{"id":3097,"date":"2016-06-09T23:55:36","date_gmt":"2016-06-09T22:55:36","guid":{"rendered":"https:\/\/stevepedwards.today\/DebianAdmin\/?p=3097"},"modified":"2016-06-09T23:55:36","modified_gmt":"2016-06-09T22:55:36","slug":"chapter-8-notes-practical-c-programming-3rd-edition-by-steve-oualline","status":"publish","type":"post","link":"https:\/\/stevepedwards.today\/DebianAdmin\/chapter-8-notes-practical-c-programming-3rd-edition-by-steve-oualline\/","title":{"rendered":"Chapter 8 Notes Practical C Programming, 3rd Edition By Steve Oualline"},"content":{"rendered":"<div class=\"pvc_clear\"><\/div>\n<p id=\"pvc_stats_3097\" class=\"pvc_stats all  \" data-element-id=\"3097\" style=\"\"><i class=\"pvc-stats-icon medium\" aria-hidden=\"true\"><svg aria-hidden=\"true\" focusable=\"false\" data-prefix=\"far\" data-icon=\"chart-bar\" role=\"img\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 512 512\" class=\"svg-inline--fa fa-chart-bar fa-w-16 fa-2x\"><path fill=\"currentColor\" d=\"M396.8 352h22.4c6.4 0 12.8-6.4 12.8-12.8V108.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v230.4c0 6.4 6.4 12.8 12.8 12.8zm-192 0h22.4c6.4 0 12.8-6.4 12.8-12.8V140.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v198.4c0 6.4 6.4 12.8 12.8 12.8zm96 0h22.4c6.4 0 12.8-6.4 12.8-12.8V204.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v134.4c0 6.4 6.4 12.8 12.8 12.8zM496 400H48V80c0-8.84-7.16-16-16-16H16C7.16 64 0 71.16 0 80v336c0 17.67 14.33 32 32 32h464c8.84 0 16-7.16 16-16v-16c0-8.84-7.16-16-16-16zm-387.2-48h22.4c6.4 0 12.8-6.4 12.8-12.8v-70.4c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v70.4c0 6.4 6.4 12.8 12.8 12.8z\" class=\"\"><\/path><\/svg><\/i> <img loading=\"lazy\" decoding=\"async\" width=\"16\" height=\"16\" alt=\"Loading\" src=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/plugins\/page-views-count\/ajax-loader-2x.gif\" border=0 \/><\/p>\n<div class=\"pvc_clear\"><\/div>\n<p><span style=\"color: #ffffff;\"><strong>Chapter 8 describes additional control statements. Included are while, break, and continue. The switch statement is discussed in detail.<\/strong><\/span><\/p>\n<p><span style=\"color: #ffffff;\">while loop example:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int total; \/* total of all the numbers *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int current; \/* current value from the user *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int counter; \/* while loop counter *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char line[80]; \/* Line from keyboard *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main() {<\/span><\/p>\n<p><span style=\"color: #ff0000;\">total = 0;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">counter = 0;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">while (counter &lt; 5) {<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Number? \");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">fgets(line, sizeof(line), stdin);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">sscanf(line, \"%d\", &amp;current);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">total += current;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">++counter;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"The grand total is %d\\n\", total);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/total <\/span><\/p>\n<p><span style=\"color: #ff0000;\">Number? 1<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Number? 2<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Number? 3<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Number? 4<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Number? 5<\/span><\/p>\n<p><span style=\"color: #ff0000;\">The grand total is 15<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Same with for loop:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int total;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* total of all the numbers *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int current; \/* current value from the user *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int counter; \/* for loop counter *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char line[80]; \/* Input from keyboard *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main() {<\/span><\/p>\n<p><span style=\"color: #ff0000;\">total = 0;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">for (counter = 0; counter &lt; 5; ++counter) \/*value of counter, starts 0 but is 4 at end of this loop *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Number? \"); \/*user prompt*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">fgets(line, sizeof(line), stdin);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">sscanf(line, \"%d\", &amp;current);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">total += current; \/* running total starting at 0; user input current number is added to it each loop*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"The grand total is %d\\n\", total); \/*total sum of all inputs at end of loop 5*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Note that counter goes from to 4. Ordinarily, you count five items as 1, 2, 3, 4, 5; but you will perform much better in C if you change your thinking to zero -based counting and then count five items as 0, 1, 2, 3, 4. (One-based counting is one of the main ca uses of array overflow errors.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Similarities between \"while\" and \"for\":<\/span><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" 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alt=\"\" width=\"847\" height=\"713\" name=\"Image1\" align=\"left\" border=\"0\" \/><\/p>\n<p><span style=\"color: #ffffff;\">Question 8-1 : When Example 8 -3 runs, it prints:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Celsius:101 Fahrenheit:213 and nothing more. Why?<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*cent.c*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/** This program produces a Celsius to Fahrenheit conversion<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*chart for the numbers 0 to 100.*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* The current Celsius temperature we are working with *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int celsius;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main()<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> for (celsius = 0; celsius &lt;= 100; ++celsius); <\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Celsius:%d Fahrenheit:%d\\n\", celsius, (celsius * 9) \/ 5 + 32);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>\/*centdebug.c*\/<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/** This program produces a Celsius to Fahrenheit conversion<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*chart for the numbers 0 to 100.