_solution` (
`no` int NOT NULL,
`title` varchar(50) CHARACTER SET utf8 COLLATE utf8_general_ci NOT NULL,
`writer` varchar(20) NOT NULL,
`content` mediumtext CHARACTER SET utf8 COLLATE utf8_general_ci NOT NULL,
`date` date NOT NULL,
`click` int NOT NULL,
PRIMARY KEY (`no`)
) ENGINE=InnoDB DEFAULT CHARSET=utf8mb3;
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-- Dumping data for table `baekjoon_solution`
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LOCK TABLES `baekjoon_solution` WRITE;
/*!40000 ALTER TABLE `baekjoon_solution` DISABLE KEYS */;
INSERT INTO `baekjoon_solution` VALUES (1000,'A + B','김광호','<div class=\"headline\" style=\"box-sizing: border-box; margin: 10px 0px 25px; border-bottom: 1px dotted rgb(228, 233, 240); color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><h2 style=\"box-sizing: border-box; font-weight: normal; line-height: 33px; color: rgb(88, 95, 105); margin: 0px 0px -2px; font-size: 22px; text-shadow: none; padding-bottom: 5px; display: inline-block; border-bottom: 2px solid rgb(0, 118, 192); border-radius: 0px !important;\">문제</h2></div><div id=\"problem_description\" class=\"problem-text\" style=\"box-sizing: border-box; font-size: medium; line-height: 30px; color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><p style=\"margin-bottom: 10px; box-sizing: border-box; color: rgb(85, 85, 85); border-radius: 0px !important;\">두 정수 A와 B를 입력받은 다음, A+B를 출력하는 프로그램을 작성하시오.</p></div><p>bufio를 사용하여 입출력 시간을 줄이는 방법이 있지만 제한시간도 2초로 넉넉하고 기본적인 문제인 만큼 fmt를 사용하여 기본적으로 풀었다.</p><p> </p><pre style=\"background-color: rgb(43, 43, 43); color: rgb(169, 183, 198); font-family: "JetBrains Mono"; font-size: 9.8pt;\"><p style=\"margin-left: 40px;\"><span style=\"color: rgb(199, 119, 62);\">package </span><span style=\"color: rgb(175, 191, 126);\">main<br></span><span style=\"color: rgb(175, 191, 126);\"><br></span><span style=\"color: rgb(199, 119, 62);\">import </span><span style=\"color: rgb(106, 135, 89);\">\"fmt\"<br></span><span style=\"color: rgb(106, 135, 89);\"><br></span><span style=\"color: rgb(199, 119, 62);\">func </span><span style=\"color: rgb(230, 177, 99);\">main</span>() {<br> <span style=\"color: rgb(199, 119, 62);\">var </span>a<span style=\"color: rgb(204, 120, 50);\">, </span>b <span style=\"color: rgb(199, 119, 62);\">int </span><span style=\"color: rgb(120, 120, 120);\">//</span><span style=\"color: rgb(120, 120, 120); font-family: "맑은 고딕";\">입력받을 두 변수를 정의하고<br></span><span style=\"color: rgb(120, 120, 120); font-family: "맑은 고딕";\"> </span><span style=\"color: rgb(175, 191, 126);\">fmt</span>.<span style=\"color: rgb(176, 157, 121);\">Scanf</span>(<span style=\"color: rgb(106, 135, 89);\">\"</span><span style=\"color: rgb(204, 120, 50);\">%d %d</span><span style=\"color: rgb(106, 135, 89);\">\"</span><span style=\"color: rgb(204, 120, 50);\">, </span>&a<span style=\"color: rgb(204, 120, 50);\">, </span>&b) <span style=\"color: rgb(120, 120, 120);\">//</span><span style=\"color: rgb(120, 120, 120); font-family: "맑은 고딕";\">두 변수에 대입한다</span><span style=\"color: rgb(120, 120, 120);\">.<br></span><span style=\"color: rgb(120, 120, 120);\"> </span><span style=\"color: rgb(175, 191, 126);\">fmt</span>.<span style=\"color: rgb(176, 157, 121);\">Printf</span>(<span style=\"color: rgb(106, 135, 89);\">\"</span><span style=\"color: rgb(204, 120, 50);\">%d\\n</span><span style=\"color: rgb(106, 135, 89);\">\"</span><span style=\"color: rgb(204, 120, 50);\">, </span>a+b) <span style=\"color: rgb(120, 120, 120);\">//</span><span style=\"color: rgb(120, 120, 120); font-family: "맑은 고딕";\">두 변수의 합을 출력<br></span>}</p></pre>','2020-11-06',0),(1001,'A - B','김광호','<div class=\"headline\" style=\"box-sizing: border-box; margin: 10px 0px 25px; border-bottom: 1px dotted rgb(228, 233, 240); color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><h2 style=\"box-sizing: border-box; font-weight: normal; line-height: 33px; font-size: 22px; margin: 0px 0px -2px; color: rgb(88, 95, 105); text-shadow: none; padding-bottom: 5px; display: inline-block; border-bottom: 2px solid rgb(0, 118, 192); border-radius: 0px !important;\">문제</h2></div><div id=\"problem_description\" class=\"problem-text\" style=\"box-sizing: border-box; font-size: medium; line-height: 30px; color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><p style=\"box-sizing: border-box; line-height: 2rem; margin-bottom: 10px; color: rgb(85, 85, 85); border-radius: 0px !important;\">두 정수 A와 B를 입력받은 다음, A-B를 출력하는 프로그램을 작성하시오.</p></div><p style=\"box-sizing: inherit; line-height: 2rem; color: rgba(0, 0, 0, 0.87); font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Oxygen-Sans, Ubuntu, Cantarell, "Helvetica Neue", sans-serif; font-size: medium; background-color: rgb(255, 255, 255);\">1000번의 A + B와 비슷한 문제이므로 설명은 생략한다.</p><p style=\"box-sizing: inherit; line-height: 2rem; color: rgba(0, 0, 0, 0.87); font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Oxygen-Sans, Ubuntu, Cantarell, "Helvetica Neue", sans-serif; font-size: medium; background-color: rgb(255, 255, 255);\"> </p><div style=\"box-sizing: inherit; background-color: rgb(30, 30, 30); font-family: Consolas, "Courier New", monospace; font-size: 14px; line-height: 19px; white-space: pre;\"><div style=\"color: rgb(212, 212, 212); box-sizing: inherit; margin-left: 40px;\"><span style=\"box-sizing: inherit; color: rgb(86, 156, 214);\">package</span> main</div><font color=\"#d4d4d4\"><span style=\"box-sizing: inherit;\"><br style=\"box-sizing: inherit;\"></span></font><div style=\"color: rgb(212, 212, 212); box-sizing: inherit; margin-left: 40px;\"><span style=\"box-sizing: inherit; color: rgb(86, 156, 214);\">import</span> <span style=\"box-sizing: inherit; color: rgb(206, 145, 120);\">\"fmt\"</span></div><font color=\"#d4d4d4\"><span style=\"box-sizing: inherit;\"><br style=\"box-sizing: inherit;\"></span></font><div style=\"color: rgb(212, 212, 212); box-sizing: inherit; margin-left: 40px;\"><span style=\"box-sizing: inherit; color: rgb(86, 156, 214);\">func</span> <span style=\"box-sizing: inherit; color: rgb(220, 220, 170);\">main</span>() {</div><div style=\"color: rgb(212, 212, 212); box-sizing: inherit; margin-left: 40px;\"> <span style=\"box-sizing: inherit; color: rgb(86, 156, 214);\">var</span> <span style=\"box-sizing: inherit; color: rgb(156, 220, 254);\">a</span>, <span style=\"box-sizing: inherit; color: rgb(156, 220, 254);\">b</span> <span style=\"box-sizing: inherit; color: rgb(78, 201, 176);\">int</span></div><div style=\"color: rgb(212, 212, 212); box-sizing: inherit; margin-left: 40px;\"> fmt.<span style=\"box-sizing: inherit; color: rgb(220, 220, 170);\">Scanf</span>(<span style=\"box-sizing: inherit; color: rgb(206, 145, 120);\">\"%d %d\"</span>, &a, &b)</div><div style=\"box-sizing: inherit; margin-left: 40px;\"><font color=\"#d4d4d4\"> fmt.</font><span style=\"color: rgb(220, 220, 170); box-sizing: inherit;\">Printf</span><font color=\"#d4d4d4\">(</font><span style=\"color: rgb(206, 145, 120); box-sizing: inherit;\">\"%d</span><span style=\"box-sizing: inherit;\"><font color=\"#d7ba7d\">\\n</font></span><span style=\"color: rgb(206, 145, 120); box-sizing: inherit;\">\"</span><font color=\"#d4d4d4\">, a-b)</font></div><div style=\"color: rgb(212, 212, 212); box-sizing: inherit; margin-left: 40px;\">}</div></div>','2020-11-08',0),(1003,'피보나치 함수','김광호','<div class=\"headline\" style=\"box-sizing: border-box; margin: 10px 0px 25px; border-bottom: 1px dotted rgb(228, 233, 240); color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><h2 style=\"box-sizing: border-box; font-weight: normal; line-height: 33px; color: rgb(88, 95, 105); margin: 0px 0px -2px; font-size: 22px; text-shadow: none; padding-bottom: 5px; display: inline-block; border-bottom: 2px solid rgb(0, 118, 192); border-radius: 0px !important;\">문제</h2></div><div id=\"problem_description\" class=\"problem-text\" style=\"box-sizing: border-box; font-size: medium; line-height: 30px; color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); border-radius: 0px !important;\">다음 소스는 N번째 피보나치 수를 구하는 C++ 함수이다.</p><div class=\"line number1 index0 alt2\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c color1 bold\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: gray !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; font-weight: bold !important; min-height: auto !important;\">int</code> <code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">fibonacci(</code><code class=\"c color1 bold\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: gray !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; font-weight: bold !important; min-height: auto !important;\">int</code> <code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">n) {</code></div><div class=\"line number2 index1 alt1\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c spaces\" style=\"color: inherit; box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\"> </code><code class=\"c keyword bold\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: rgb(0, 102, 153) !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; font-weight: bold !important; min-height: auto !important;\">if</code> <code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">(n == 0) {</code></div><div class=\"line number3 index2 alt2\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c spaces\" style=\"color: inherit; box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\"> </code><code class=\"c functions bold\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: rgb(255, 20, 147) !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; font-weight: bold !important; min-height: auto !important;\">printf</code><code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">(</code><code class=\"c string\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: blue !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">\"0\"</code><code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">);</code></div><div class=\"line number4 index3 alt1\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c spaces\" style=\"color: inherit; box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\"> </code><code class=\"c keyword bold\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: rgb(0, 102, 153) !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; font-weight: bold !important; min-height: auto !important;\">return</code> <code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">0;</code></div><div class=\"line number5 index4 alt2\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c spaces\" style=\"color: inherit; box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\"> </code><code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">} </code><code class=\"c keyword bold\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: rgb(0, 102, 153) !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; font-weight: bold !important; min-height: auto !important;\">else</code> <code class=\"c keyword bold\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: rgb(0, 102, 153) !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; font-weight: bold !important; min-height: auto !important;\">if</code> <code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">(n == 1) {</code></div><div class=\"line number6 index5 alt1\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c spaces\" style=\"color: inherit; box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\"> </code><code class=\"c functions bold\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: rgb(255, 20, 147) !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; font-weight: bold !important; min-height: auto !important;\">printf</code><code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">(</code><code class=\"c string\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: blue !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">\"1\"</code><code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">);</code></div><div class=\"line number7 index6 alt2\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c spaces\" style=\"color: inherit; box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\"> </code><code class=\"c keyword bold\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: rgb(0, 102, 153) !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; font-weight: bold !important; min-height: auto !important;\">return</code> <code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">1;</code></div><div class=\"line number8 index7 alt1\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c spaces\" style=\"color: inherit; box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\"> </code><code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">} </code><code class=\"c keyword bold\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: rgb(0, 102, 153) !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; font-weight: bold !important; min-height: auto !important;\">else</code> <code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">{</code></div><div class=\"line number9 index8 alt2\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c spaces\" style=\"color: inherit; box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\"> </code><code class=\"c keyword bold\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: rgb(0, 102, 153) !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; font-weight: bold !important; min-height: auto !important;\">return</code> <code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">fibonacci(n‐1) + fibonacci(n‐2);</code></div><div class=\"line number10 index9 alt1\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c spaces\" style=\"color: inherit; box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\"> </code><code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">}</code></div><div class=\"line number11 index10 alt2\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\">}</code></div><div class=\"line number11 index10 alt2\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\"><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: medium; white-space: normal; border-radius: 0px !important;\"><code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\"><br></code></p><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: medium; white-space: normal; border-radius: 0px !important;\"><code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(3)</code>을 호출하면 다음과 같은 일이 일어난다.</p><ul style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 10px; color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: medium; white-space: normal; border-radius: 0px !important;\"><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\"><code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(3)</code>은 <code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(2)</code>와 <code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(1)</code> (첫 번째 호출)을 호출한다.</li><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\"><code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(2)</code>는 <code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(1)</code> (두 번째 호출)과 <code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(0)</code>을 호출한다.</li><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\">두 번째 호출한 <code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(1)</code>은 1을 출력하고 1을 리턴한다.</li><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\"><code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(0)</code>은 0을 출력하고, 0을 리턴한다.</li><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\"><code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(2)</code>는 <code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(1)</code>과 <code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(0)</code>의 결과를 얻고, 1을 리턴한다.</li><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\">첫 번째 호출한 <code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(1)</code>은 1을 출력하고, 1을 리턴한다.</li><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\"><code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(3)</code>은 <code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(2)</code>와 <code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(1)</code>의 결과를 얻고, 2를 리턴한다.</li></ul><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: medium; white-space: normal; border-radius: 0px !important;\">1은 2번 출력되고, 0은 1번 출력된다. N이 주어졌을 때, <code style=\"box-sizing: border-box; border-radius: 4px; font-family: Menlo, Monaco, Consolas, "Source Code Pro", "Courier New", monospace; font-size: 14.4px; padding: 2px 4px; color: inherit; background-color: inherit;\">fibonacci(N)</code>을 호출했을 때, 0과 1이 각각 몇 번 출력되는지 구하는 프로그램을 작성하시오.</p></code></div><div class=\"line number11 index10 alt2\" style=\"font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace; font-size: 16px; box-sizing: content-box !important; border-radius: 0px !important; background-image: none !important; background-position: initial !important; background-size: initial !important; background-repeat: initial !important; background-attachment: initial !important; background-origin: initial !important; background-clip: initial !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; padding: 0px 1em !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important; white-space: pre !important;\"><code class=\"c plain\" style=\"box-sizing: content-box !important; border-radius: 0px !important; font-family: Menlo, Monaco, "Source Code Pro", consolas, monospace !important; font-size: 1em !important; padding: 0px !important; color: black !important; background: none !important; border: 0px !important; bottom: auto !important; float: none !important; height: auto !important; left: auto !important; line-height: 1.1em !important; margin: 0px !important; outline: 0px !important; overflow: visible !important; position: static !important; right: auto !important; top: auto !important; vertical-align: baseline !important; width: auto !important; min-height: auto !important;\"></code></div></div><p> </p><p style=\"font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Oxygen-Sans, Ubuntu, Cantarell, "Helvetica Neue", sans-serif; box-sizing: inherit; line-height: 2rem; color: rgba(0, 0, 0, 0.87); font-size: medium; background-color: rgb(255, 255, 255);\"><span style=\"box-sizing: inherit; font-weight: bolder;\">컴퓨터 관련과라면 보통 1학년 때 보게 되는 피보나치 함수이다. 피보나치에 대해 모르는 사람이라면 인터넷 검색을 해 보길 바란다.</span></p><p style=\"font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Oxygen-Sans, Ubuntu, Cantarell, "Helvetica Neue", sans-serif; box-sizing: inherit; line-height: 2rem; color: rgba(0, 0, 0, 0.87); font-size: medium; background-color: rgb(255, 255, 255);\"><span style=\"box-sizing: inherit; font-weight: bolder;\">문제 풀이 방식은 여러가지가 있지만 시간제한이 짧기에 bufio를 사용하여 fmt만 사용하여 입출력하는 것 보다 속도를 높였다. 그리고 Fibonacci라는 매개변수를 하나 받는 함수를 정의하여 특정 조건을 만족하지 못하면 계속해서 매개변수를 바꾸어가며 호출하도록 풀었다.</span></p><p style=\"font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Oxygen-Sans, Ubuntu, Cantarell, "Helvetica Neue", sans-serif; box-sizing: inherit; line-height: 2rem; color: rgba(0, 0, 0, 0.87); font-size: medium; background-color: rgb(255, 255, 255);\"><span style=\"box-sizing: inherit; font-weight: bolder;\"> </span></p><p style=\"font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Oxygen-Sans, Ubuntu, Cantarell, "Helvetica Neue", sans-serif; box-sizing: inherit; line-height: 2rem; color: rgba(0, 0, 0, 0.87); font-size: medium; background-color: rgb(255, 255, 255);\"><span style=\"box-sizing: inherit; font-weight: bolder;\"></span></p><div style=\"color: rgb(212, 212, 212); background-color: rgb(30, 30, 30); font-family: Consolas, "Courier New", monospace; font-size: 14px; line-height: 19px; white-space: pre;\"><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">package</span> main</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">import</span> (</div><div style=\"margin-left: 40px;\"> <span style=\"color: #ce9178;\">\"bufio\"</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #ce9178;\">\"fmt\"</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #ce9178;\">\"os\"</span></div><div style=\"margin-left: 40px;\">)</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">empty</span> [<span style=\"color: #b5cea8;\">41</span>]<span style=\"color: #4ec9b0;\">int</span></div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">func</span> <span style=\"color: #dcdcaa;\">main</span>() {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #9cdcfe;\">r</span> := bufio.<span style=\"color: #dcdcaa;\">NewReader</span>(os.Stdin)</div><div style=\"margin-left: 40px;\"> <span style=\"color: #9cdcfe;\">w</span> := bufio.<span style=\"color: #dcdcaa;\">NewWriter</span>(os.Stdout)</div><br><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">input</span> <span style=\"color: #4ec9b0;\">int</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">i</span> <span style=\"color: #4ec9b0;\">int</span></div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fscanf</span>(r, <span style=\"color: #ce9178;\">\"<span id=\"husky_bookmark_start_1604803544877\"></span><span id=\"husky_bookmark_end_1604803544877\"></span>%d\"</span>, &input)</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">for</span> <span style=\"color: #9cdcfe;\">i</span> = <span style=\"color: #b5cea8;\">0</span>; i < input; i++ {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">m</span> <span style=\"color: #4ec9b0;\">int</span></div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fscanf</span>(r, <span style=\"color: #ce9178;\">\"%d\"</span>, &m)</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">if</span> m == <span style=\"color: #b5cea8;\">0</span> {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fprintln</span>(w, <span style=\"color: #ce9178;\">\"1 0\"</span>)</div><div style=\"margin-left: 40px;\"> w.