*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* The current Celsius temperature we are working with *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int celsius;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main()<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{ <\/span><\/p>\n<p><span style=\"color: #ff0000;\"> for (celsius = 0; celsius &lt;= 100; ++celsius) <\/span><\/p>\n<p><span style=\"color: #ff0000;\"> { <b>\/*<\/b><b>WAS <\/b><b>MISSING { <\/b><b>so did not loop<\/b><b>*\/<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Celsius:%d \", celsius); \/* debug printf to check initial celsius value *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Fcalcd:%d \", (celsius * 9) \/ 5 + 32); \/* debug printf to check integer division 0\/5=0 *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Celsius:%d Fahrenheit:%d\\n\", celsius, (celsius * 9) \/ 5 + 32);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> } <b>\/* <\/b><b>WAS <\/b><b>MISSING } *\/<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/centdebug <\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:0 Fcalcd:32 Celsius:0 Fahrenheit:32<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:1 Fcalcd:33 Celsius:1 Fahrenheit:33<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:2 Fcalcd:35 Celsius:2 Fahrenheit:35<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:3 Fcalcd:37 Celsius:3 Fahrenheit:37<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:4 Fcalcd:39 Celsius:4 Fahrenheit:39<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:5 Fcalcd:41 Celsius:5 Fahrenheit:41<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:6 Fcalcd:42 Celsius:6 Fahrenheit:42<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:7 Fcalcd:44 Celsius:7 Fahrenheit:44<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:8 Fcalcd:46 Celsius:8 Fahrenheit:46<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:9 Fcalcd:48 Celsius:9 Fahrenheit:48<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:10 Fcalcd:50 Celsius:10 Fahrenheit:50<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:11 Fcalcd:51 Celsius:11 Fahrenheit:51<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:12 Fcalcd:53 Celsius:12 Fahrenheit:53<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:13 Fcalcd:55 Celsius:13 Fahrenheit:55<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:14 Fcalcd:57 Celsius:14 Fahrenheit:57<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:15 Fcalcd:59 Celsius:15 Fahrenheit:59<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:16 Fcalcd:60 Celsius:16 Fahrenheit:60<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:17 Fcalcd:62 Celsius:17 Fahrenheit:62<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:18 Fcalcd:64 Celsius:18 Fahrenheit:64<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:19 Fcalcd:66 Celsius:19 Fahrenheit:66<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:20 Fcalcd:68 Celsius:20 Fahrenheit:68<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:21 Fcalcd:69 Celsius:21 Fahrenheit:69<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:22 Fcalcd:71 Celsius:22 Fahrenheit:71<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:23 Fcalcd:73 Celsius:23 Fahrenheit:73<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:24 Fcalcd:75 Celsius:24 Fahrenheit:75<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:25 Fcalcd:77 Celsius:25 Fahrenheit:77<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:26 Fcalcd:78 Celsius:26 Fahrenheit:78<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:27 Fcalcd:80 Celsius:27 Fahrenheit:80<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:28 Fcalcd:82 Celsius:28 Fahrenheit:82<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:29 Fcalcd:84 Celsius:29 Fahrenheit:84<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:30 Fcalcd:86 Celsius:30 Fahrenheit:86<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:31 Fcalcd:87 Celsius:31 Fahrenheit:87<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:32 Fcalcd:89 Celsius:32 Fahrenheit:89<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:33 Fcalcd:91 Celsius:33 Fahrenheit:91<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:34 Fcalcd:93 Celsius:34 Fahrenheit:93<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:35 Fcalcd:95 Celsius:35 Fahrenheit:95<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:36 Fcalcd:96 Celsius:36 Fahrenheit:96<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:37 Fcalcd:98 Celsius:37 Fahrenheit:98<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:38 Fcalcd:100 Celsius:38 Fahrenheit:100<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:39 Fcalcd:102 Celsius:39 Fahrenheit:102<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:40 Fcalcd:104 Celsius:40 Fahrenheit:104<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:41 Fcalcd:105 Celsius:41 Fahrenheit:105<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:42 Fcalcd:107 Celsius:42 Fahrenheit:107<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:43 Fcalcd:109 Celsius:43 Fahrenheit:109<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:44 Fcalcd:111 Celsius:44 Fahrenheit:111<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:45 Fcalcd:113 Celsius:45 Fahrenheit:113<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:46 Fcalcd:114 Celsius:46 Fahrenheit:114<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:47 Fcalcd:116 Celsius:47 Fahrenheit:116<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:48 Fcalcd:118 Celsius:48 Fahrenheit:118<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:49 Fcalcd:120 Celsius:49 Fahrenheit:120<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:50 Fcalcd:122 Celsius:50 Fahrenheit:122<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:51 Fcalcd:123 Celsius:51 Fahrenheit:123<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:52 Fcalcd:125 Celsius:52 Fahrenheit:125<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:53 Fcalcd:127 Celsius:53 Fahrenheit:127<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:54 Fcalcd:129 Celsius:54 Fahrenheit:129<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:55 Fcalcd:131 Celsius:55 Fahrenheit:131<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:56 Fcalcd:132 