<span style=\"color: #dcdcaa;\">Flush</span>()</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> <span style=\"color: #c586c0;\">if</span> m == <span style=\"color: #b5cea8;\">1</span> {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fprintln</span>(w, <span style=\"color: #ce9178;\">\"0 1\"</span>)</div><div style=\"margin-left: 40px;\"> w.<span style=\"color: #dcdcaa;\">Flush</span>()</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #dcdcaa;\">Fibonacci</span>(m)</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fprintf</span>(w, <span style=\"color: #ce9178;\">\"%d %d</span><span style=\"color: #d7ba7d;\">\r\n</span><span style=\"color: #ce9178;\">\"</span>, empty[m-<span style=\"color: #b5cea8;\">1</span>], empty[m])</div><div style=\"margin-left: 40px;\"> w.<span style=\"color: #dcdcaa;\">Flush</span>()</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\">}</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">func</span> <span style=\"color: #dcdcaa;\">Fibonacci</span>(n <span style=\"color: #4ec9b0;\">int</span>) <span style=\"color: #4ec9b0;\">int</span> {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">if</span> n <= <span style=\"color: #b5cea8;\">0</span> {</div><div style=\"margin-left: 40px;\"> empty[<span style=\"color: #b5cea8;\">0</span>] = <span style=\"color: #b5cea8;\">0</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">return</span> <span style=\"color: #b5cea8;\">0</span></div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> <span style=\"color: #c586c0;\">if</span> n == <span style=\"color: #b5cea8;\">1</span> {</div><div style=\"margin-left: 40px;\"> empty[<span style=\"color: #b5cea8;\">1</span>] = <span style=\"color: #b5cea8;\">1</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">return</span> <span style=\"color: #b5cea8;\">1</span></div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">if</span> empty[n] != <span style=\"color: #b5cea8;\">0</span> {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">return</span> empty[n]</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> {</div><div style=\"margin-left: 40px;\"> empty[n] = <span style=\"color: #dcdcaa;\">Fibonacci</span>(n-<span style=\"color: #b5cea8;\">1</span>) + <span style=\"color: #dcdcaa;\">Fibonacci</span>(n-<span style=\"color: #b5cea8;\">2</span>)</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">return</span> empty[n]</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\">}</div><br></div>','2020-11-08',0),(1011,'Fly me to the Alpha Centauri','김광호','<div class=\"headline\" style=\"box-sizing: border-box; margin: 10px 0px 25px; border-bottom: 1px dotted rgb(228, 233, 240); color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><h2 style=\"box-sizing: border-box; font-weight: normal; line-height: 33px; color: rgb(88, 95, 105); margin: 0px 0px -2px; font-size: 22px; text-shadow: none; padding-bottom: 5px; display: inline-block; border-bottom: 2px solid rgb(0, 118, 192); border-radius: 0px !important;\">문제</h2></div><div id=\"problem_description\" class=\"problem-text\" style=\"box-sizing: border-box; font-size: medium; line-height: 30px; color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><p style=\"margin-bottom: 10px; box-sizing: border-box; color: rgb(85, 85, 85); border-radius: 0px !important;\">우현이는 어린 시절, 지구 외의 다른 행성에서도 인류들이 살아갈 수 있는 미래가 오리라 믿었다. 그리고 그가 지구라는 세상에 발을 내려 놓은 지 23년이 지난 지금, 세계 최연소 ASNA 우주 비행사가 되어 새로운 세계에 발을 내려 놓는 영광의 순간을 기다리고 있다.</p><p style=\"margin-bottom: 10px; box-sizing: border-box; color: rgb(85, 85, 85); border-radius: 0px !important;\">그가 탑승하게 될 우주선은 Alpha Centauri라는 새로운 인류의 보금자리를 개척하기 위한 대규모 생활 유지 시스템을 탑재하고 있기 때문에, 그 크기와 질량이 엄청난 이유로 최신기술력을 총 동원하여 개발한 공간이동 장치를 탑재하였다. 하지만 이 공간이동 장치는 이동 거리를 급격하게 늘릴 경우 기계에 심각한 결함이 발생하는 단점이 있어서, 이전 작동시기에 k광년을 이동하였을 때는 k-1 , k 혹은 k+1 광년만을 다시 이동할 수 있다. 예를 들어, 이 장치를 처음 작동시킬 경우 -1 , 0 , 1 광년을 이론상 이동할 수 있으나 사실상 음수 혹은 0 거리만큼의 이동은 의미가 없으므로 1 광년을 이동할 수 있으며, 그 다음에는 0 , 1 , 2 광년을 이동할 수 있는 것이다. ( 여기서 다시 2광년을 이동한다면 다음 시기엔 1, 2, 3 광년을 이동할 수 있다. )</p><p style=\"margin-bottom: 10px; box-sizing: border-box; color: rgb(85, 85, 85); border-radius: 0px !important;\"><img alt=\"\" src=\"https://www.acmicpc.net/upload/201003/rlaehdgur.JPG\" style=\"box-sizing: border-box; border: 0px; vertical-align: middle; height: 164px; width: 626px; border-radius: 0px !important;\"></p><p style=\"margin-bottom: 10px; box-sizing: border-box; color: rgb(85, 85, 85); border-radius: 0px !important;\">김우현은 공간이동 장치 작동시의 에너지 소모가 크다는 점을 잘 알고 있기 때문에 x지점에서 y지점을 향해 최소한의 작동 횟수로 이동하려 한다. 하지만 y지점에 도착해서도 공간 이동장치의 안전성을 위하여 y지점에 도착하기 바로 직전의 이동거리는 반드시 1광년으로 하려 한다.</p><p style=\"margin-bottom: 10px; box-sizing: border-box; color: rgb(85, 85, 85); border-radius: 0px !important;\">김우현을 위해 x지점부터 정확히 y지점으로 이동하는데 필요한 공간 이동 장치 작동 횟수의 최솟값을 구하는 프로그램을 작성하라.</p></div><p> </p><p><b>이 문제는 언뜻 보기에는 어려워 보이지만 해당 식을 풀어낸다면 의외로 쉽게 풀 수 있다.</b> </p><p><b>최종적으로 도착하는 지점으로 이동할 때의 이동거리는 반드시 1광년이기 때문에 1, 2, 3 ... 3, 2, 1과 같은 형식의 속도를 가지게 된다.</b></p><p><b>그렇다면 임의의 수 x의 제곱은 (도착지점 - 시작지점)보다 작거나 같아야 한다. 식으로 나타내면 아래와 같다.</b></p><p><b><br></b></p><p><b>x² <= (도착지점 - 시작지점)</b></p><p><b><br></b></p><p><b>도착지점이 9이고 시작지점이 0이라고 가정해보자. 그렇다면 x는 3이 된다.</b></p><p><b><br></b></p><p><b>1 + 2 + 3 + 2 + 1 = 9</b></p><p><b><br></b></p><p><b>여기서 x가 4라면 아래와 같다.</b></p><p><b><br></b></p><p><b>1 + 2 + 3 + 4 + 3 + 2 + 1 = 16</b></p><p><b><br></b></p><p><b>즉, x는 움직일 때의 최대 광년 수가 되는 것이다. </b><b>결과적으로 이동 횟수는 </b><b>x² - 1이 된다.</b></p><p><b><br></b></p><p><b>그러나 위에서와 같이 (도착지점 - 시작지점) = 10 일 경우 x는 3이지만 이동 횟수는</b></p><p><b><br></b></p><p><b>1 + 2 + 3 + 2 + 1 + 1 = 10 </b></p><p><b><br></b></p><p><b>으로 총 6번 이동하게 된다.</b></p><p><b><br></b></p><p><b>그렇다면 이것은 어떻게 알아낼 수 있을까? 답은 생각보다 간단하다.</b></p><p><b>우리는 움직일 때의 최대 광년 수를 알 수 있으므로 주어진 식의 값이 정확히 일치하는지 범위를 벗어나는지 알 수 있다. 식으로 나타내면 아래와 같다.</b></p><p><b><br></b></p><p><b>y = (도착지점 - 시작지점) - </b><b>x²</b></p><p><b><br></b></p><p><b>여기서 y값이 0보다 크다면 이동 횟수는 </b><b>x² - 1 보다 크다는 말이 된다.</b></p><p><b>결과적으로 정확히 일치하지 않고 소수점 단위로 조금만 넘어가더라도 이동해야 하는 횟수가 증가해야 한다. 따라서 y를 x로 나누고 올림연산 하게 되면? </b><b>x² - 1 + (올림연산(y / x)) 가 된다.</b></p><p><b>위에서와 같이 x가 3인 경우 </b><b>x² - 1 + 1 이 되어 이동횟수가 6회가 된다.</b></p><p><b><br></b></p><p><b>그렇다면 결과적으로 도달하는 횟수를 계산해보면 아래와 같다.</b></p><p><b><br></b></p><p><b>y = (도착지점 - 시작지점) - (</b><b>x²)</b></p><p><b>z = (올림연산(y / x))</b></p><p><b>result = 2 * x - 1 + z</b></p><p> </p><div style=\"color: rgb(212, 212, 212); background-color: rgb(30, 30, 30); font-family: Consolas, "Courier New", monospace; font-size: 14px; line-height: 19px; white-space: pre;\"><div style=\"margin-left: 40px;\"><span style=\"color: rgb(86, 156, 214);\">package</span> main</div><br><div style=\"margin-left: 40px;\"><span style=\"color: rgb(86, 156, 214);\">import</span> (</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(206, 145, 120);\">\"fmt\"</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(206, 145, 120);\">\"math\"</span></div><div style=\"margin-left: 40px;\">)</div><br><div style=\"margin-left: 40px;\"><span style=\"color: rgb(86, 156, 214);\">func</span> <span style=\"color: rgb(220, 220, 170);\">main</span>() {</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(86, 156, 214);\">var</span> <span style=\"color: rgb(156, 220, 254);\">test</span> <span style=\"color: rgb(78, 201, 176);\">int</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(86, 156, 214);\">var</span> <span style=\"color: rgb(156, 220, 254);\">start</span> <span style=\"color: rgb(78, 201, 176);\">float64</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(86, 156, 214);\">var</span> <span style=\"color: rgb(156, 220, 254);\">end</span> <span style=\"color: rgb(78, 201, 176);\">float64</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(86, 156, 214);\">var</span> <span style=\"color: rgb(156, 220, 254);\">m</span> <span style=\"color: rgb(78, 201, 176);\">int</span></div><br><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: rgb(220, 220, 170);\">Scanln</span>(&test)</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(197, 134, 192);\">for</span> <span style=\"color: rgb(156, 220, 254);\">m</span> = <span style=\"color: rgb(181, 206, 168);\">0</span>; m < test; m++ {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: rgb(220, 220, 170);\">Scan</span>(&start, &end)</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(220, 220, 170);\">move</span>(start, end)</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\">}</div><br><div style=\"margin-left: 40px;\"><span style=\"color: rgb(86, 156, 214);\">func</span> <span style=\"color: rgb(220, 220, 170);\">move</span>(s <span style=\"color: rgb(78, 201, 176);\">float64</span>, e <span style=\"color: rgb(78, 201, 176);\">float64</span>) {</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(86, 156, 214);\">var</span> <span style=\"color: rgb(156, 220, 254);\">m</span> <span style=\"color: rgb(78, 201, 176);\">float64</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(86, 156, 214);\">var</span> <span style=\"color: rgb(156, 220, 254);\">result</span> <span style=\"color: rgb(78, 201, 176);\">float64</span></div><br><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(197, 134, 192);\">for</span> <span style=\"color: rgb(156, 220, 254);\">m</span> = <span style=\"color: rgb(181, 206, 168);\">1</span>; (m * m) <= (e - s); m++ {</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> m--</div><br><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(156, 220, 254);\">result</span> = (e - s) - (m * m)</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(156, 220, 254);\">result</span> = <span style=\"color: rgb(220, 220, 170);\">float64</span>(math.<span style=\"color: rgb(220, 220, 170);\">Ceil</span>(<span style=\"color: rgb(220, 220, 170);\">float64</span>(result) / <span style=\"color: rgb(220, 220, 170);\">float64</span>(m)))</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(156, 220, 254);\">result</span> = <span style=\"color: rgb(181, 206, 168);\">2</span>*m - <span style=\"color: rgb(181, 206, 168);\">1</span> + result</div><br><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: rgb(220, 220, 170);\">Println</span>(result)</div><div style=\"margin-left: 40px;\">}</div><div><br></div></div>','2020-11-08',0),(2839,'설탕 배달','김광호','<div class=\"headline\" style=\"box-sizing: border-box; margin: 10px 0px 25px; border-bottom: 1px dotted rgb(228, 233, 240); color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><h2 style=\"box-sizing: border-box; font-weight: normal; line-height: 33px; color: rgb(88, 95, 105); margin: 0px 0px -2px; font-size: 22px; text-shadow: none; padding-bottom: 5px; display: inline-block; border-bottom: 2px solid rgb(0, 118, 192); border-radius: 0px !important;\">문제</h2></div><div id=\"problem_description\" class=\"problem-text\" style=\"box-sizing: border-box; font-size: medium; line-height: 30px; color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><p style=\"margin-bottom: 10px; box-sizing: border-box; color: rgb(85, 85, 85); border-radius: 0px !important;\">상근이는 요즘 설탕공장에서 설탕을 배달하고 있다. 상근이는 지금 사탕가게에 설탕을 정확하게 N킬로그램을 배달해야 한다. 설탕공장에서 만드는 설탕은 봉지에 담겨져 있다. 