Celsius:56 Fahrenheit:132<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:57 Fcalcd:134 Celsius:57 Fahrenheit:134<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:58 Fcalcd:136 Celsius:58 Fahrenheit:136<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:59 Fcalcd:138 Celsius:59 Fahrenheit:138<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:60 Fcalcd:140 Celsius:60 Fahrenheit:140<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:61 Fcalcd:141 Celsius:61 Fahrenheit:141<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:62 Fcalcd:143 Celsius:62 Fahrenheit:143<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:63 Fcalcd:145 Celsius:63 Fahrenheit:145<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:64 Fcalcd:147 Celsius:64 Fahrenheit:147<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:65 Fcalcd:149 Celsius:65 Fahrenheit:149<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:66 Fcalcd:150 Celsius:66 Fahrenheit:150<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:67 Fcalcd:152 Celsius:67 Fahrenheit:152<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:68 Fcalcd:154 Celsius:68 Fahrenheit:154<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:69 Fcalcd:156 Celsius:69 Fahrenheit:156<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:70 Fcalcd:158 Celsius:70 Fahrenheit:158<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:71 Fcalcd:159 Celsius:71 Fahrenheit:159<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:72 Fcalcd:161 Celsius:72 Fahrenheit:161<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:73 Fcalcd:163 Celsius:73 Fahrenheit:163<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:74 Fcalcd:165 Celsius:74 Fahrenheit:165<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:75 Fcalcd:167 Celsius:75 Fahrenheit:167<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:76 Fcalcd:168 Celsius:76 Fahrenheit:168<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:77 Fcalcd:170 Celsius:77 Fahrenheit:170<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:78 Fcalcd:172 Celsius:78 Fahrenheit:172<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:79 Fcalcd:174 Celsius:79 Fahrenheit:174<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:80 Fcalcd:176 Celsius:80 Fahrenheit:176<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:81 Fcalcd:177 Celsius:81 Fahrenheit:177<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:82 Fcalcd:179 Celsius:82 Fahrenheit:179<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:83 Fcalcd:181 Celsius:83 Fahrenheit:181<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:84 Fcalcd:183 Celsius:84 Fahrenheit:183<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:85 Fcalcd:185 Celsius:85 Fahrenheit:185<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:86 Fcalcd:186 Celsius:86 Fahrenheit:186<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:87 Fcalcd:188 Celsius:87 Fahrenheit:188<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:88 Fcalcd:190 Celsius:88 Fahrenheit:190<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:89 Fcalcd:192 Celsius:89 Fahrenheit:192<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:90 Fcalcd:194 Celsius:90 Fahrenheit:194<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:91 Fcalcd:195 Celsius:91 Fahrenheit:195<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:92 Fcalcd:197 Celsius:92 Fahrenheit:197<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:93 Fcalcd:199 Celsius:93 Fahrenheit:199<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:94 Fcalcd:201 Celsius:94 Fahrenheit:201<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:95 Fcalcd:203 Celsius:95 Fahrenheit:203<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:96 Fcalcd:204 Celsius:96 Fahrenheit:204<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:97 Fcalcd:206 Celsius:97 Fahrenheit:206<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:98 Fcalcd:208 Celsius:98 Fahrenheit:208<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:99 Fcalcd:210 Celsius:99 Fahrenheit:210<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Celsius:100 Fcalcd:212 Celsius:100 Fahrenheit:212<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Seven.c<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*seven.c*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char line[100]; \/* line of input *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int seven_count; \/* number of 7s in the data *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int data[5]; \/* the data to count 3 and 7 in *\/ <\/span><\/p>\n<p><span style=\"color: #ff0000;\">int three_count; \/* the number of 3s in the data *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int index; \/* index into the data *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main() <\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">seven_count = 0;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">three_count = 0;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Enter 5 numbers\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">fgets(line, sizeof(line), stdin);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">sscanf(line, \"%d %d %d %d %d\", &amp;data[1], &amp;data[2], &amp;data[3], &amp;data[4], &amp;data[5]);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> for (index = 1; index &lt;= 5; ++index)<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> if (data[index] == 3)<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> ++three_count;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> if (data[index] == 7)<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> ++seven_count;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> }<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Threes %d Sevens %d\\n\",three_count, seven_count);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">When we run this program with the data 3 7 3 0 2, the results are:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Threes 4 Sevens 1<\/span><\/p>\n<p><span style=\"color: #ffffff;\">(Your results may vary.)<\/span><\/p>\n<p><span style=\"color: #ffffff;\">When run:<\/span><\/p>\n<p><span style=\"color: #0000ff;\">$ gcc -o seven seven.c <\/span><\/p>\n<p><span style=\"color: #ff0000;\">seven.c:7:5: warning: built-in function \u02dcindex, declared as non-function [enabled by default]<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> int index; \/* index into the data *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> ^<\/span><\/p>\n<p><span style=\"color: #ffffff;\">stevee@AMDA8 ~\/Cprogs\/calc1 $<span style=\"color: #0000ff;\"> .\/seven <\/span><\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter 5 numbers<\/span><\/p>\n<p><span style=\"color: #ff0000;\">37302<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Threes 0 Sevens 0<\/span><\/p>\n<p><span style=\"color: #ffffff;\"><b>WHY? Data array starts at 0 not 1, so first digit 3 goes into array 0; 7 in1; 3 in 2; 0 in 3; 2 in 4; \\n in 5...leaving no room for \\0?<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\">&amp;data[1], &amp;data[2], &amp;data[3], &amp;data[4], &amp;data[5]);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">7 3 0 2 \\n <\/span><\/p>\n<p><span style=\"color: #ffffff;\">Using printf(\"1=%d,2=%d,3=%d,4=%d,5=%d\", data[1],data[2],data[3],data[4],data[5]); to see what data is actually going into each array, I used a debug idea:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">\/*sevendebug.c*\/<\/span><\/p>\n<p><span style=\"color: #ffffff;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ffffff;\">char line[100]; \/* line of input *\/<\/span><\/p>\n<p><span style=\"color: #ffffff;\">int seven_count; \/* number of 7s in the data *\/<\/span><\/p>\n<p><span style=\"color: #ffffff;\">int data[5]; \/* the data to count 3 and 7 in *\/<\/span><\/p>\n<p><span style=\"color: #ffffff;\">int three_count; \/* the number of 3s in the data *\/<\/span><\/p>\n<p><span style=\"color: #ffffff;\">int index; \/* index into the data *\/<\/span><\/p>\n<p><span style=\"color: #ffffff;\">int main()<\/span><\/p>\n<p><span style=\"color: #ffffff;\">{<\/span><\/p>\n<p><span style=\"color: #ffffff;\">seven_count = 0;<\/span><\/p>\n<p><span style=\"color: #ffffff;\">three_count = 0;<\/span><\/p>\n<p><span style=\"color: #ffffff;\">printf(\"Enter 5 numbers\\n\");<\/span><\/p>\n<p><span style=\"color: #ffffff;\">fgets(line, sizeof(line), stdin);<\/span><\/p>\n<p><span style=\"color: #ffffff;\">sscanf(line, \"%d %d %d %d %d\", &amp;data[1], &amp;data[2], &amp;data[3], &amp;data[4], &amp;data[5]);<\/span><\/p>\n<p><span style=\"color: #ffffff;\"> for (index = 1; index &lt;= 5; ++index)<\/span><\/p>\n<p><span style=\"color: #ffffff;\"> {<\/span><\/p>\n<p><span style=\"color: #ffffff;\"> printf(\"D1=%d, D2=%d, D3=%d, D4=%d, D5=%d\\n\", data[1],data[2],data[3],data[4],data[5]);<\/span><\/p>\n<p><span style=\"color: #ffffff;\"> if (data[index] == 3)<\/span><\/p>\n<p><span style=\"color: #ffffff;\"> ++three_count;<\/span><\/p>\n<p><span style=\"color: #ffffff;\"> if (data[index] == 7)<\/span><\/p>\n<p><span style=\"color: #ffffff;\"> ++seven_count;<\/span><\/p>\n<p><span style=\"color: #ffffff;\"> }<\/span><\/p>\n<p><span style=\"color: #ffffff;\">printf(\"Threes %d Sevens %d\\n\",three_count, seven_count);<\/span><\/p>\n<p><span style=\"color: #ffffff;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ffffff;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">This output:<\/span><\/p>\n<p><span style=\"color: #0000ff;\"> $ .\/sevendebug <\/span><\/p>\n<p><span style=\"color: #ffffff;\">Enter 5 numbers<\/span><\/p>\n<p><span style=\"color: #ffffff;\">33333<\/span><\/p>\n<p><span style=\"color: #ffffff;\">D1=33333, D2=0, D3=0, D4=0, D5=0<\/span><\/p>\n<p><span style=\"color: #ffffff;\">D1=33333, D2=0, D3=0, D4=0, D5=0<\/span><\/p>\n<p><span style=\"color: #ffffff;\">D1=33333, D2=0, D3=0, D4=0, D5=0<\/span><\/p>\n<p><span style=\"color: #ffffff;\">D1=33333, D2=0, D3=0, D4=0, D5=0<\/span><\/p>\n<p><span style=\"color: #ffffff;\">D1=33333, D2=0, D3=0, D4=0, D5=0<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Threes 0 Sevens 0<\/span><\/p>\n<p><span style=\"color: #ffffff;\">stevee@AMDA8 ~\/Cprogs\/calc1 $ .\/sevendebug <\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter 5 numbers<\/span><\/p>\n<p><span style=\"color: #ff0000;\">77777<\/span><\/p>\n<p><span style=\"color: #ff0000;\">D1=77777, D2=0, D3=0, D4=0, D5=0<\/span><\/p>\n<p><span style=\"color: #ff0000;\">D1=77777, D2=0, D3=0, D4=0, D5=0<\/span><\/p>\n<p><span style=\"color: #ff0000;\">D1=77777, D2=0, D3=0, D4=0, D5=0<\/span><\/p>\n<p><span style=\"color: #ff0000;\">D1=77777, D2=0, D3=0, D4=0, D5=0<\/span><\/p>\n<p><span style=\"color: #ff0000;\">D1=77777, D2=0, D3=0, D4=0, D5=0<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Threes 0 Sevens 0<\/span><\/p>\n<p><span style=\"color: #ffffff;\">It seems all the numbers are going into one index array at the first loop only, not a separate array for each digit, so the loop reads 0s only after the first go. It also shows that the 3 and 7 counters CAN'T work either if all 3s or 7s are input, as there is not a single digit, but 5 in D1 only.<\/span><\/p>\n<p><span style=\"color: #ffffff;\"><b>It's to do with space separation of the input chars to stop them all going into array 0 only\u00a6but not what he meant in the PDF re \"index &lt;= 5\" etc. as this gcc vers works with that AND the incorrect array values 1-5, for 0-4!<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*5sevendebug.c*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char line[100]; \/* line of input *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int seven_count; \/* number of 7s in the data *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int data[5]; \/* the data to count 3 and 7 in *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int three_count; \/* the number of 3s in the data *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int index; \/* index into the data *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main()<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">seven_count = 0;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">three_count = 0;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Enter 5 SPACE SEPARATED single digits!!\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">fgets(line, sizeof(line), stdin);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">sscanf(line, \"%d %d %d %d %d\", &amp;data[1], &amp;data[2], &amp;data[3], &amp;data[4], &amp;data[5]);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> for (index = 1; index &lt;= 5; ++index)<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"D1=%d, D2=%d, D3=%d, D4=%d, D5=%d\\n\", data[1],data[2],data[3],data[4],data[5]);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> if (data[index] == 3)<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> ++three_count;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> if (data[index] == 7)<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> ++seven_count;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> }<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Threes %d Sevens %d\\n\",three_count, seven_count);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/sevendebug <\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter 5 SPACE SEPARATED single digits!!