봉지는 3킬로그램 봉지와 5킬로그램 봉지가 있다.</p><p style=\"margin-bottom: 10px; box-sizing: border-box; color: rgb(85, 85, 85); border-radius: 0px !important;\">상근이는 귀찮기 때문에, 최대한 적은 봉지를 들고 가려고 한다. 예를 들어, 18킬로그램 설탕을 배달해야 할 때, 3킬로그램 봉지 6개를 가져가도 되지만, 5킬로그램 3개와 3킬로그램 1개를 배달하면, 더 적은 개수의 봉지를 배달할 수 있다.</p><p style=\"margin-bottom: 10px; box-sizing: border-box; color: rgb(85, 85, 85); border-radius: 0px !important;\">상근이가 설탕을 정확하게 N킬로그램 배달해야 할 때, 봉지 몇 개를 가져가면 되는지 그 수를 구하는 프로그램을 작성하시오.</p></div><p> </p><p><b>이 문제는 정확하게 N킬로그램을 만들 수 없다면 -1을 출력하라고 하기 때문에 식을 세우면 아래와 같다.</b></p><p><b><br></b></p><p><b>(설탕의 무게 % 5) == 0 이면 봉지의 개수++ , 설탕의 무게 = (설탕의 무게 - 5)</b></p><p><b>(설탕의 무게 % 3) == 0 이면 봉지의 개수++ , 설탕의 무게 = (설탕의 무게 - 3)</b></p><p><b>이외는 봉지의 개수 = -1 로 할 수 있다.</b></p><p> </p><p><b>%연산자의 의미를 알고 있으면 쉽게 풀 수 있는 문제이다.</b> </p><p> </p><div style=\"color: rgb(212, 212, 212); background-color: rgb(30, 30, 30); font-family: Consolas, "Courier New", monospace; font-size: 14px; line-height: 19px; white-space: pre;\"><div><span style=\"color: rgb(86, 156, 214);\"><br></span></div><div style=\"margin-left: 40px;\"><span style=\"color: rgb(86, 156, 214);\">package</span> main</div><br><div style=\"margin-left: 40px;\"><span style=\"color: rgb(86, 156, 214);\">import</span> <span style=\"color: rgb(206, 145, 120);\">\"fmt\"</span></div><br><div style=\"margin-left: 40px;\"><span style=\"color: rgb(86, 156, 214);\">func</span> <span style=\"color: rgb(220, 220, 170);\">main</span>() {</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(86, 156, 214);\">var</span> <span style=\"color: rgb(156, 220, 254);\">input</span> <span style=\"color: rgb(78, 201, 176);\">int</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(86, 156, 214);\">var</span> <span style=\"color: rgb(156, 220, 254);\">count</span> <span style=\"color: rgb(78, 201, 176);\">int</span></div><br><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: rgb(220, 220, 170);\">Scanln</span>(&input)</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(197, 134, 192);\">for</span> input > <span style=\"color: rgb(181, 206, 168);\">0</span> {</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(197, 134, 192);\">if</span> (input % <span style=\"color: rgb(181, 206, 168);\">5</span>) == <span style=\"color: rgb(181, 206, 168);\">0</span> {</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(156, 220, 254);\">input</span> = input - <span style=\"color: rgb(181, 206, 168);\">5</span></div><div style=\"margin-left: 40px;\"> count++</div><div style=\"margin-left: 40px;\"> } <span style=\"color: rgb(197, 134, 192);\">else</span> <span style=\"color: rgb(197, 134, 192);\">if</span> (input % <span style=\"color: rgb(181, 206, 168);\">3</span>) == <span style=\"color: rgb(181, 206, 168);\">0</span> {</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(156, 220, 254);\">input</span> = input - <span style=\"color: rgb(181, 206, 168);\">3</span></div><div style=\"margin-left: 40px;\"> count++</div><div style=\"margin-left: 40px;\"> } <span style=\"color: rgb(197, 134, 192);\">else</span> <span style=\"color: rgb(197, 134, 192);\">if</span> input > <span style=\"color: rgb(181, 206, 168);\">5</span> {</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(156, 220, 254);\">input</span> = input - <span style=\"color: rgb(181, 206, 168);\">5</span></div><div style=\"margin-left: 40px;\"> count++</div><div style=\"margin-left: 40px;\"> } <span style=\"color: rgb(197, 134, 192);\">else</span> {</div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(156, 220, 254);\">count</span> = -<span style=\"color: rgb(181, 206, 168);\">1</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: rgb(197, 134, 192);\">break</span></div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: rgb(220, 220, 170);\">Println</span>(count)</div><div style=\"margin-left: 40px;\">}</div><br></div><p> </p>','2020-11-14',0),(10250,'ACM 호텔','김광호','<div class=\"headline\" style=\"box-sizing: border-box; margin: 10px 0px 25px; border-bottom: 1px dotted rgb(228, 233, 240); color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><h2 style=\"box-sizing: border-box; font-weight: normal; line-height: 33px; color: rgb(88, 95, 105); margin: 0px 0px -2px; font-size: 22px; text-shadow: none; padding-bottom: 5px; display: inline-block; border-bottom: 2px solid rgb(0, 118, 192); border-radius: 0px !important;\">문제</h2></div><div id=\"problem_description\" class=\"problem-text\" style=\"box-sizing: border-box; font-size: medium; line-height: 30px; color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); border-radius: 0px !important;\"><img alt=\"\" src=\"https://www.acmicpc.net/upload/images2/acmhotel.png\" style=\"box-sizing: border-box; border-radius: 0px !important; border: 0px; vertical-align: middle; float: right; height: 202px; width: 294px;\">ACM 호텔 매니저 지우는 손님이 도착하는 대로 빈 방을 배정하고 있다. 고객 설문조사에 따르면 손님들은 호텔 정문으로부터 걸어서 가장 짧은 거리에 있는 방을 선호한다고 한다. 여러분은 지우를 도와 줄 프로그램을 작성하고자 한다. 즉 설문조사 결과 대로 호텔 정문으로부터 걷는 거리가 가장 짧도록 방을 배정하는 프로그램을 작성하고자 한다.</p><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); border-radius: 0px !important;\">문제를 단순화하기 위해서 호텔은 직사각형 모양이라고 가정하자. 각 층에 W 개의 방이 있는 H 층 건물이라고 가정하자 (1 ≤ H, W ≤ 99). 그리고 엘리베이터는 가장 왼쪽에 있다고 가정하자(그림 1 참고). 이런 형태의 호텔을 H × W 형태 호텔이라고 부른다. 호텔 정문은 일층 엘리베이터 바로 앞에 있는데, 정문에서 엘리베이터까지의 거리는 무시한다. 또 모든 인접한 두 방 사이의 거리는 같은 거리(거리 1)라고 가정하고 호텔의 정면 쪽에만 방이 있다고 가정한다.</p><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); text-align: center; border-radius: 0px !important;\"><img alt=\"\" src=\"https://www.acmicpc.net/upload/images2/elevator.png\" style=\"box-sizing: border-box; border-radius: 0px !important; border: 0px; vertical-align: middle; height: 312px; width: 521px;\"></p><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); text-align: center; border-radius: 0px !important;\">그림 1. H = 6 이고 W = 12 인 H × W 호텔을 간략하게 나타낸 그림</p><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); border-radius: 0px !important;\">방 번호는 YXX 나 YYXX 형태인데 여기서 Y 나 YY 는 층 수를 나타내고 XX 는 엘리베이터에서부터 세었을 때의 번호를 나타낸다. 즉, 그림 1 에서 빗금으로 표시한 방은 305 호가 된다.</p><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); border-radius: 0px !important;\">손님은 엘리베이터를 타고 이동하는 거리는 신경 쓰지 않는다. 다만 걷는 거리가 같을 때에는 아래층의 방을 더 선호한다. 예를 들면 102 호 방보다는 301 호 방을 더 선호하는데, 102 호는 거리 2 만큼 걸어야 하지만 301 호는 거리 1 만큼만 걸으면 되기 때문이다. 같은 이유로 102 호보다 2101 호를 더 선호한다.</p><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); border-radius: 0px !important;\">여러분이 작성할 프로그램은 초기에 모든 방이 비어있다고 가정하에 이 정책에 따라 N 번째로 도착한 손님에게 배정될 방 번호를 계산하는 프로그램이다. 첫 번째 손님은 101 호, 두 번째 손님은 201 호 등과 같이 배정한다. 그림 1 의 경우를 예로 들면, H = 6이므로 10 번째 손님은 402 호에 배정해야 한다.</p></div><p> </p><p><b>이 문제는 보기에는 복잡해 보이지만 생각보다 간단하다.</b> </p><p><b>첫 번째 입력으로 호텔의 층 수</b></p><p><b>두 번째 입력으로 각 층수별 객실의 수</b></p><p><b>세 번째 입력으로 몇 번째 손님인지</b></p><p><b>를 받는다. 여기서 두 번째 입력은 전혀 생각할 필요가 없는데 이유는 두 번째 입력값이 작아서 손님을 넣을 수 없다면 에러를 출력하면 그만이기 때문이다. 따라서 문제에 대한 답을 얻으려면 첫 번째 입력과 세 번째 입력만 신경쓰면 된다. </b><b>그럼 코드로 넘어가보자</b></p><p><b><br></b></p><p><b>호텔의 시작은 1층이기에 n을 1로 설정하고 첫 번째 입력 값을 x, 세 번째 입력 값을 y라고 한다면 </b></p><p><b>for n = 1; n < y; n++</b></p><p><b>위와 같은 식을 만들 수 있다.</b></p><p><b>그리고 층 수와 호실을 카운트 할 두 변수를 정의한다. 예를 들어 a, b라고 한다면</b></p><p><b>if a >= x {</b></p><p style=\"margin-left: 40px;\"><b>a = 1</b></p><p style=\"margin-left: 40px;\"><b>b++</b></p><p><b>} else {</b></p><p style=\"margin-left: 40px;\"><b>a++</b></p><p><b>}</b></p><p><b>와 같이 나타낼 수 있다. 해석하자면 입력받은 첫 번째 값 즉, 호텔의 층 수가 카운트 한 층 수와 같거나 크다면 층 수를 1로 초기화 하고 호실을 +1 해준다. 그렇지 않다면 층 수를 +1 해준다. 다시말해 층 수의 가장 가까운 호실을 배정해주다가 더 이상 올라갈 층 수가 없다면 1층으로 내려오고 다음 호실을 배정해준다는 뜻이다.</b></p><p><b><br></b></p><p><b>그러나 출력할 때 포맷방식을 %d%d로 출력할 경우 첫 손님은 101호실이 아니라 11호실을 받게 된다. 따라서 위에서 정의한 다음 호실 즉, b가 10보다 작을 경우에는 %d0%d로 정의해 주어야 하고 10보다 크거나 같을 경우에는 %d%d로 정의해 주어야 한다.</b></p><p><b><br></b></p><div style=\"color: rgb(212, 212, 212); background-color: rgb(30, 30, 30); font-family: Consolas, "Courier New", monospace; font-size: 14px; line-height: 19px; white-space: pre;\"><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\"><br></span></div><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">package</span> main</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">import</span> (</div><div style=\"margin-left: 40px;\"> <span style=\"color: #ce9178;\">\"fmt\"</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #ce9178;\">\"os\"</span></div><div style=\"margin-left: 40px;\">)</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">func</span> <span style=\"color: #dcdcaa;\">main</span>() {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">input</span> <span style=\"color: #4ec9b0;\">int</span></div><br><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Scanln</span>(&input)</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">for</span> <span style=\"color: #9cdcfe;\">m</span> := <span style=\"color: #b5cea8;\">0</span>; m < input; m++ {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">height</span> <span style=\"color: #4ec9b0;\">int</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">width</span> <span style=\"color: #4ec9b0;\">int</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">num</span> <span style=\"color: #4ec9b0;\">int</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">countheight</span> <span style=\"color: #4ec9b0;\">int</span> = <span style=\"color: #b5cea8;\">1</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">countwidth</span> <span style=\"color: #4ec9b0;\">int</span> = <span style=\"color: #b5cea8;\">1</span></div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Scan</span>(&height, &width, &num)</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">if</span> height*width < num {</div><div style=\"margin-left: 40px;\"> os.<span style=\"color: #dcdcaa;\">Exit</span>(<span style=\"color: #b5cea8;\">1</span>)</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">for</span> <span style=\"color: #9cdcfe;\">n</span> := <span style=\"color: #b5cea8;\">1</span>; n < num; n++ {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">if</span> countheight >= height {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #9cdcfe;\">countheight</span> = <span style=\"color: #b5cea8;\">1</span></div><div style=\"margin-left: 40px;\"> countwidth++</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> {</div><div style=\"margin-left: 40px;\"> countheight++</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">if</span> countwidth < <span style=\"color: #b5cea8;\">10</span> {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Printf</span>(<span style=\"color: #ce9178;\">\"%d0%d</span><span style=\"color: #d7ba7d;\">\n</span><span style=\"color: #ce9178;\">\"</span>, countheight, countwidth)</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Printf</span>(<span style=\"color: #ce9178;\">\"%d%d</span><span style=\"color: #d7ba7d;\">\n</span><span style=\"color: #ce9178;\">\"</span>, countheight, countwidth)</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\">}</div><br></div>','2020-11-15',0),(10828,'스택','김광호','<div class=\"headline\" style=\"box-sizing: border-box; margin: 10px 0px 25px; border-bottom: 1px dotted rgb(228, 233, 240); color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><h2 style=\"box-sizing: border-box; font-weight: normal; line-height: 33px; color: rgb(88, 95, 105); margin: 0px 0px -2px; font-size: 22px; text-shadow: none; padding-bottom: 5px; display: inline-block; border-bottom: 2px solid rgb(0, 118, 192); border-radius: 0px !important;\">문제</h2></div><div id=\"problem_description\" class=\"problem-text\" style=\"box-sizing: border-box; font-size: medium; line-height: 30px; color: rgb(51, 51, 51); font-family: "Open Sans", "Apple SD Gothic Neo", "Noto Sans CJK KR", "Noto Sans KR", 나눔바른고딕, 나눔고딕, 맑은고딕, "Helvetica Neue", Helvetica, Arial, sans-serif; background-color: rgb(255, 255, 255); border-radius: 0px !important;\"><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); border-radius: 0px !important;\">정수를 저장하는 스택을 구현한 다음, 입력으로 주어지는 명령을 처리하는 프로그램을 작성하시오.