<\/span><\/p>\n<p><span style=\"color: #ff0000;\">3 3 3 7 7<\/span><\/p>\n<p><span style=\"color: #ff0000;\">D1=3, D2=3, D3=3, D4=7, D5=7<\/span><\/p>\n<p><span style=\"color: #ff0000;\">D1=3, D2=3, D3=3, D4=7, D5=7<\/span><\/p>\n<p><span style=\"color: #ff0000;\">D1=3, D2=3, D3=3, D4=7, D5=7<\/span><\/p>\n<p><span style=\"color: #ff0000;\">D1=3, D2=3, D3=3, D4=7, D5=7<\/span><\/p>\n<p><span style=\"color: #ff0000;\">D1=3, D2=3, D3=3, D4=7, D5=7<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Threes 3 Sevens <\/span><\/p>\n<p><span style=\"color: #ffffff;\">When run with his original 3 7 3 0 2, I get the right answer don't know what he's on about results may vary... Why? it works!! Made me think about it I guess...and the spaced input was used in the triangle width height example.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">The switch statement is similar to a chain of if\/else statements. The general form of a switch statement is:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">switch<\/span><\/p>\n<p><span style=\"color: #ffffff;\">( expression<\/span><\/p>\n<p><span style=\"color: #ffffff;\">case<\/span><\/p>\n<p><span style=\"color: #ffffff;\">) {<\/span><\/p>\n<p><span style=\"color: #ffffff;\">constant1 :<\/span><\/p>\n<p><span style=\"color: #ffffff;\">statement<\/span><\/p>\n<p><span style=\"color: #ffffff;\">. . . .<\/span><\/p>\n<p><span style=\"color: #ffffff;\">break ;<\/span><\/p>\n<p><span style=\"color: #ffffff;\">case<\/span><\/p>\n<p><span style=\"color: #ffffff;\">constant2 :<\/span><\/p>\n<p><span style=\"color: #ffffff;\">statement<\/span><\/p>\n<p><span style=\"color: #ffffff;\">. . . .<\/span><\/p>\n<p><span style=\"color: #ffffff;\">\/* Fall through *\/<\/span><\/p>\n<p><span style=\"color: #ffffff;\">default:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">statement<\/span><\/p>\n<p><span style=\"color: #ffffff;\">. . . .<\/span><\/p>\n<p><span style=\"color: #ffffff;\">break ;<\/span><\/p>\n<p><span style=\"color: #ffffff;\">case<\/span><\/p>\n<p><span style=\"color: #ffffff;\">constant3 :<\/span><\/p>\n<p><span style=\"color: #ffffff;\">statement<\/span><\/p>\n<p><span style=\"color: #ffffff;\">. . . .<\/span><\/p>\n<p><span style=\"color: #ffffff;\">break ;<\/span><\/p>\n<p><span style=\"color: #ffffff;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">The switch statement evaluates the value of an expression and branches to one of the case labels. Duplicate labels are not allowed, so only one case will be selected.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">The expression must evaluate an integer, character, or enumeration.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">The case labels can be in any order and must be constants. The default label can be put anywhere in the switch. No two case labels can have the same value.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">When C sees a switch statement, it evaluates the expression and then looks for a matching case label. If none is found, the default label is used. If no default is found, the statement does nothing.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">if (operator == '+') {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> result += value;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> } else if (operator == '-') {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> result -= value;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> } else if (operator == '*') {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> result *= value;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> } else if (operator == '\/') {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> if (value == 0) {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Error:Divide by zero\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> operation ignored\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> } else<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> result \/= value;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> } <\/span><\/p>\n<p><span style=\"color: #ff0000;\">else {<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Unknown operator %c\\n\", operator);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">This section of code can easily be rewritten as a switch statement. In this switch , we use a different case for each operation. The default clause takes care of all the illegal operators.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Rewriting our program using a switch statement makes it not only simpler, but<\/span><\/p>\n<p><span style=\"color: #ffffff;\">easier to read. Our revised calc program is shown:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*calc3.c*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char line[100]; \/* line of text from input *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int result; \/* the result of the calculations *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char operator; \/* operator the user specified *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int value; \/* value specified after the operator *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main()<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">result = 0; \/* initialize the result *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* loop forever (or until break reached) *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">while (1) <\/span><\/p>\n<p><span style=\"color: #ff0000;\"> {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Result: %d\\n\", result);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Enter operator and number: \");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> fgets(line, sizeof(line), stdin);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> sscanf(line, \"%c %d\", &amp;operator, &amp;value);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> if ((operator == 'q') || (operator == 'Q'))<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> switch (operator) <\/span><\/p>\n<p><span style=\"color: #ff0000;\"> {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case '+':<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> result += value;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case '-':<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> result -= value;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case '*':<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> result *= value;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case '\/':<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> if (value == 0) <\/span><\/p>\n<p><span style=\"color: #ff0000;\"> {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Error:Divide by zero\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"operation ignored\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> } <\/span><\/p>\n<p><span style=\"color: #ff0000;\"> else<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> result \/= value;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> default:<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Unknown operator %c\\n\", operator);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> }<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> }<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" 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\" alt=\"\" width=\"842\" height=\"1037\" name=\"Image2\" align=\"left\" border=\"0\" \/><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/calc3 <\/span><\/p>\n<p><span style=\"color: #ff0000;\">Result: 0<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter operator and number: +1<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Result: 1<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter operator and number: *5<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Result: 5<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter operator and number: -2<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Result: 3<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter operator and number: \/1<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Result: 3<\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>Enter operator and number: +1.5 FLOATS NOT WORKING CORRECTLY YET...<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>Result: 4<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter operator and number: Q<\/span><\/p>\n<p><span style=\"color: #ffffff;\">You cannot determine if the program is supposed<\/span><\/p>\n<p><span style=\"color: #ffffff;\">to fall through from case 0 to case 1, or if the programmer forgot to put in a break<\/span><\/p>\n<p><span style=\"color: #ffffff;\">statement. In order to clear up this confusion, a case section should always end<\/span><\/p>\n<p><span style=\"color: #ffffff;\">with a break statement or the comment \/* Fall through *\/, as shown in the<\/span><\/p>\n<p><span style=\"color: #ffffff;\">following example:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* a better example of programming *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">switch (control) {<\/span><\/p>\n<p><span style=\"color: #ff0000;\">case 0:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Reset\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* Fall through *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">case 1:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Initializing\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">case 2:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Working\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Because case 2 is last, it doesn't need a break statement. A break would cause the program to skip to the end of the switch, and we're already there.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">If we always put in a break statement, we don't have to worry about whether or not it is really needed.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* Almost there *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">switch (control) {<\/span><\/p>\n<p><span style=\"color: #ff0000;\">case 0:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Reset\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* Fall through *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">case 1:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Initializing\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">case 2:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Working\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Finally, we ask the question: what happens when control == 5? In this case,<\/span><\/p>\n<p><span style=\"color: #ffffff;\">because no matching case or default clause exists, the entire switch statement is<\/span><\/p>\n<p><span style=\"color: #ffffff;\">skipped.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">In this example, the programmer did not include a default statement because<\/span><\/p>\n<p><span style=\"color: #ffffff;\">control will never be anything but 0, 1, or 2. However, variables can get assigned<\/span><\/p>\n<p><span style=\"color: #ffffff;\">strange values, so we need a little more defensive programming, as shown in the<\/span><\/p>\n<p><span style=\"color: #ffffff;\">following example:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* The final version *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">switch (control) {<\/span><\/p>\n<p><span style=\"color: #ff0000;\">case 0:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Reset\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* Fall through *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">case 1:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Initializing\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">case 2:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Working\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">default:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\"Internal error, control value (%d) impossible\\n\",<\/span><\/p>\n<p><span style=\"color: #ff0000;\">control);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Although a default is not required, it should be put in every switch. Even though the default may be:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">default:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* Do nothing *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">break;<\/span><\/p>\n<p><span style=\"color: #ffffff;\">it should be included. This method indicates, at the very least, that you want to ignore out-of-range data.<\/span><\/p>\n<p><span style=\"color: #ffffff;\"><b>switch, break, and continue<\/b><\/span><\/p>\n<p><span style=\"color: #ffffff;\">The break statement has two uses. Used inside a switch , break causes the program to go to the end of the switch. <\/span><\/p>\n<p><span style=\"color: #ffffff;\">Inside a for or while loop, break causes a loop exit. The continue statement is valid only inside a loop. <\/span><\/p>\n<p><span style=\"color: #ffffff;\">Continue will cause the program to go to the top of the loop. Figure 8-2 illustrates both continue and break inside a switch statement.