</p><p style=\"box-sizing: border-box; margin-bottom: 10px; color: rgb(85, 85, 85); border-radius: 0px !important;\">명령은 총 다섯 가지이다.</p><ul style=\"box-sizing: border-box; border-radius: 0px !important; margin-top: 0px; margin-bottom: 10px;\"><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\">push X: 정수 X를 스택에 넣는 연산이다.</li><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\">pop: 스택에서 가장 위에 있는 정수를 빼고, 그 수를 출력한다. 만약 스택에 들어있는 정수가 없는 경우에는 -1을 출력한다.</li><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\">size: 스택에 들어있는 정수의 개수를 출력한다.</li><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\">empty: 스택이 비어있으면 1, 아니면 0을 출력한다.</li><li style=\"box-sizing: border-box; border-radius: 0px !important; color: rgb(85, 85, 85);\">top: 스택의 가장 위에 있는 정수를 출력한다. 만약 스택에 들어있는 정수가 없는 경우에는 -1을 출력한다.</li></ul></div><p> </p><p><b>일반적인 스택을 구현하는 문제이다.</b></p><p><b>이는 별다른 수식을 필요로 하는 것이 아니기에 스택의 동작 구조에 대해서 생각해 본다면 충분히 풀 수 있는 문제이다.</b></p><p><b>다른 방법으로도 풀 수 있겠지만 나는 이렇게 풀었다.</b> </p><p><b><br></b></p><p><b>값을 담을 배열을 생성하고 배열의 위치를 가리킬 수 있는 커서를 생성하였다.</b></p><p><b>push가 호출되면 커서 값의 위치에 값을 넣고 커서 값을 +1</b></p><p><b>pop이 호출되면 커서 값을 -1하고 커서 값의 스택에 들어있는 값을 출력하고 0으로 초기화</b></p><p><b>size가 호출되면 커서 값을 출력 (push가 될 때 마다 커서가 +1이 되므로 커서 값 = 스택에 들어있는 정수의 개수가 된다.)</b></p><p><b>empty가 호출되면 배열[0]의 값이 0인지를 확인하고 1이나 0 출력</b></p><p><b>top이 호출되면 커서 값을 -1하고 커서 값의 스택에 들어있는 값을 출력하고 다시 커서 값을 +1</b></p><p> </p><div style=\"color: rgb(212, 212, 212); background-color: rgb(30, 30, 30); font-family: Consolas, "Courier New", monospace; font-size: 14px; line-height: 19px; white-space: pre;\"><div><span style=\"color: #569cd6;\"><br></span></div><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">package</span> main</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">import</span> (</div><div style=\"margin-left: 40px;\"> <span style=\"color: #ce9178;\">\"bufio\"</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #ce9178;\">\"os\"</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #ce9178;\">\"fmt\"</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #ce9178;\">\"strings\"</span></div><div style=\"margin-left: 40px;\">)</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">r</span> = bufio.<span style=\"color: #dcdcaa;\">NewReader</span>(os.Stdin)</div><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">w</span> = bufio.<span style=\"color: #dcdcaa;\">NewWriter</span>(os.Stdout)</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">stack</span> []<span style=\"color: #4ec9b0;\">int</span></div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">func</span> <span style=\"color: #dcdcaa;\">main</span>() {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">input</span> <span style=\"color: #4ec9b0;\">int</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">member</span> <span style=\"color: #4ec9b0;\">string</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">number</span> <span style=\"color: #4ec9b0;\">int</span></div><div style=\"margin-left: 40px;\"> <span style=\"color: #569cd6;\">var</span> <span style=\"color: #9cdcfe;\">cursor</span> <span style=\"color: #4ec9b0;\">int</span></div><br><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fscanln</span>(r, &input)</div><div style=\"margin-left: 40px;\"> <span style=\"color: #9cdcfe;\">stack</span> = <span style=\"color: #dcdcaa;\">make</span>([]<span style=\"color: #4ec9b0;\">int</span>, input)</div><br><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">for</span> <span style=\"color: #9cdcfe;\">i</span> := <span style=\"color: #b5cea8;\">0</span>; i < input; i++ {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fscanln</span>(r, &member, &number)</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">if</span> strings.<span style=\"color: #dcdcaa;\">Contains</span>(member, <span style=\"color: #ce9178;\">\"push\"</span>) {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #dcdcaa;\">Push</span>(number, cursor)</div><div style=\"margin-left: 40px;\"> cursor++</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> <span style=\"color: #c586c0;\">if</span> strings.<span style=\"color: #dcdcaa;\">Contains</span>(member, <span style=\"color: #ce9178;\">\"pop\"</span>) {</div><div style=\"margin-left: 40px;\"> cursor--</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">if</span> cursor == -<span style=\"color: #b5cea8;\">1</span> {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fprintln</span>(w, -<span style=\"color: #b5cea8;\">1</span>)</div><div style=\"margin-left: 40px;\"> w.<span style=\"color: #dcdcaa;\">Flush</span>()</div><div style=\"margin-left: 40px;\"> cursor++</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #dcdcaa;\">Pop</span>(cursor)</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> <span style=\"color: #c586c0;\">if</span> strings.<span style=\"color: #dcdcaa;\">Contains</span>(member, <span style=\"color: #ce9178;\">\"size\"</span>) {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #dcdcaa;\">Size</span>(cursor)</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> <span style=\"color: #c586c0;\">if</span> strings.<span style=\"color: #dcdcaa;\">Contains</span>(member, <span style=\"color: #ce9178;\">\"empty\"</span>) {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #dcdcaa;\">Empty</span>(cursor)</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> <span style=\"color: #c586c0;\">if</span> strings.<span style=\"color: #dcdcaa;\">Contains</span>(member, <span style=\"color: #ce9178;\">\"top\"</span>) {</div><div style=\"margin-left: 40px;\"> cursor--</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">if</span> cursor == -<span style=\"color: #b5cea8;\">1</span> {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fprintln</span>(w, -<span style=\"color: #b5cea8;\">1</span>)</div><div style=\"margin-left: 40px;\"> w.<span style=\"color: #dcdcaa;\">Flush</span>()</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #dcdcaa;\">Top</span>(cursor)</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> cursor++</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\">}</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">func</span> <span style=\"color: #dcdcaa;\">Push</span>(m <span style=\"color: #4ec9b0;\">int</span>, c <span style=\"color: #4ec9b0;\">int</span>) {</div><div style=\"margin-left: 40px;\"> stack[c] = m</div><div style=\"margin-left: 40px;\">}</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">func</span> <span style=\"color: #dcdcaa;\">Pop</span>(c <span style=\"color: #4ec9b0;\">int</span>) {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #9cdcfe;\">print</span> := stack[c]</div><div style=\"margin-left: 40px;\"> stack[c] = <span style=\"color: #b5cea8;\">0</span></div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fprintln</span>(w, print)</div><div style=\"margin-left: 40px;\"> w.<span style=\"color: #dcdcaa;\">Flush</span>()</div><div style=\"margin-left: 40px;\">}</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">func</span> <span style=\"color: #dcdcaa;\">Size</span>(c <span style=\"color: #4ec9b0;\">int</span>) {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fprintln</span>(w, c)</div><div style=\"margin-left: 40px;\"> w.<span style=\"color: #dcdcaa;\">Flush</span>()</div><div style=\"margin-left: 40px;\">}</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">func</span> <span style=\"color: #dcdcaa;\">Empty</span>(c <span style=\"color: #4ec9b0;\">int</span>) {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">if</span> c == <span style=\"color: #b5cea8;\">0</span> {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fprintln</span>(w, <span style=\"color: #b5cea8;\">1</span>)</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fprintln</span>(w, <span style=\"color: #b5cea8;\">0</span>)</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> w.<span style=\"color: #dcdcaa;\">Flush</span>()</div><div style=\"margin-left: 40px;\">}</div><br><div style=\"margin-left: 40px;\"><span style=\"color: #569cd6;\">func</span> <span style=\"color: #dcdcaa;\">Top</span>(c <span style=\"color: #4ec9b0;\">int</span>) {</div><div style=\"margin-left: 40px;\"> <span style=\"color: #c586c0;\">if</span> stack[c] == <span style=\"color: #b5cea8;\">0</span> {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fprintln</span>(w, -<span style=\"color: #b5cea8;\">1</span>)</div><div style=\"margin-left: 40px;\"> } <span style=\"color: #c586c0;\">else</span> {</div><div style=\"margin-left: 40px;\"> fmt.<span style=\"color: #dcdcaa;\">Fprintln</span>(w, stack[c])</div><div style=\"margin-left: 40px;\"> }</div><div style=\"margin-left: 40px;\"> w.<span style=\"color: #dcdcaa;\">Flush</span>()</div><div style=\"margin-left: 40px;\">}</div><br></div><p> </p>','2020-12-18',0);
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INSERT INTO `notice_board_view` VALUES (-2,'이전 게시글이 없습니다.','','','2020-10-09',1),(-1,'다음 게시글이 없습니다.','','','2020-10-09',1),(1,'노트북이 죽어버렸다..','김광호','<p>코딩 잘 하고 있는데 갑자기 화면이 나가버리길래 파워 문제인가? 했는데 재부팅 해도 켜지질 않았다.</p><p>모니터에 연결 자체가 되지 않았다. 그래서 모니터 문제인지 그래픽카드 문제인지를 확인하기 위해 모니터를 하나씩만 연결하고 실행해도 모니터가 켜지지 않았다.. 그러다가 갑자기 무한 부팅이 걸리길래 연결된 모니터 선을 다 빼고 노트북 화면으로 켰는데 윈도우 복구 모드가 켜졌다.</p><p>그런데 원인을 못 찾더라 ㅋㅋ;; 그래서 복구모드 옵션 중 종료 후 정상부팅(정확히는 기억 안남) 했는데도 복구모드로 계속 진입하길래 다른 디스크에 새로 윈도우를 설치하고 부팅 경로를 새로 설치된 윈도우로 잡은 뒤 원래 있던 디스크의 파일을 빼내올 생각이었는데...</p><p> </p><p>이 <strike><span style=\"color: rgb(172, 172, 172);\"><strike>미친</strike></span></strike> 노트북이 포맷은 누른 적도 없는데 윈도우 깔려 있던 디스크가 포맷되어 있었다. (256기가 중 256기가 사용 가능 이런 식으로)</p><p>그리하여 윈도우를 재설치 하고 모니터 연결을 해도 그대로였다. 노트북 모니터로는 동작하고 장치 관리자에서 그래픽 카드가 인식되는걸로 봐서는 외부 디스플레이 포트가 망가진 것 같다. 배터리도 안 좋아서 데스크탑 처럼 쓰고 있었는데 이제는 보내주어야 할 때가 되었나보다..</p><p> </p><p>어찌됐건 클라우드 서비스 덕분에 코드와 대부분의 자료는 살아남아 있지만 노트북에 저장되어 있던 데이터베이스가 날아가버렸다..</p><p>게시판에 게시글도 30개 가량 써놨는데 다 날아갔다 ㅎ..ㅎㅎ..</p><p>환경변수 세팅은 언제 다 하려나..</p><p> </p>','2020-10-09',44),(2,'IntelliJ...','김광호','<p>스마트 에디터에 GoLand 소스코드를 붙여넣으니</p><p> </p><p>Error 1064: You have an error in your SQL syntax; check the manual that corresponds to your</p><p>MySQL server version for the right syntax to use near `JetBrains Mono`;font-size:9.8pt;\"&amp;amp;gt;&amp;amp;lt;</p><p>p style=\"margin-left:40\" at line 1</p><p> </p><p>이런 에러를 출력한다.</p><p>vscode 에서 파일을 열어서 소스코드를 붙여넣으면 아무런 에러 없이 잘 동작한다.</p><p>그런데 예전에 한번 GoLand 소스코드를 붙여넣어서 된 적이 있는데 무슨 차이인지는 모르겠다. Ctrl + A 해서 복사한것 때문이려나?</p>','2020-11-08',42),(3,'쿠키 오류를 발견!','김광호','<p> https 로컬에서는 쿠키가 정상 동작하나 웹 서버는 사용자 편의 상 http로 구동 중인데</p><p> 쿠키가 안먹혀서 웹 서버에서 로그인 하고 들어가도 글을 쓸 수가 없는 상태다..</p><p> 도메인이 늦게 적용되는거라 하기엔 내 서버의 주소를 찾아오는 거라 도메인 자체의 문제는 아닐거고라 생각해 쿠키 설정에서 samesite, secure, httponly 를 바꾸어 주니!! 쿠키만 구워진다..</p><p> 쿠키는 구워지지만 글을 못쓴다는 말이다. ㅋㅋㅋㅋㅋㅋㅋㅋ</p><p> </p><p> 이쯤되니 문제의 원인은 세가지 정도로 생각된다.</p><p> 1. 주소창 클로킹 문제 - 원인일 확률이 낮다.</p><p> 2. samesite 문제 - 원인일 확률이 가장 높으나 바꿔도 안됨. (잘못 바꾼걸지도?)</p><p> 3. 쿠키 path 문제 - 원인이 될 수도 있겠다 생각됨.</p><p> </p><p> 결국 임시 방편으로 https 로컬에서 글을 작성하고 DB에 추가 작업을 해주는 방식으로 글을 넣고 있다. </p><p> </p>','2020-12-22',64),(4,'쿠키에 대해 찾아본 결과..','김광호','<p>쿠키 설정 중 samesite 라는 설정이 있다.</p><p>이 설정 때문에 <strike><span style=\"color: rgb(154, 154, 154);\"><strike>개</strike></span></strike>고생을 조금 했다. 아니 많이 했다..</p><p>어쨌든 거두절미 하고 samesite가 무엇이냐?</p><p> </p><p><b><span style=\"font-size: 12pt;\">서로 다른 도메인 간의 쿠키 전송에 대한 보안 설정</span></b></p><p><span style=\"font-size: 9pt;\"></span> </p><p>도메인에 대한 보안 설정이라는 것은 알겠는데 그렇다면 도메인은 무엇이냐?</p><p>이번엔 실습을 통해 알아보자.</p><p> </p><p>1. window키 + R 을 눌러 실행창을 실행한다.</p><p>2. nslookup 사이트 주소 를 입력한다. -> nslookup google.com</p><p>3. 권한 없는 응답:</p><p> 이름: google.com</p><p> Addresses: 2404:6800:4004:80e::200e</p><p> 172.217.25.206</p><p> 뭐 이런 식으로 뜰텐데 여기서 맨 아랫줄인 172.217.25.206 을 인터넷 주소창에 입력한다.(2번에서 입력한 사이트 주소에 따라 숫자가 다를 수 있다.)</p><p>4. 2번에서 지정한 사이트 주소가 인터넷에 출력될 것이다. 나의 경우는 google.com이 열린다.</p><p> </p><p>나의 경우 google.com의 ip주소는 172.217.25.206이다. 그런데 사용자가 172.217.25.206을 구글이라고 외우고 다니기는 힘들 것이다. 그래서 google.com으로도 접속이 가능하게 한 이 google.com이라는 것을 도메인이라고 한다.</p><p> </p><p><span style=\"font-size: 12pt;\"><b>한마디로 ip(ex : 172.217.25.206)에 이름을 부여할 수 있게 한 것이라고 할 수 있다.</b></span></p><p><span style=\"font-size: 9pt;\"><b><br></b></span></p><p>본론으로 돌아와 samesite에 대해 풀어쓰자면 google.com에서 생성된 쿠키를 naver.com에서 사용하려고 할 때에 대한 보안설정이라고 할 수 있다.</p><p>이건 어디까지나 예시이지 내가 실제 서버를 운영한다고 할 때 samesite 설정은 내 사이트에서 생성된 쿠키를 다른 사이트에서 쓸 수 있는가? 에 대한 보안 설정이라고 할 수 있다.</p><p>이제 samesite 설명은 된 것 같으니 내가 삽질한 부분에 대해서 보도록 하자. </p><p> </p><p><span style=\"font-size: 12pt;\"><b>구글에서 20년 2월부로 크롬 80버전부터는 CSRF(사이트 간 쿠키기반 요청 위조) 방지를 위해 서드파티(웹 서비스와 도메인이 다른 서버)에서 쿠키 생성을 막기로 했다.</b></span></p><p> </p><p>추가적으로 찾아보니 쿠키를 다른 도메인에서도 예외 없이 사용 가능한 None 모드는 쿠키의 secure 설정 값을 true로 해야만 한다고 한다.</p><p>여기서 secure 설정은 https 통신을 할 때만 쿠키를 전송하는 옵션이다. 즉, http에서는 구글에서 언급한 서드파티 쿠키 제한을 해야만 한다는 말이다.</p><p>여기서 잠시 서드파티란 외부에서 심는 쿠키이다. 즉, 웹 사이트 관리자가 아닌 다른 업체에서 심는 쿠키란 것.</p><p> </p><p>그럼 https 통신을 하면 되지 않냐? 할 수 있는데 기능적으로만 보면 동작은 잘 한다. 하지만 보안 인증서 문제가 있다. 이에 대해서는 추후 작성 예정이며 결과적으로 돈을 내야 한다. 안 내고도 https로 서버를 열 수도 있으나 사용자가 접속하면 아래와 같이 나온다.</p><p> </p><p><img 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\" alt=\"\"> </p><p> </p><p>이런 페이지에 누가 접속하고 싶겠는가?</p><p>그럼 http로 하고 서드파티 쿠키를 제한하면 되지 않냐? 라고 할텐데 나도 정확한 이유는 모르지만 서드파티 쿠키 제한에서 GO 언어의 Echo Framework 를 사용하면 쿠키에 제한이 있다. 정확하게는 쿠키가 생성은 되지만 사용이 불가능하다. 왜 이런건지에 대해서는 이렇다 할 언급이 없어서 원인을 직접 찾아봐야겠지만 결국 삽질에 대한 원인은 구글의 쿠키 보안 정책 때문이라고 할 수 있겠다.</p><p> </p><p>결론 : 사용하는 기능의 정책을 잘 확인하자..</p><p> </p>','2020-12-25',20),(5,'HTTPS에 대하여..','김광호','<p><b><span style=\"font-size: 14pt;\">HTTP와 HTTPS란</span></b></p><p>HTTPS를 설명하기 전에 HTTP란 HyperText Transfer Protocal의 약자로서 웹 상에서 정보를 주고 받을 수 있는 프로토콜(통신규약) 이다. 이는 클라이언트와 서버 사이에 요청과 응답을 담당하는 프로토콜로서 클라이언트에서 어떠한 데이터를 요청하면 서버는 클라이언트의 요청에 응답하여 데이터를 사용자에게 전달하게 된다.</p><p>HTTPS는 HTTP 풀 네임에서 over Secure Socket Layer 가 더해진 것으로 HTTP에서 보안이 강화된 버전이라고 할 수 있다.</p><p><b><br></b></p><p><b><span style=\"font-size: 14pt;\">그렇다면 왜 보안이 강화된 HTTPS가 나온 것일까?</span></b></p><p>HTTP는 데이터를 전송할 때 암호화 되지 않은 방법으로 데이터를 전송한다. 그럼 중간자가 데이터를 감청한다면 데이터가 그대로 노출되게 된다. 예를 들어보자면 내가 친구와 이야기를 하던 중 옆을 지나가던 사람이 나와 친구의 이야기를 듣게 된다는 것과 같다. 이것이 일상적인 이야기라면 큰 문제는 되지 않겠지만 만약 신문에 단독기사로 쓰일 법한 중요한 내용이라면?</p><p>그렇기에 이러한 문제점을 보완하기 위해 HTTPS가 나오게 되었고 제법 큰 사이트라면 대부분 HTTPS를 사용하고 있다.</p><p> </p><p><b><span style=\"font-size: 14pt;\">HTTPS는 어떻게 동작하는가?</span></b></p><p>자세하게 설명하기엔 글이 너무 길어질 것 같아 어떤 느낌인지 대략적으로 설명하자면 군대에서의 암구호라고 생각하면 된다. 다시말해 내가 말한 답과 상대방이 알고 있는 답이 일치해야 한다는 말이다. 이에 대한 SSL의 암호화, 대칭키, 공개키, 인증기관 등에 대한 설명은 다른 블로그에도 있으니 다른 사이트를 참고 바란다.</p><p> </p><p><b><span style=\"font-size: 14pt;\">내 웹 페이지는 왜 적용이 안되는가?</span></b></p><p>위에서 말한 암구호를 생각해보자. 암구호는 군대의 최상위 기관에서 매일마다 변경되어 나오게 된다. 그런데 어느날 컴퓨터가 먹통이 되어 암구호를 부대 내에서 자체적으로 만들어 사용하였다고 해보자. 그런데 다른 부대에 있는 사람이 우리 부대로 왔다면 그 사람의 답과 내 답이 다르게 된다. 내 상황이 이렇다는 말이다. HTTPS를 사용하기 위한 키와 파일은 만들었으나 인증기관에서 인증되지 않았기에 HTTPS를 사용하여도 경고창이 뜨게 되는 것이다. 그렇기에 현재 HTTP를 사용하여 서비스 중이다.</p><p> </p><p><b><span style=\"font-size: 14pt;\">결론</span></b> </p><p>어떤 기능을 추가하려면 해당 기능의 구조에 대해 먼저 파악하는 것이 우선이다. 처음에 통신에 대해 잘 몰라서 키와 파일만 몇개를 만들었는지 모른다. 동작구조를 알고 있었으면 그렇게 오랫동안 삽질을 하지 않았을 텐데..</p><p></p> ','2021-01-15',17),(6,'jsp 캘린더 만들기','김광호','<p style=\"line-height: 1.2;\"><span style=\"font-size: 9pt;\">일단 이 글을 쓰는 이유는 jsp 캘린더 만들기 라고 검색했을 때 나오는 것들이 죄다 jsp 만을 가지고 작성하여 jstl 구문과 자바코드, html이 섞이는 등 코드가 복잡하고 유지/보수하기 어려웠기 때문이다.</span></p><p style=\"line-height: 1.2;\"><span style=\"font-size: 9pt;\">또한 jsp를 쓴다는 것은 웹으로 만들겠다는 것이고 요즘 웹이라 하면 DB도 연동할 것이다. 그렇기에 DB 연동을 하여 캘린더를 만드는 글을 포스팅 한다.</span></p><p style=\"line-height: 1.2;\"> </p><p style=\"line-height: 1.2;\"><span style=\"font-size: 9pt;\">DB는 MySQL을 쓸 것이며 연동되어 있다고 가정한다. 연동방식에 대해서는 이 글에서 포스팅하지 않겠다.</span></p><p style=\"line-height: 1.2;\"> </p><p style=\"line-height: 1.2;\"><span style=\"font-size: 9pt;\">그럼 캘린더 만들기 시~작!</span></p><p style=\"line-height: 1.2;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 12pt;\"><b>1. 캘린더에 사용될 VO를 만든다. VO는 DB에서 조회한 데이터가 들어가게 될텐데 만약 차후에 캘린더 이외에 계획이라던가 뭐 그런것도 쓸 생각이면 다른 데이터도 넣으면 된다.</b></span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><b><span style=\"font-size: 9pt;\">PlanVO.java</span></b></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><img src=\"data:image/png;base64,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\" alt=\"\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">PlanVO는 PlanDefaultVO를 상속받는데 PlanDefaultVO는 나중에 쿼리문을 동작시킬 때 사용할 데이터를 지정한다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">보통은 페이징에 사용하지만 여기서는 날짜를 변수로 전달하기 위한 값으로 지정할 것이다.</span></p><p style=\"line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><b><span style=\"font-size: 9pt;\">PlanDefaultVO.java</span></b></p><p style=\"text-align: center; line-height: 1;\"><img src=\"data:image/png;base64,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\" alt=\"\"> </p><p style=\"text-align: center; line-height: 1;\"> </p><p style=\"text-align: center; line-height: 1;\"> </p><p style=\"line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 12pt;\"><b>2. 서비스 코드를 만든다. Mybatis를 사용하므로 Service, ServiceImpl, Mapper로 구성한다.</b></span></p><p style=\"line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><b><span style=\"font-size: 9pt;\">PlanService.java</span></b></p><p style=\"text-align: center; line-height: 1;\"><img src=\"data:image/png;base64,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\" alt=\"\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">지금은 캘린더를 출력만 할 것이므로 plan 이라는 메소드 하나만을 지정한다.</span></p><p style=\"line-height: 1;\"> </p><p style=\"line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><b><span style=\"font-size: 9pt;\">PlanServiceImpl.java</span></b></p><p style=\"text-align: center; line-height: 1;\"><img src=\"data:image/png;base64,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\" alt=\"\"> </p><p style=\"line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">인터페이스에 선언된 것이 하나 뿐이므로 구현을 하는 Impl에서도 하나만 구현한다.</span></p><p style=\"line-height: 1;\"> </p><p style=\"line-height: 1;\"><b><br></b></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><b><span style=\"font-size: 9pt;\">PlanMapper.java</span></b></p><p style=\"text-align: center; line-height: 1;\"><img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAc8AAAA9CAYAAADLVeKNAAAPu0lEQVR4Ae2doZIbORCG/VwG+xZ5glQZHA4PSfgsCA0LWhDmCk1VUNChkEUBVwfuBcJ01ZJa6m615PHYE3szf6pSHqulVvcnzfwjrT3eBfHv169f4h0OQQAEQAAEQAAEPAI7WQjxlDRwDAIgAAIgAAI+AYinzwWlIAACIAACINAlAPHsooEBBEAABEAABHwCEE+fC0pBAARAAARAoEsA4tlFAwMIgAAIgAAI+ASuL57Pn8OH3avwYfrH6fGf8HX/Krzdpf9uneNjtLs2x+OsojV8zurYr/TjUBm8PXz3K92w9HjYhd0u/T8cbxjInXZd+ADOnY4QwgKB9Qn8ZvHMCY0Edg2hW+QzC/2Vxe2/6U14u3sTvj6vP7j9Ho7hkMWxL5LPYdrvwlX04XgIu90+TJzz8xT2uyv57ie5jiXGfgi4p1gHL7yCwEshcH/ieTfk1hHPtOp8DD9umieJpxCAKAhC3GJs1xPP52kf9vt92Gf1fJ4O4XCo72+K4tzO6UZgPwW+Dzi3OeqDAAj8GQT64plXh0+HtI0at1p5FWZXjnll90S342w7PMbtW9WOmXEdtbV7aktX2+et3nQbtRU8yE9tq+YtZtVfbttuP6f+qJ+0wqTtWS2UvnjqOMmvijVYu1i5dmNh2N6rEc/gCaVXFkLZsmy2dZPPadqXLd8qliSUxzAdSHSewzQdQxTULKZLfIbQ7y9mnFe33sqa+jtMafWb7OJGwsMlyyCekgaOQWCzBE6KZ7n4ewLJ4ufY3HaM2RXPbHRtLB5aiNjdyVfPZxGd5LPdTs198g1D6eR7eJLiJnPPIvfh8BieiI3ot4qp+HtnZ/tWxzLKfRRLCdg5MOJpt1VjC188lTO1hUk+d2HH+7zRZxIlEkoqphXnRKvOeNxZeY58qhWy6a+xSUGkunVlHcVarB6jmM7dh6W8OEcFA29AAAS2ROCkeNYVkLhQC1GIsKSAWFsQ7ZhsU4cNYuXKwkymUX3RtHvotbdlMofoqCOeuR6vOvk1cRoJXYrOX3kGsVJlcc2rSxunTHIYi6xoj7PwlL97VmGpNTviGUWxfqBoV7Z/yacQLCGCRZxEmVx5hrk+1QrZ9CdtsR8ZIx3XHEs8NdkZR5kZhHMGK1QBgT+fwHzxlBdxeUyMpPBYm31P9b0yZu3ZvDKuP+fVa2/LZA7R51g84xZ103enjajnimfum29U1MrTxil8Ke6y/OSxFR6vgSee1K6KUBBiyNuoZQEnbK5YlRXcGT6lQOZt29KftJFvsbK02bnx2Eqd9yT6WHl24KAYBDZEYLZ49i/ovNp6FdTfPPPKUbVjsCNBcG3cx/W3bVmwWiHKfe4/h/84bnrN8flfMblMPJMgc678d01+7+Q+jEUGbY8XimcUxCqeJEJnrTxlGCye5/iMK1Re3ZocGlv/07yXiGdcJQ+EWaaIYxAAgT+XwEnx5G1JepWrLfmhmqcpfbdTiqfbji/25UM4aYsy+U3bu7Kd7tPaWVxGg2PbiP6sSDcrz7qiTjGJ/po82LZQPM0HghJP9kn52TyErRvLiIsRHlU1rTj5gzb8yruVSTDTluh+msRWrfFZVp7eCpbY1r8djn3K7dcq3Gml27PRTY78QNBOrUQhnmrA8QYEQGABgZPiWVZmC5yjCQhcRsAIsnI2sqmK131Doo+V53WZwhsIvEACEM8XOGjbCXkkkCPbioTKinrFPuAaBEDg7glAPO9+iLYc4EggR7Z1mcUPDcmv5azbHbyDAAjcIYG+eN5hsAgJBEAABEAABO6BAMTzHkYBMYAACIAACLwoAhDPFzVcCBYEQAAEQOAeCEA8l45C/ioEf4VjqZtL28mvedw6lktz8dqvnd85X1tZOxYv/3GZ/loRP0t43KZvvb/8+rEWy89P4f3Du/B3KVh4QOfzNT9Fbb8KtzAsNDME7uS6S1Hdn3jGL7vvyi9wGHS/7a16fJzX66JB7Hzn0fNfyuiDMfL7jN6X/5f4LR2Ig44f+fWMnLf9/qdwssJhJ64Le2qfFvQ7Wefvuqqx5QdAzExMjsvMJqer9Vh75V5ZzouFaO35ci3xjGGLZzOfBpVrdL7b/YLEU940nf1DCbM5za3YmVPcfNF1lxtf9/XuxPN42IfpeOW7wAXMTornAp9BPkJu0F5f1M2nSuPkkQ8LIEcnJtygL2vSfScrnVxpVZPEpaxwTSzrMLtufiXfGLsVq9/L2j6tKLKXzwcuwfoH3lj5Nc8p7c0lv9yLYe58OSeqbt0rimd68IY9t7o9Z8OfIZ7lnD6V7up2f56t3u2CDu5MPI/hEO9YCaCexHRC9n5G6pSNV0n0ypMknvR8dxzBpUHjrS+y87HlSv2xT/ZX6uQ7I7azj9ifWmWQD50j+Yi+VVzmgu4KpT/hZJwyd34OrffzYfp5tTGi8jzb8YUyEWjjL2Q6Byk/N5bS4or5ZZ8UJ49N6Wb0vNxS6YqxNCtHPQftU5J4rvlzqd4InBr38jxg9waizc/vL8/dxgeNZ7LNmS8Fqzr4Fj4+vAtfPr0Ofz08xP/vP/2sNaJgpvJkT9u2/1L915/Cv7Vm+PvdQyhtTbuP30TFfOjF3NZKJfIpa/XJaPnpX3nlyU9fi/byC01JcOkBNOnxpfTkM/H4zfy0M/aZHlSTnjJmH1oT2/MjRE07/xGibTY0X3huKWveBaw2Glt93ui5Vudgb+6Orj3DecbXxnwNrTHliM11t9pnXF+aPBWF7pv7Es/joVzQCKS8uMVBEqIiB3xkU5mrE72e5LGOstHT3XT/yk9qEKZ9O+lkXHPbpHrtxKzlYlLGgbai217wmr5Vfqmv8oDz6JP7ML7IlrlTbnJMqA/vYpNOAvbXRGIKTCwxzjXzo+7N2JeIqFzEvTZrwZZDqIxNLE7MHnv2U16bcRf5KRu3MOPPxe5NGxlNfZFTzaU4cedLtfIRiedD+OtdVrcoeq/Dl6ifyVaET608ycb