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">The program in Figure 8 -2 is designed to convert an integer with a number of different formats into different bases. If you want to know the value of an octal number, you would enter o ( for octal) and the number. The command q is used to quit the program. For example:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter conversion and number: o 55<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Result is 45<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter conversion and number: q<\/span><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" 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\" alt=\"\" width=\"846\" height=\"964\" name=\"Image3\" align=\"left\" border=\"0\" \/><\/p>\n<p><span style=\"color: #ffffff;\">Debug these typos copied from above good practise to write out..:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*converter.c*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int number; \/* number to convert *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char type; \/* conversion type to do *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char line[80]; \/* Line from keyboard *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main() <\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> while {1} <\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Enter Conversion and Number: \");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> fgets(line, sizeof(line), stdin);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> sscanf(line, \"%c\", &amp;type);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> if {(type == q || type == Q)}<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> switch (type)<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case 'o':<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case 'O': \/*Octal conv*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> sscanf(line, \"%c %o\", &amp;type, &amp;number); <\/span><\/p>\n<p><span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case 'x':<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case 'X': \/*Hex conv*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> sscanf(line, \"%c %x\", &amp;type, &amp;number);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case 'd':<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case 'D': \/*Decimal conv *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> sscanf(line, \"%c %d\", &amp;type, &amp;number);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case '?':<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> case 'h': \/* Help *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Letter Conversion\\n \");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\" o Octal\\n \");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\" x Hex\\n \");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\" d Dec\\n \");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\" q Quit prog\\n \"); <\/span><\/p>\n<p><span style=\"color: #ff0000;\"> \/*Dont print the number*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> continue;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> default:<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Type ? or h for help\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> \/*Dont print the number*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> continue;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> }<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Result is: %d\\n\", number);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Working Code:<\/span><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAhgAAALkCAYAAABN1ExyAAGK5UlEQVR4nOydB3wT5R\/Gn+ykey\/a0lL23iB7D0GQjSxlbxVcfxUQcSDugYIoouJgKXsPQdmKLNl7tXTvZuf+d0muvaZJmrYBWvh9\/VSSG++943Lvc+96pFu2bGEMBgP0ej3y8vLAoVarwW0jCIIgCIJwhlQqhUqlMn\/28PCATCYzb5NqtVqzuOD+jYqKQqNGjeDj4\/OAo0sQBEEQREUhMzMTJ0+exK1bt2A0Gi0iQ6fTgft7\/PHHzRu4VoycnJwHHVeCIAiCICoIYrEYdevWRa1atbB9+3YwDAMpJyaqVKliFhfZ2dkPOo4EQRAEQVQwTCYTNBqN+XOlSpVw\/fp1SOVyublbJDc316w4CIIgCIIgSkvlypURHx8PKdcl4uvrS60XBEEQBEGUGa7hgmu0kHKDMbg\/giAIgiAId8DpCin\/gbpHCIIgCIJwFyQwCIIgCIJwO\/kCgyAIolTo47Hnh1\/wj742Bo7uiSpKUdnD1F3D2oWrcclQCU9MG4ZaHm4IkyCIIiQmJiI5ORl16tSBSGT5nXENDv\/99x9CQ0MREhJS6rCpBYMgKhqmbJz8eTF23LW\/O7DdODzTwh\/i+xUfRgSTzsQKDRNE7HPEPY8SOeTmZ50McrG7wiSIigu3tgRH9+7d3RZmenq6eXEsboopBycyeHHBzQJJSEhAs2bN4OfnV6rwzQKDC5wEBkFUFOTwj4hAkEEHRp+F1EwduJ+yT6AfWynLEB4o515BcN9+0fLKGDTvQwxjjMhKSkae0R1XLgiDcZtoIYiKjzvraq51IjY2FleuXMHt27fNLRhcgwMnLji4NbKCg4PNi3GWBuoiIYiKhkiFGkNexGMKMQx3t+K997YjxacVxr3SH9FyBrqMRCTnGGDKvYHDO\/fgnyup0DIy+EbXQ7tu7VDDj\/3Z665j3VdrcDWqD0Y1uIOd248h3r87Jgzwxu5Fa3AlpD26RVzFwX9vIdskg19cS3RrKsfp3ftxLkULsVckmnR\/Am1jPSHWnMfSl9fgsqESek0dilqSG+awzWFUuo5Dx28gyyCFX5XH8Hiv5ohQcE0TBmScPYA9f5\/DrZQc6BkpvCrVRptuHVEnUAbqECGIew9nE9KyZUuzjwjXasEt881Tr1491K9fHykpKaUOn7pICKLCYUBu0h3ksp9MmRrru74OaXduQSS1HmJMxdHfVuNAkgjBdVqiuvwO\/jn+LzauFsPn6fYIE8nB1fOmG3uw4loOuPX3RJX8oRSLzduZ+H3YnhKBeg2r4\/a\/F5F+5S+sugL4Vm2I+h7ncermbfy97RCqju2MCGtYXHeGQsSAsX43h5EcijqNGiLnvxO4cfUvbD4Sg2fahrAPHglk4mQkqH0QW786lJkXcer6KWzb4IOwUS0QKHwcUQsG8Yiya9euInXzjh078j937dq1TOFzYSclJZm7RrgWjIyMDPP2gIAA1K5d27yvLJDAIIgKjPBnK+xKMCSfxgnu2RDcFYMebwBPsQGR2Z9h5eWLOJ\/SCqFB1gNNOZA1egrPDm6OSHEqbt65Yg1NhabjpmBgZTGSvBfg432ZQFhfTBvfCt6ac1C\/+T0u5SYjQ2NEuLKQGhA8S1RoPG46hlSWQlMnF29+fwmZ8anQmILhKRLBu8lUvNdVAp1aC4P+KkzzvsF\/qbeQoW2GAKltmPck+wii1HCVvzO6dOlyz+PgjnqbC2Pfvn354oIjLS0Ne\/fuNXuL8AM\/SwN1kRDEQwcDfXYyzGvzJu\/AVx\/sEOxTI88kfChFoEvXqpCk3cYNk3DcRjCipWlISmTP8PJkv2dCFRGIPHaD2sjAV8luymOPdvrwCUaMLA2JrNAxwQ\/8KWZMebi2+xssO3YZyWpTobiTliAIC+PHj8\/\/vGTJEvO\/EyZMyN929erVMoXPiYszZ87g7l3LiHHOqIzTAxcvXjTPLuHEhXB2SUmhFgyCqMAwdrsSGIjE1gdCRBeM7FkZ8vyDJFB4y8Dkv1MoIM7LgUbGh8FvF3Ojv9nwROD1iERsgJH9ImG3F5IEDlpRCoVhMAnGVTDQ3t6LjfsvQiOvhu5P90Ad30RsWbQK5\/Uo0iVCgzyJ8oiworcHN3CyrNgLwx3h8nAW63w3SLVq1cxjLviBntx1uH2RkZFmO5HSQLNICKIC46gilgVGwRc3kJmVBiagBcLNgyQYGPJyoWf\/NRr4Exnr719UJEDGZAmvYJPJeo1CF3X6PT+MQnE2QcM+2LhxH7Lq7dEs2hu6tKvI0zsLs8RZQxD3lMuXLz+Q67p7FgnXlcM5nzZu3DhfbDRv3hwSiQQxMTGQSqX5LqklJb8Foyz9LARBlC\/Egc3QMeYg1l3\/Fz9\/nYi4MCV0mUlIyItF\/1GdEP5Af+5ieIWGQIl4aM6swXJ9EPR3riL+QUaJIMo5fIuJO4UNJxw8PT3RpEkTc5cID\/eZ25aTk2M2LSst+QKDUysEQVQsGAfrRTA6GRqMnQHppt+x69g1XL7IbpT7I655bQRI2OOMBWcW6oJgim4v9L5ks74G36LBOP1uE2fGBHGl7hjyWDJWHrqDG+zzslqncZhq+g1f7kZ+C4azMAjiUePSpUv3