1yFcS4fj3UOUjhGDfc9cuEzZ6r+OVJ4uifsZ3Fk/npwv52dlFJMtjQ6vgyiii3yjK+RGeRaBlrfExjRPf7MdXcZ1Nv3iU5owdz9iuqpToZDR3ySa2x5vz3cwn4TUdOnbrQ703/cVzWpwD5DSWtdfypmtTcEfiaaAQADGINFDuOOU7kp6NwdTJUcHJyWDF0r433NqLRq6QhENMDtXQ5Mi2ONi9/PLgl1WrFRZy0vGbJ0Wbu5ncsf/KRV6UJSN5XEPv/MpI7NuLlVvyq4nFzeW6+fHdb1mBcShRoOSFxIv/irEQIzHHKYzCOM+JOnbtToUcp5JCcqIvhuWGwLA24558dPJzxyW3EL80U+KXuYjgujGLOkr0YvnP8OX1Q4iC+e2dXl0q8QxqpRlXolmA5TF3RavSIsJc6NykFJN7MBbPVgTJSW4jV5vZdxJZsQoVP+kYV7okjryqPYZQyopP8fxuN962kMase/3kG2QpeNEFzSXv/IgNwr5cr/h84rpmDjbzqjf/OO7W7s2pmpPpz53z7Pu81/sRzxMXiwqjTbBvMwNswdH7ePEygPOEsass3XM7iMrOwqVm5agNxeCJbhub6ie+8fyOcjc+PS7xgqt99Cap5RTrlQt2G60uMbE0JxPVvnJ+8QJZbxZqPDaWaqlHV4ylEU/hu7HVCPjIG49mVa3G1uSnbMWru6Pij0FuU/wsmy/cc30VK8ZYOF8844oybt1Sm7oKvUvxdFaJI/GMtv3n8GN6E54Oj+HD9D183b8KRaAjK/kjElKEK1171L9+ppo0z/Z7e5Osx1r5HM5dMwebc1ucA8opv2nt3nlQczL9lbnK/pa/3o14egDioE3PMbsKo022a4ug+I4n/z3RXNTjB5Sm+gsf7F32zWX6tR1Ebec7MH2Rplit2Mh2ZNerETP4snI5dmIZ5m58NhMq+zuYlZHxmf6uUflSOG38JcjOgYkl3nRoZu6F28QS+y1ja3w2+ZFdx52CM+3ciK/I2lxk2hxmrAjUzRnPuZpb65NtKY/6k3KcrJNfNpEvf+4uny/cq3414kmrTf46itpuTaJabNFJFs1vn8J7+fdP1W6FbVv+uyMnYj9tW7ZfqUJntUqmXI8FMYlp/jsq2faP4Wn/GH6Q/3isf+2Ku09/jxW/vsQG55XG1U6jUq3M0TTGdfzz/HEb0nnU82nOMed8788zisqZn+ZaoK9Lpr/mWhAvWnGnpuZWsh8e3Il4OkAobAF2NMCnbLz1pX9CK3OJfbQDHcXcbD2keZInzUxbM7fi4NmtDD1G+kbCDL6qOoqFbxZSXzp349OZUJx/E3/mlZjyhTgFdfqGQwWf31AszINepc/18vNPUMNFhbtCLIqlvWliIRRszBavnic1WMqtN+d5XMmu58Q4v+h9MHfZ7znzpUZsj0g85QeC6gqSasZVZLZ//GaElipEsXW2ZHN5+pCR9skR9Jiy3X3Ngqd+unCpeIYgPkRktmCzz/RBIN76ZYGUK07Tzg26Fsr5kuZNvnmN81Ocj3n8q8jYOSNuetVckXN7dL7nmFRb7t/2leZ4mW/qXOI25M+c09G3iJOqcH/FWWUzOroT8RyFuLKNoJuL0so9wr0iYCa3sq34xjuJVuwOrs8h4AjiOc0X16W5KC+8ix2hYZfAjc73bjxkSMJcbwqGlYtx4+JJA9muOgsdHPwGArc7mRatMn4DEXRxG/GMK7AzVx8Yq3MJ3O589yLlHZNzhZN8bVY8eatiCTRvEFC2lMBtTyaaB7heLh27tdrdQDxpBwoTYa0BFX5ve76LQC4+3Kx4XkwODkAABEAABDZLAOK52aFH4iAAAiAAAksJQDyXkkM7EAABEACBzRIYiif/MRV/C9js/EDiIAACIAACDoGheKb69AdefHzbYYciEAABEACBjRKYIZ7py/b4INpGZwjSBgEQAAEQaAhAPBskKAABEAABEACBMYHZ4onvQ45BwgoCIAACILAdArPEk3CkDw/hb5/bmRrIFARAAARAoEdglnjSU1iw8uwhRDkIgAAIgMDWCMwWT3xgaGtTA/mCAAiAAAj0CEA8e2RQDgIgAAIgAAIdAhDPDhgUgwAIgAAIgECPwAzxxEMSevBQDgIgAAIgsE0CQ/HE4/m2OSmQNQiAAAiAwJjAUDzHTWEFARAAARAAgW0SgHhuc9yRNQiAAAiAwAUEIJ4XwENTEAABEACBbRKAeG5z3JE1CIAACIDABQQgnhfAQ1MQAAEQAIFtEoB4bnPckTUIgAAIgMAFBCCeF8BDUxAAARAAgW0SgHhuc9yRNQiAAAiAwAUEIJ4XwENTEAABEACBbRKAeG5z3JE1CIAACIDABQQgnhfAQ1MQAAEQAIFtEoB4bnPckTUIgAAIgMAFBCCeF8BDUxAAARAAgW0S+B/0fOIUaZbqVAAAAABJRU5ErkJggg==\" alt=\"\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">매퍼도 마찬가지!</span></p><p style=\"line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><b><span style=\"font-size: 9pt;\">planMapper.xml</span></b></p><p style=\"text-align: center; line-height: 1;\"><img 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\" alt=\"\"> </p><p style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">이 매퍼는 실질적으로 쿼리문 수행을 한다.</span></p><p style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">resultType 이 잘렸는데 이거는 1번에서 설정한 PlanVO의 경로를 잡아준다.</span></p><p style=\"text-align: center; line-height: 1;\"> </p><p style=\"text-align: center; line-height: 1;\"> </p><p style=\"text-align: center; line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 12pt;\"><b>3. DB를 생성한다. DB 생성법 정도는 알고 있으리라 생각한다.</b></span></p><p align=\"left\" style=\"line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><b><span style=\"font-size: 9pt;\">dummy</span></b></p><p align=\"center\" style=\"text-align: center; line-height: 1;\"><img 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4w2OkuIoqAM/gQ/AB+AD8IG9fADiA+Ij+DXcezka+kHQgg/AB+AD8AH2AYgPiA+ID/gAfAA+AB+AD2T1AYgPOFxWh2PViyOugOAD8AH4wP36AMQHxAfEB3wAPgAfgA/AB7L6AMQHHC6rw+FK536vdDD3mHv4AHyAfQDiA+ID4gM+AB+AD8AH4ANZfQDiAw6X1eFY9eKIKyD4AHwAPnC/PgDxAfEB8QEfgA/AB+AD8IGsPgDxAYfL6nC40rnfKx3MPeYePgAfYB+A+ID4gPiAD8AH4APwAfhAVh+A+IDDZXU4Vr044goIPgAfKM0H/uAP/1LRf4pdXNd3TOnjnutAfEB8JC20e14kwI5NEj7Qvg+YIiJlzs02fJ7S9t7rQHxAfEB8wAfgA/CBu/YBFg3mMUUgrGmT0m/rdSA+EHTuOui0vsCBr/0rdszxtjk2xYN5nsIvt0mpizrDfEF8QHxAfMAH4APwAfgAfCCrD0B8wOGyOhxU/7arNPAH/uAD8IEWfCAoPj755BNZjvRCBn7yk58sbLGteu7xtlm7T+t7xLwPc+t7qYXzWuyMzUQrOGI4ubxVvK3i4nnzHVNwd6aagvjw0ZmWn0J6Wk9ptXKPl2bVsbXuEfOxjMZ7r4XzWuyMMd4KjhhOLm8Vb6u4eN58xxTcEB8+9lbmp5C+smtns9zjOY3InHmPmDNTbA1XC+e12GkRbGS0gsOA5T1tFW+ruLwTORak4Ib4iLG4sDyF9IVdBqvnHi9oTKbCe8SciVrvMLVwXoudXqLHglZwxHByeat4W8XF8+Y7puCG+PCxtzI/hfSVXTub5R7PaUTmzHvEnJlia7haOK/FTotgI6MVHAYs72mreFvF5Z3IsSAFN8RHjMWF5SmkL+wyWD33eEFjMhXeI+ZM1HqHqYXzWuz0Ej0WtIIjhpPLW8XbKi6eN98xBfdy8fF6UaeuU538P18nG67nk7q8TqdKqas6y7qUDtV39d+dFY9g9y/Hun06hfQ9rcw93p62r+3rHjGv5crfjtblvK789YaS/Jwvs4/tT7XzejZiWB+jOHa9qsuJ09yzI451cx1XXHq9nPQ4KeLgSQ+SPMh0TMUxNSguIedPpt2GbsPrmi/3OLlz47hcftUp3iJtv3LXn/dje02H/FDuxXtyE8et1HLxYVp4PSu5kGyyjAYkLphZkiamWKHy00XN+oUcSwaKecEbPRdxmkJ6kqGvF3WmAGXwZbYNjWeJvj742c5p9ln6eQhz6bbb9uUKnOY48Q1B2prOuR4cZWyQ/cXTy+zj/tLtHFs415fJFdW9qrMWl/TYZcUxRUv3pMVGtjHlGMcxxkXDJped7vFcGGXNrf3L+ZNpOcacTsPri10xLPM47pTRnnxiEpZGmbsDb24cl+1XsjOXX1E5iWexjVKGdlEv+yA/1OrKwoPScdwrxIetos7qSsAnVW+KAz0Y9fXOFyEojPpO8TE7nW8yDuJwcbcppKd0OjnM9Rx0nJTxtgTBFFtz10nBnNum9eNtC27p45rjxDcE2Xca59Snvp6vF3khIXuMpZfZx72l2cm1B4HQ8R2gWBwzNnoZi2Sae9+y7uI4aD7P6mxuQg6RxPboR9Mf9FKltvYv50+mzXGG81S8fAdc7yWGRa9tn4Xah8rsnsycOK6F4qMXRvJi3Ezr64/ssffsuc1RoiSOe4X4kORa6st1JyOyGKxF6xQfM1mdEdykPSWkU0gP2qkFQIH7dHE2SxnPDILWvE2cDwvhKm4Xa1eu0vGP8lonSj0zBbPeouSzQHBz8j0E8ouYI20qtDYk8ikY0Ri6L732j0PPytuPQVkS55MfGY2nU2nHfEHRX7WNFy+zvxkblobLvQXRMEl2TvbQGCd1OnXGHQrXnNibhIxdMs3dm+uO81OOcRxk41lde14El2a8lbx1fLUs56FTnSGqBvsS+rfmW86ZL+1Gn4yXm0tc/cWs2HS1MvaVwR7b311csO122cUUexYHbOBwjOOy/Ur24PIrWZ7iY1RHixGyg4PScdxKdfSlYuZ/zB4CQ3cwXIBsshaSKx1nupsyLy67/5i1ectTSI9bNHMWw5synuWgxi262Tlp0clATOe8qGXacdsvDmq3GimYdxvs8I4owDHHcjAf38Yc9euF14feZtjUuW9znFA/0o4hncb5EKxdcWG4kha+9XpRl35feFWXITE82tD8zY3LEs/C3DQ7+8vB/t21wdbB7ln4mFzRAANf8x1eEnPMrf4Ihs2x1h0XJBzjOMjGgR99nDl2DDbPNvaPcCebXRilYQn9WxsvcSTnzJWWY8zpJXgtXP0FG+PU18DsKyF/N7mQOIwyb+ycschUHJecL9lySGvx33dhOu2T8wWGXINzfLf7PyonjlupbtngNBE+pezraZh0fdHOwkUj19eFyF9aXzTNkkwhPWoILeree+YA4GuTMp4enKgnc3H5g8TU1lh0tLHNwdpn3TH5KZiPGfmIXo3gxkN4+ZZzR5VFe7ONLNPS1C7QD9sgjumcjzFi2oTGTqyNSnQukvP6FvaZuAK+l2bnYKMM0CyOZjHCm5kwbmGS1o4Z96ZzfXCr5zgOwuBat2IzM3kbb8GnYUzo35pTMWeaf8l8C2qfsQivhYtsHefLLJt8xbRBtAmuDVmPTJX9SI7W4hLz5ehiXg+OwsSsoB8673oldhyoFp/PxeKDRyPSZ5U1LahegW1ftDxKjccU0v24/Lz6YlXKeJOAEANPVwST0KFCeyFwW6cD+4wS4xyRTMF8xLjH9GkGt2EUP98y+FFd0X4KtGypKJP1+uJAP9xcHJdzTv2LT7aZm4LoWz52me8mzPb5uZCdDOnldtp9+HP863O2292a15G71M6N4yBbWHzQ0uUXDsUatvxBvgQrfcMef/CrSP83FB/6hc+Mxe8rsz8NaOc22hrqC2VdWW9o6Y6dLg5THgOK+XJ04RIfTozj3Q+dF0eHmbLi/rtafPgRuMjiqwpdpLB48YgVcmzrdpKnrt+c7CUppEeN4pdM+RMvgQYp4zkD3xisqGzWEHLRDYNOC80RyAJmHVqUgvlQA3bt3A5uffdevs05Eu2nDYgNpLq8ZkS9YQBxi5wyzHLuYziu5XyKB5rIFX0bNk/15RWmlwvRz5hcbidxxLFoPs5rwh7DlTPb7SqVm7673MyN46D5EuJgmj+xmRnc0hjzeg/PtyU+XP3fUHzoHxEVfu71lcC6mbDxLMi6Dp6csZPb6sf4PLr9j1+CjvmVNpoXu1Yry0kc92rxQRMyL1RdVHCwkxgdEzgWu8mVky/7oXxX/7LObdMppMcsnDhhERJokDKeU3yMC+6kBbBhIUzquReAY4CTabLnejG+zyVg5M5FKZh3HvLA7jxrw8u3uTZke3190LzLK/JJSPZoQv3YcJM4t8SytGeIGdOmPr7zoflmj5nXt7DPy8VKO6dmkrspMyDEBgx6vOM4yHaPdyEcgsbVbuJDDp/04izZIsVHryzU6XwWHwmW/I/l4nGY7g+GAX18WNb/4G/cRsyfFJLmMON53L8kXh2X5udeX5H20KD63Otc6HX1srmtHjvdwOK43O04d9oLOKOfRv/jvCl2U30SSRv9UAy7KJmCe+E7Hzy+PnGc6z/667vI1Z+ryV51p5MlpaRTSN/T1pTxtAAvBrfzh6smeqN7cFoRUKmddGZf1BT9H5VMwXzU2Pv3S2uD+R6P/BzWybceGM0gKufodLnOz8LJcO6v7z/SjwE0lfNhI5jx6G5CYxoY+41pzrtM3/tj2Me2U3u9U83SVDuHRr64FMrnzVUbdveTOA6y0baFNkrt0yv9Zszz4VnP7G8aisT+xbycLhdxN03On0xrg0wni/Fq43r8XPMV0wZjjrk/19rQygaT7dg5QdEScVxadevEtT/S2IElYPVxi4wU3BvEBzu0fdTUV4+cJtqu59zgJqbIWcw2xuKZ6paTSCF9T2vXj2csvt4occt2TyN37ms95p0NKb47M+CuN7gWzpfbuSTOhOKY+CTPepqnlstxTE2rTNSF1xU73bRvxeUTH947Gk4h6bbtyNwU3CvFx5Fm1913Cul7Ilw9Hl0RWY4K8bHn3Ny6r/4uxE6XSKv9LDMJtdgZo6UVHDGcXF4VXmfsZCT6sSpcuumbzlJwQ3xsothunEK63Wp9zprx+luzzndnID7Wz0QJLY2reEtcrrdxjZ+tH219y1rsjCFsBUcMJ5fXgtcfOxmJfqwFl2719rMU3BAf23nWekghXWuw8ST3eBvN3aX5PWLehbgNndTCeS12xqaiFRwxnFzeKt5WcfG8+Y4puCE+fOytzE8hfWXXzma5x3MakTnzHjFnptgarhbOa7HTItjIaAWHAct72ireVnF5J3IsSMEN8RFjcWF5CukLuwxWzz1e0JhMhfeIORO13mFq4bwWO71EjwWt4Ijh5PJW8baKi+fNd0zBDfHhY29lfgrpK7t2Nss9ntOIzJn3iDkzxdZwtXBei50WwUZGKzgMWN7TVvG2iss7kWNBCm6IjxiLC8tTSF/YZbB67vGCxmQqvEfMmaj1DlML57XY6SV6LGgFRwwnl7eKt1VcPG++YwpuiA8fexvy397eNrRe3jT3eMst3L/FPWLen8VlPdbCeS12xthvBUcMJ5e3irdVXDxvvmMMd1B80BeZ0B+Oy3hg0nPxlnu8XLhC4xDmUDn8dv91W4uf1WJnzH9bwRHDyeWt4m0VF8+b7+jDzWLFKz64Q66IYzoDTHp6i201c4+3zdp9Wt8j5n2YW99LLZzXYmdsJlrBEcPJ5a3ibRUXz5vvGMPtFR++DpEfZyBGeryHZTWC4335hTqdP1OXL2N9fq0uH6XUi/WTpzyIOY8JdzdKLZzXYmfMgY7EMXxZVtpXwk+/17PTt+X6cO+NtxSMe+Py8Vdafgy3V3yYdz667/1A0T///eCnv+jPOZ/O6Y/Pf/PyQ/U7f/YjrQ23bf0YI31v/PuMB/Gx97y01t8+fnY8K7XYGWPiSByu3wwJ2kNfKV6d+Fj4W2AHYTxyHoNzduPCGG6v+JB2k6D4/b/9N01IUN5///KbvhoLEdnm/779tXr75TdaG1necjpGehj78ONVS9Z5eLyfqfP5c3XtBx3Sl+tnqjt/6P/PvZ4k4TGc9/kffaFew0bevDSM+ebmVWLAMl+rhfPb2enjU37tffqGeCQOiA/HEoX4cJCyPivmv17xIe98/OvP/7e3gASH649EiFn2q29/beW52raYFyPdh3m4vXlS5/Oyn0wOj2eKjw/qdP16MKF/JMPCBHc+fPPSav7r5bzI18J+Vg5Lt7DTv3YNQdL/PPt5vBgIc3YkDogPB/cQHw5S1mfF/NcrPlxDmgKD61D+H//9/FIBnX/n+z9W33v5KVcZj8NPfF8up/6TCiRwpit8mnjth7CGusMVu7vd9CxS9mOMeIvTGOkxmwjXxEusslIqPJ4pPlhsUMdScMh0wqA3rhLGfGPjahj+9aLOl1e1xNdq4fyWdlp8WnGNxEja3Y8jcUB8OBYpxIeDlPVZMf/tPvnkE2X+03DyzgcPb4oPvuPxR3/371xFO1J9vWy4/Xi6jDf1abK78SrAWqSm+BAvR/VXD53qeIe22mpmZD+JkR4zyApgkQbh8SA+IvTdYTFtgMO6W+JrYT8rh8Zb2mnxeT2rKd6NFFl1PNQdiQPiw0E6xIeDlPVZMf+17nyQEPH9SfHB73n89b+Ev1BLtlFKCgoaRVwFWAJC1pVpakfn8urBLPchyJMfIz1mRWpw4n7C40F8ME84DgxI/5LpGD9hP4u1zld+SztNPuncJT7MPBc7R+KA+HAwDvHhIGV9Vsx/uw8fPij5z+IjdueDRAV/woXN4zshfM4Chc/3FR/yuel8JTePdbtUjPSYZWYAi9UPj5cqPpS6fvxBDS+gxka8fXkY8+3tK9YC40p8ia/Vwvkt7bT4NPgmv7DqeJzlSBwQHw7SIT4cpKzPivmvV3zIIenRCYkN/mdRwed8pDb8qRjO0wWKeb11/8UAAAjvSURBVIdiy50PiA+eo/Akp4sP9YPPh0/B4NMuTG1jR1pv3fS+FV1g8P+tr8T3JDq8HvYcye7LEhb0iJgfD4/VUzf+I3Gk2jAhPGhjnvqPvrsma6alS8F45DymMXGbWjHcXvHhuvORCoE+HfPnP/pPR/WA+DAepdAi7vh9EOtxjasfKUYcQ2fMipEeM8UKYJEGW8eLdF9k8T1iPmIilvhaLZzf0k6bz0HwTfqDxIj2Yr1/Vo/EUcrGLNHvjbcUjHvjkpyVnI7h9oqPY0C5RIN4d4NfJO3o5dKLOkN8JE1DbJKTOqms0j1iPmKK7M3SP0otnN/STiefdNdgusuUfpF0JI5Svv1TetveeEvBuDcuyVnJ6Rhur/jYcuejZEJy2BYjfW8bQuPxl4ktPe5t4979hTDvPRb6GxiohfNa7Iz5VSs4Yji5vFW8reLiefMdY7i94sPXIfLjDMRIj/ewrEbu8ZZZd0zte8R8DJPpvdbCeS12xphvBUcMJ5e3irdVXDxvvmMMt1d84M6Hj9J4foz0eA/LauQeb5l1x9S+R8zHMJneay2c12JnjPlWcMRwcnmreFvFxfPmO8Zwe8UHdcgCBMfh61BSeWDSU+tvrZd7vK327tGeMO/RD/w8fZ3X4me12Bnz31ZwxHByeat4W8XF8+Y7+nCzWHGKD2qEf3AAH4APwAfgA/AB+MBePsDCo7/ok18wRmn+kjFZCellDNBE5fzLPV5ObL6x7hGzj4tc+bVwXoudsXlrBUcMJ5e3irdVXDxvvmMMt/POh68z5KcxECM9rZf0WrnHS7fsuJr3iPk4NtN6roXzWuyMsd4KjhhOLm8Vb6u4eN58xxhuiA8fcxvyY6Rv6NrZdN148ptPnd0WnbkOc9GQijeuFs5rsTM24a3giOHk8lbxtoqL5813jOGG+PAxtyE/RvqGrp1N140H8eEkE5leBtb5mbe7wwpqsTNGwJE4SvkCLsnB3nhLwbg3LslZyekY7huID/qWU/pNifRv+iuZYJdtMdJdbbbkrRsP4mML5/fYdp2f5WeqFjtjzByJo5SvHpcc7I23FIx745KclZyO4U4WH7/9pz/qf1juO3/x4wkv/3jcb1x+OOVR4ne//+O+LrUx/+jrh1N+xMpsV9N5jHQfFuKGPrY0/KeLs/h4X6vLRx+GH407f66uvQGD+LhcPxvzjV+05R+ZO39Qp+vXg8lffqFOH32hLh9TX9yPD82x+XHMx45fc+/H+VkZrLTiG0fiKGVjlh6zN95SMO6NS3JWcjqGO0l8sPBgsUFH+pPnvjzOZ5Kcv33AhY0cY6S7YV7Vefr1KaXUbj9ANQgPKSAu/fSR+DCExSQovlaX689GM6neZ+rypVKKxMfZECluMIfnruP4cLMqGOAoPysHeiu+cSSOUjZm6TV74y0F4964JGclp2O4k8QHiwwCaqYZPIsMWc5lfORncP2Vff/LjsMPzV3EFf+0/9KPMWm//ih/lM7dTl7RTf3w4BmPMdLTTJF4wy2C4413K16tLszHLiRSRpFh1L1+LMXHbe94sGlBzFwJxwQGdvKzhJFyVWnFN47EUcrGLH1ib7ylYNwbl+Ss5HQMd7L4kCCl0Pi9v/pnRf8yj9OyDaf1Ox8U+OgXbMetsf/1x/FxQ1R8iHb8a7isOKy2PHqeY4z0JCsWYAiOR49PPua7GHLkiPgQj106eefjoy+ULWRkv3nSQcx5TGhjlL38rCA2WvGNI3GUsjFLt9kbbykY98YlOSs5HcOdLD74jgYfCbQUGZzm8n/48n8U/f/jf/xC48cWH/Ldhld1OZ1Ur0WsoCiv0GSauqfzsV0/mlmumXD4SYz0qAGEXcMTbhEcj+58LBUfhmDR7nxAfIQno6bSPf2sINzB9VCQnTFTjsRRysYsOdgbbykY98YlOSs5HcM9/GiJQOD6hlMWFFTNlaa83/qT4aVTLpdH0b06TnyYIkaeSwuOT8dID1nQPzrSHjeFag9l4fGGdz7Ow2s6/Xsb8zsf8hHK/Njl9fqZ/pIp7nzEJ6GyGvv7WTkEhNdDOXbGLDkSRykbs+Rgb7ylYNwbl+Ss5HQMd0diw/w3AZGQ4L+/+fzn0x0PKTD+6b9+2Vf55tezQKHyr371LTftjxAfGh3aCb0TMz2C0krCJ7FJVmp4ubQ7f1DddOci9NhFr3+R73xM7cM2HV0ax3y0BfX2f5yflcFJK75xJI5SNmbpMXvjLQXj3rgkZyWnY7iT7nzsCTBZfBiPUvortem7QczHKuY5Pb6p7M6H9ZgpnfXYJKf3VE/Ne8S8y+zcgZ+14htH4ihlY5Y+vTfeUjDujUtyVnI6hjvpnY89AaaLj/HjpuP3XpwuF3VuWXzwS7PT93zQ933I91j8sxCbZH/LekvuEfMus3UHftaKbxyJgz95mHKndbjw61THL/Tv4oh2J3vjLQXj3rhs5srMieHOLj7KpGlfq2Kk7zuaUqHx+kct9LjlgP+9cSzpL4R5ST+om85ALZzXYmeM+VZwxHByeat4W8XF8+Y7xnBDfPiY25AfI31D186mucdzGpE58x4xZ6bYGq4Wzmux0yLYyGgFhwHLe9oq3lZxeSdyLIjhhviIMbiiPEb6ii6DTXKPFzQmU+E9Ys5ErXeYWjivxU4v0WNBKzhiOLm8Vbyt4uJ58x1juCE+fMxtyI+RvqFrZ9Pc4zmNyJx5j5gzU2wNVwvntdhpEWxktILDgOU9bRVvq7i8EzkWxHA7xQc1wj84gA/AB+AD8AH4AHxgLx+QgsUpPmQFpJczQBOV8y/3eDmx+ca6R8w+LnLl18J5LXbG5q0VHDGcXN4q3lZx8bz5jjHcEB8+5jbkx0jf0LWzae7xnEZkzrxHzJkptoarhfNa7LQINjJawWHA8p62irdVXN6JHAtiuCE+YgyuKI+RvqLLYJPc4wWNyVR4j5gzUesdphbOa7HTS/RY0AqOGE4ubxVvq7h43nzHGG7rG059HSEfDIABMAAGwAAYAAN7MADxsQeL6AMMgAEwAAbAABhIZgDiI5kqVAQDYAAMgAEwAAb2YOD/AfgfEUGnw97xAAAAAElFTkSuQmCC\" alt=\"\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">이런 더미 테이블을 하나 만든다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">이건 단순히 1 ~ 31일을 표기하기 위해 만든 dummy 테이블이다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">만들고 난 뒤 아래와 같은 쿼리문을 동작시켜 본다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><img src=\"data:image/png;base64,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\" alt=\"\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">+ 기호를 쓰지 않고 CONCAT을 쓰는 이유는 MySQL에서는 +를 하면 숫자로만 출력된다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">궁금하면 해보시길.. 어쨌든 결과는 다음과 같다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1;\"><img src=\"data:image/png;base64,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\" alt=\"\"> </p><p align=\"left\" style=\"line-height: 1;\"> </p><p align=\"left\" style=\"line-height: 1;\"> </p><p align=\"left\" style=\"line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><b><span style=\"font-size: 12pt;\">4. 그럼 이제 DB에서 조회한 값을 가지고 컨트롤러에서 처리해 보자.</span></b></p><p align=\"left\" style=\"line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\"> PlanController.java</span></p><p align=\"center\" style=\"text-align: center; line-height: 1;\"><img src=\"data:image/png;base64,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\" alt=\"\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1;\"><img 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alt=\"\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1;\"><img 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\" alt=\"\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"color: rgb(154, 154, 154); font-size: 9pt;\">블로그 고수가 아니라 개판이라 코드라인을 보고 구분해주세요.. ㅠ</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">뭐가 어찌되었든 위와 같이 코드를 작성한다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">77라인 전 까지는 년, 월에 대한 캘린더 처리 조건식과 객체의 생성과 변수값 설정이라 일일히 설명하진 않겠다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">그럼 설명할거라곤 77라인의 TreeMap인데 TreeMap의 경우 Key와 Value로 구성된다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">중요한 점은 자동정렬이 된다는 점인데 Key값을 기준으로 정렬이 되므로 DB에서 구한 날짜들을 집어넣게 되면 1,2,3,4 ... 31 순서로 날짜가 들어가게 된다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">94라인과 99라인에서 과거와 미래 데이터를 넣는 이유는 매 달의 1일이 항상 일요일날 시작되는 것이 아니고 매 달의 종료일이 토요일이 아니기 때문에 과거와 미래 데이터를 넣는 것이다. 결과적으로 출력만 안해주면 되므로 맨 뒤에 false 라는 값이 들어간 것을 확인할 수 있다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">보여주기 위한 데이터가 들어가는 82라인의 경우에는 맨 끝에 true 로 처리해 둔 것을 볼 수 있다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">만약 날짜별 계획도 작성하거나 출력할 것이라면 82 라인처럼 원하는 데이터를 가지는 클래스를 생성하고 87라인에서 value 값에 넣어주면 된다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">굳이 쓸 필요는 없지만 이 글은 planList를 사용하여 작성되었다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">82 라인의 PlanList 클래스는 아래와 같다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><b><span style=\"font-size: 9pt;\">PlanList.java</span></b></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\"></span><img src=\"data:image/png;base64,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\" alt=\"\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">필요한 데이터만 선언해서 쓰면 된다.</span></p><p align=\"left\" style=\"line-height: 1;\"> </p><p align=\"left\" style=\"line-height: 1;\"> </p><p align=\"left\" style=\"line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 12pt;\"><b>5. 이제 보여주기만 하면 된다. jsp를 작성해보자.</b></span></p><p align=\"left\" style=\"line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><b><span style=\"font-size: 9pt;\">calendar.java</span></b></p><p align=\"center\" style=\"text-align: center; line-height: 1;\"><img src=\"data:image/png;base64,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\" alt=\"\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">위의 코드를 적기 전에 jstl의 prefix=\"c\", prefix=\"fmt\", prefix=fn\" 선언을 해주자.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">어쨌든 이렇게 다 작업하고 나서 서버를 작동시킨 후 localhost:포트번호/calendar 를 접속하게 되면..!</span></p><p align=\"center\" style=\"text-align: center; line-height: 1;\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1;\"><img src=\"data:image/png;base64,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\" alt=\"\"> </p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">요렇게 잘 나오게 된다.</span></p><p align=\"center\" style=\"text-align: center; line-height: 1.2;\"><span style=\"font-size: 9pt;\">PlanList를 사용하긴 했지만 출력은 하지 않았으므로 날짜만 나오게 된다.</span></p><p style=\"line-height: 1;\"> </p><p style=\"line-height: 1;\"> </p>','2021-06-19',28),(7,'URL에서 #의 의미','김광호','<p>집에서 트위치 API로 개발하다가 공식문서의 return URL과는 다르게 URL의 key, value 앞에 #이 붙어서 날아오는걸 확인했다.</p><p>근데 얘는 key, value 형태로 되어 있으면서 (ex : &test=abc) 서버로 들고 오는게 안된다!!</p><p>찾아보니 크롤링을 <strike><span style=\"color: rgb(154, 154, 154);\"><strike>엿먹이기 위해서</strike></span></strike> <span style=\"color: rgb(0, 0, 0);\">방지하기 위해서 만든거라고 하는데 #태그를 달고 URL을 타게 되면 해당 페이지로는 접속이 되지만 뒤의 key, value가 안먹는다고 한다. 이는 기존의 #태그의 의미를 생각해 보면 당연한건데 이처럼 key, value 형태로 던지는건 처음 봤다.</span></p><p><span style=\"color: rgb(0, 0, 0);\">처리 방법은 이걸 받는 페이지에서 javascript의 location.hash로 #를 포함하는 뒤의 값을 얻어서 서버로 submit 하든지 Ajax로 처리하든지 하면 된다고 한다.</span></p><p><span style=\"color: rgb(0, 0, 0);\"> </span></p><p><span style=\"color: rgb(0, 0, 0);\">결론 : 서버에서 처리해야 할 일이 하나 늘었다.</span></p>','2021-11-12',24),(8,'FreeMarker 오늘 날짜와 DB 날짜 비교','김광호','<p>DB에서 가져오는 날짜가 yyyy-MM-dd 형식의 String 이고 현재일을 기준으로 10일 전 까지만으로 조건처리 하는 경우</p><p> </p><p><#assign nowDate = .now?string(\'yyyy-MM-dd\')?date(\'yyyy-MM-dd\')long/86400000?round/></p><p><#assign dbDate = data?date(\'yyyy-MM-dd\')?long/86400000?round/></p><p><#if nowDate - dbDate < 11></p><p style=\"margin-left: 40px;\">bla~ bla~ bla~</p><p></#if></p><p> </p><p>FreeMarker 의 기능 중 .now 를 쓰게 되면 현재 시간을 가져올 수 있다.</p><p>단! 시,분,초가 붙게 되므로 string 타입의 yyyy-MM-dd 로 변환하고 다시 date 타입의 yyyy-MM-dd로 변환하였다.</p><p> </p><p>86400000 으로 나누는 이유는 밀리초를 기준으로 했을 때 1일을 나타내기 때문이다. </p>','2022-01-22',11),(9,'Git Connecting Git team provider failed 에러','김광호','<p>git 프로젝트를 import 할 때</p><p>Connecting Git team provider failed. See log for details. Connecting Git team provider failed ~</p><p>하면서 에러가 뜨는 경우가 있다.</p><p><span style=\"font-size: 7pt;\"></span> </p><p>스택 오버플로우에서는</p><p>File > Open Projects from File System...</p><p>을 사용하라 하는데 이렇게 해도 아무런 반응이 없었다.</p><p><span style=\"font-size: 7pt;\"></span> </p><p>그래서 git 파일을 로컬에 저장한 뒤</p><p>File > import > Projects from Git > Existing local repository > select a Git Repository > import using the New Project wizard > Java Project</p><p>선택 이후에 프로젝트 명 밑에 Location 이 있는데 이 부분에 아까 로컬에 저장한 git 파일의 경로를 지정하니 정상동작 하였다.</p><p><span style=\"font-size: 7pt;\"></span> </p><p>* git 파일 경로와 작업 경로를 분리하다 이렇게 됨..</p><p> </p>','2022-02-09',5),(10,'Docker 정리','김광호','<h2><span style=\"font-size: 10pt;\">Dockerfile 작성법</span></h2><p>FROM frolvlad/alpine-glibc:alpine-{version}</p><p> </p><p>ENV GO_VER {version}</p><p>ENV GO_OS {OS}</p><p>ENV GO_ARCH amd64</p><p> </p><p>ENV PATH {PATH}</p><p>ENV GOPATH {PATH}</p><p> </p><p>RUN {WORKING SET}</p><p>...</p><p>RUN {WORKING SET}</p><p> </p><p>WORKDIR {PATH} (mostly $GOPATH)</p><p> </p><p> </p><p> </p><h2><strong><span style=\"font-size: 10pt;\">docker-compose.yml 파일 작성법</span></strong></h2><p>version: {version}</p><p> </p><p>service:</p><p style=\"margin-left: 40px;\">web:</p><p style=\"margin-left: 80px;\">image: {docker image}</p><p style=\"margin-left: 80px;\">ports:</p><p style=\"margin-left: 120px;\">- \"{port number : port number}\"</p><p style=\"margin-left: 80px;\">tty: true</p><p style=\"margin-left: 80px;\">networks:</p><p style=\"margin-left: 120px;\">- default</p><p style=\"margin-left: 120px;\">- our_net</p><p style=\"margin-left: 120px;\"> </p><p style=\"margin-left: 40px;\">database:</p><p style=\"margin-left: 80px;\">image: mysql</p><p style=\"margin-left: 80px;\">command: --default-authentication-plugin=mysql_native_password</p><p style=\"margin-left: 80px;\">enviroment:</p><p style=\"margin-left: 120px;\">MYSQL_ROOT_PASSWORD: {password}</p><p style=\"margin-left: 120px;\">MYSQL_USER: {user}</p><p style=\"margin-left: 120px;\">MYSQL_PASSWORD: {password}</p><p style=\"margin-left: 120px;\">MYSQL_DATABASE: {database table}</p><p style=\"margin-left: 80px;\">ports:</p><p style=\"margin-left: 120px;\">- \"{port number : port number}\"</p><p style=\"margin-left: 80px;\">volumes:</p><p style=\"margin-left: 120px;\">- data:/var/lib/mysql</p><p style=\"margin-left: 120px;\"> </p><p>networks:</p><p style=\"margin-left: 40px;\">our_net:</p><p style=\"margin-left: 80px;\">driver: bridge</p><p style=\"margin-left: 80px;\"> </p><p>volumes:</p><p style=\"margin-left: 40px;\">data:</p><p style=\"margin-left: 40px;\"> </p><p style=\"margin-left: 40px;\"> </p><p style=\"margin-left: 40px;\"> </p><p><strong><span style=\"font-size: 10pt;\">도커 실행</span></strong></p><p><strong><span style=\"font-size: 10pt;\"><br></span></strong></p><p>service docker start</p><p> </p><p> </p><p> </p><p><strong><span style=\"font-size: 10pt;\">리눅스에서 도커 컨테이너 접속</span></strong></p><p><strong><br></strong></p><p>docker exec -it {컨테이너 명} sh 또는 docker exec -it {컨테이너 명} bash</p><p> </p><p> </p><p> </p><p><strong><span style=\"font-size: 10pt;\">윈도우에서 Dockerfile 실행</span></strong></p><p><strong><br></strong></p><p>cmd 에서 지정 경로로 들어간다</p><p>docker build —no-cache . -t {경로}/{빌드명}</p><p> </p><p> </p><p> </p><p> </p><p>* { } 태그의 내용은 자신에 맞게 수정하면 된다.</p><p> </p>','2022-02-09',8);
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