JFxORHB\/tvDjMspCvsAQi+\/bun8EQbgJcVAXzFo4GDJDBm5eS4Imv1bWIj1Nidp9p6LNCCWk5h4SA9SZyUhIzoZBFotRHy+El0iNhCu3kM0vjlVkO+DT7AUs7KWAMfMWriWqYZJUwsD5CzFGokXytZtIN9qcwxQNW1JpAN5dOBoSbRKu3cyAXmNAZO+ZeH+4AmI2XnnpSUgTzcLCfkbcvXoTWSYH8SMIosKQLzBkMllxxxIEUc5gtCm4dtHBQjhGDTLu3mT\/7J2Yh\/hLF4tuN9luZ6DPuIGLGcJj1Lh75SIKgrU9p2jYJvVdXLkojIge2Yk32D\/hUTm4mOw4DIIgKhZmgaFQKGiQJ0EQBEEQbsMsMEhcEARBEAThTqTFH0IQBEEQBFEyqAWDIAiCIAi3Qy0YBEEQBEG4HRIYBEEQBEG4HRIYBEEQBEG4HRIYBEEQBEG4HRIYBEEQBEG4HRIYBEEQBEG4HRIYBEEQBEG4nVIJDCb7CN6ZtgaNFixAL+9\/MGv0z2j15cd4PPgBObIymdj70lhsfuI7LGh8Du\/ycQu7dwZuhfLgHl6nXJJ79MGXeRlxS\/k9yHx4CMqAIIiHG+cCQ38NP0yahlVCjyLFY3jrp+cwZPoYBAaxD2adFBL2P6m761hH1\/55Fhqrih4ukYggkYog8qpdEDcYkfrvX4iv0hb1\/Er4EOauP\/k13J74DV5r5gWRdbMx4Xc89+wR9Fv0uuA69xlGg+vbFuPT5XtwKdMIiXclNOz9PF4ZXhueouJPLzMiN5W59gK+GjsTm9OL7vJ7\/CN8N7UmFGW8hCMK3yelDaQM+cDdX1NmI\/nZb\/FiPaV1I4OsfS9jzLruWPJRFwQ4C9ddZUAQBHGPKKYFQwKZNBBdP\/8FsxvytboB6hwt8FgATHo9TLp7FTVH11bD4GzhUZEvavFxMybhr59+Q85zrUsuMGSV0a2rD17YeQ65TZvBy1xxG5F4+A8k1XgKzYP84B8eaLlO6RJYagy31mHB0stoPe9XfN7QG5o753AmPRyq+yEu3ImyDmau+xOvsPHWnvsUI+cwmLt8Bmqz9S2jVyNXY8A9W2NWeJ\/cq2s4hb2\/xWJIJYULTSSVQCSRgHQDQRAVHde6SLS5yM42FHwXNs96Cg9koL6yCZ9\/uBwHbmmgrNweY16Zhu7RCpS67rO9thkjMv\/9CQs+W4v\/MuUIrtMJLfL4uB3G\/7i4ffE6fH+di+8u3IZp5ghs9GmIlxa+iqaethdwhBihHbrAZ\/1OnMtpimbebAqMiTi8OxE1RtSHN38dcxO12H66K2Vj24vTsH\/gErzd2gfIOog3Rr2D1KeX4vN+YZBozuKTiR\/D\/42v8EwVuctZYshOQI5fM7Sv6c1WxAyUYXXRPNwIvYGrKp2VgRY3NnyKj9ccw61MDURBzTDy9ZfQt4oSIrZM50zfhU7PhGDTV2txIeoF\/LigAxRXN2Phpz\/jz2vZgHdNDHt3PoaFsZcR6ZGw4yNM23gYN3MkiGg9Gq89\/ziiS9LkwBigycmGhv2o03JSwsQWdzay9fkHOE6Lvfi+4YVPJq9BXAcvHP\/7JlLStAjt9DQeV\/6FdYduIz1Dh7Buz2P2M03gqxGUn8cxzJn0G6p38cWxw9eQkZULRb0ReG0Glx4neVaCpJYOF39PXF5MWovaPX1x9K\/LSMnUIaTDFPxvXEs8iAY2giAIjtIN8nTUPKs5h2Vv\/wrdM0uwo3co7qyeiWnv\/Y7anz2FaFnZI8vDZB\/H4g+2wffZn7G7RygyDnyMSa\/kIVgYN2kwOsx8Hf+dmg\/\/D37A+FgR8rJzoS\/BK7E4pB26+K3FjvM5aNrMG6a7h7EnuSZG1vMqnAcO0z0YDVsFYOU\/t6FtXRvGKwdxOyAKpr\/PIL1PGPyST+IS6uP5KNfFBYeySlc0183Fx0sr49mh7RDrzRS8hTstAxkC6\/XCzG5zUC\/EiJOfjsSLy\/5Fp3mt4MOmR5R2CN9tGowXv92KJn6APusEPpv3C9TDP8HmAdUgTryJTAVbkFyrlfoq\/kh5Gl+teweh6r\/x8TOz8N3xtnijpXcpK147BeMsLXbia8j6B6LMMzjssRjf\/FwHilu\/YAwb9x\/7fooffm4Cr9StmDFqKXZ2b4iBAYLy48LK\/A\/78Dm+Xd4I3vqL+Gb089b0eDrOs1KlswQ4S7\/wOHP8T+EP5it8+1M9eOSdxMIxr2JhzcWY086PWkMIgnggFC8wTKnY+b+h+FNqqTaUdZ\/DVy972z1Uc3UXjqAT3mobCG02+xbVcSCqfvcjTqUNQXRoKR5z3LVf6o+d\/Peq0\/Djxz3heX0fTnt0x3y2MsvNzIGi\/kA8GbsdBwqfDL1GY654jXmZyMwqhcIRhaBNF3\/8vv0ccpo2QdaRPUipNQr1PNh9atfS3b1xPYj3nkKyoQqy919AcL+n4L32L1zK7YhqF48jI24IIksaNY9GmPnN21i9cBFeHfE1wtoPwYSxT6C2r6TYMvCu1gh+Jh2ysoDI5jWgOJWGPLZuN1eWYn+0mToSTXwYGIwMNNf34JisO97tHgnk5MDkHQwfxmjpFpNHoMfApvBi8zZbVAVtaiuw6C57DLzhriGHTtPiXTS+Zokij0TnTpEwZmch17MGagaFQNm9CkQ5WciRVUH9oDzcydIDATYXk1dC9x5V2HRmIUsUiPrVZDhgTY\/TPCsLNr8t8yadFvqa3V1Lf6H4R6Fbl8owsenOFsWiZ69APLfvMjTtmsKjrPEkCIIoBcULDLEf2s9bgpl1rW3fYvbNT\/Ov3UNNuUlITzqFmU\/ttFYyRmiNkWig46r5UggMcSC6L1yJOY2sYzCMamRla5GjTofWsxaU1vd2k5F9M\/e6FyPpRQht3RUBa3bgbEYEbu9JRe1n2DdEm1d0Z+mWRbRElawVuJTcGNfOeKL1oMYIOvIT9l9JhfxoAiJaV4HSzpWdwuihV9XD0DnfYUT2Waz9cBZmzzXh8w\/6w99ZGRgz8O\/qH7B6\/xXksHuZ3FvI9qhb0OIgC0SMFyvMTJayMuWkQO1ZHXJWVDDcQSZjQTuDxAv+clZscFdh9xslIrjblNf5\/VQ0vpZ4ecJHamLjycWLgViihIfEKj5M7Hdwn+20sRQ6zwSjyJoeY5rzPCsLtr8tlqy\/XsGEzS6mv1D8VfCUcPEXm+Mv91dBn622tNhVtLE5BEE8FLjQRSKBXCGDXG5txmcfXo4GxUm8Q+Ef+RQ+Wj4Jcea3chFEIiM02dnQGEsXQZM6CxkZ2sLX8QyEQp1o7qsP5qLFqJGhdjJUrwwVnyikNboFrsGuwweQklYHI+oUncLiNN169u0+IhEH\/z2MRElLvBLiB2XbAHz\/51F4XvdF82d8SteEbdJDk8tmgIR9W50yCltG78YtTX8EOYxLFhL3fYr522Lw1tffoam\/BHlHXsXgrwVhmlVEQWZJvIOhzI1Hlg4IsR1bwR57r+stp\/maXTS+lnjZCcgV5cPYSw2DrEPF5FmZsPltsddTsN\/5mBSbfiFGtnyzDEAQF5YB6TczIfXzgZzEBUEQDwjXxmCwD2iTqfix9sq4nmhjmItFa5pjRo84eDI5SLyRAe\/KkezbVekiaGLfmvOvzdYTIokYitiOqJ\/zAVYf7IEZ7UOh\/m8rNl1WF22yFnvAX5aBC9ezYYz2ZyvyUlSKomC06haEX375DaI6\/0NtO1NknafbGzWae2Ppxt1QtZiHEFZNiBs8BsXPm3BAUh\/zgkqaMQw0t\/7ByZxI1KoSCi8mHsc2bsWdwKaopHQWl3AY8nJgUAaw5+QhM\/kGtq0+gWymvsMrKWK6oIn2Hfy8uwte6h4NUfotpCgiEXWfll1wmq\/3JQYM9CXMs5JfQvjbYrhGlnxKlH7dXexYexQ9preCf+pBrNiaiTrPx5W8dYwgCMJNuHUlT0ZeAxMWTMAX78zBU19mwCTyRHSHSZg7o5QVgikVu18ZhN38d34dDM8meHZ2T7w5fwL6faRAeJMn0adtGI7ani+NRPeRzbD7g5Hot7g5XvpqNtr6lby9ILBVVwQvXoqwXrVgR18Uk24xghrVBfPdPjR4oRK4F1EmqBmaiL\/D+rgJiCjF0BBT5imsWvAuzqeZB0MguO7jeO7dp1BZylZQIsdxCW0\/EQN3z8Wk\/j\/CM7Q2eg3vj5pbnVzIoz6ms+F+OP9FDPpSDXjXxtML3kFUcMnjXBrcfj+VGDECS5pnbqRE6VdFo73vLrw+7H0k6LxRZ8DrePMxb4iM92yiL0EQhFOcCwxZLMb+uh6ivCzkCRef8GyBj7a3hz47G1pG8NlkBEK74OVvn8AsiaX52qRXIydXV\/K1BrhrrzyAKYX0gB65mdxMECM8GozHwg3TwF3GZNBCx0zBMH02cvTC+LDioNNsrOw9D2LGgNysnBLNIuERBffHDweGw5SbyYbPFM2DYtItrz4DGw+8DH2ONR\/ZtE1eewDPG3ORmaMvYQ+OCJ4Np2HJhhfAL6FgMuqgyVNDx3VDMU7iIq2DsV9twRRuvITJAJ3GCGkfE3KztTB5Fs43M2xY0iqDMO\/nkZCJLd\/N00pNtscq0XD2evxgzEaWpnSrSihqPIvVa7iZPnkF65w4S4u9+NpuU9TGC2t+BpObBTWXN9IoDF++DmLufjY6uodt0qONKlmeuYrd35YIPh2\/xM4eWmRls2l0Nf053C4VqgxZgBdfVJjHmRi1echVP6g1PgiCIIptwTBCnZVZdDOjR04mv1iB8DNXJ+jYSoL9K3PUuGtnCCdrFIJ70GZnCvfynwvHx6TLNY8hKBMm9oFvMw6kcB44TzdjyENmhnADm7ZMx2krDsZgm3ab\/Y7iwoosdXZm4evyeWOTnoJTNKww09hstT2WgYEVX1kup8BOnNk0ZdkJwHFa7MTXdhub3rxCgbICKf9+dnwPF06PqcR55hr2f1uMLhsZgvu1JOk36XLY+7S0dxVBEIR7IbMzgiAIgiDcDgkMgqjolKWrhiAI4h5BAoMgKjpl6qohCIK4N5DAIAiCIAjC7ZDAIAiCIAjC7ZDAIAiCIAjC7ZgFRo0aJXPzJAiCIAji4Wf79ouoWrUqxGKx+U8ikbj0mYNaMAiCIAiCcDskMAiCIAiCcIm7d+\/i+vXryMy0LBTo7++PGjVqICoqqsixJDAIgiAIgiiWixcvIiEhAXXq1EFgYCCMRiNSU1Nx8uRJZGRkoEGDBoWOLyIw1McP4NvDMRjXPxs\/fKrFkLcbwN\/qnmnKuIZFL11Fz887oYqqbD7QxuTrWPPpKdy6mQ5Zn96YNigQpTHpzD28C59sj8NLb8TC1lH8\/qBF3g8\/QNtyFPxrOPau1P\/+NC4uHo5aO7rl27Mzd9fjYrMdiDy7EJ7eZctPJvswrtZ6H4FHVsOv0n2yOyUIgiAeCZKSkhAfH48uXbpAJBLBYDCAYRhzCwYnLI4fP46goKBCLRk2AsOIhKNpCGreCNrzF2CsUxfegrpK7F0JA18NhJ+ybJUhhyQ4BkPeicK1pRuxqcyhPUh0UP\/wDbIDhjgVGPYQBbZH9PoGUHiWPT8JgiAI4l5x48YN1K9fHzKZzCwuhHADO7mBoBcuXLAvMPJOHcWypTeRdDsHstPb8FVKJjS+GfgmrznGTghHwoo\/sIkVHwkpgRjzdUELBqO+i5+m\/AWmUSBM6blISpSj1Usd0SbWMjPFlJOMfV8fxtGLGohlEng3boqnR0fDWQOIOczpR1FnQW80DhRDfWIfPl4djuffrg5PESuCdhzEryvvwODphfAoLYwFZyLnv\/+weukFJGvZbzJftJrSFm3Yit\/lKlybjNx1vyFl2SEo316M0KZyaNa+g+svbIdRpoJIHIqgn79FSGMV9Ec\/wY1n90BzPB2mGyNx4S0pFH3eRPSsehBDg7yvX8P1Nw8D\/hFQ1k6FKd83VYvsuVORsO4C1Lfqo+p1YQuGAeo17+LmKzvMrqKisA6o9Mts+Ma40D5jykLWWxORuOsUNNqaqLRxEYIaSpHz7lTcvVgPgRMGwfexCIhJzxAEQRAlICsrC+Hh4Q73e3h4ICUlpdC2fIHhUb85Js8NwrfvpqLP3Kr4+42jiJ3TFXV9xOZmkKjBnTCp+3Usfvma+bvJZK0s2c8w6iFt0QJDmimRumkbvv3tLprOjISc0eHskj9wzLMFpiyMgqfYiIzbaohNJpjMlZzJfLolPFOBCGAY6z+W7dwf\/1mfcgW\/\/ZKF1vMHoFmQBkfeXo+LIss+Y+ZNrPnqDuq81gdNK0mhv3IaX312AnEft0SEzFnW6aH\/dw9Sl\/yKtC23IO\/8BAJfewu+jZQwaa8hde42eHy1GZHdfAFNOvQGqfl6kqbPocrBMUjr3BlZz\/+AmCd8LcGx+ww31uLm7NsIPbgH\/lEpSO7VEzmctbyJM4uQwXPOEsRN2IDLLXZa02gVbMm7cXvqQfht3Y7ghmLkzh+KG5O2QrWpD6RimJum7MHlDzSJMDT5BtW+Ckfum\/1wc\/4\/8F\/RDp7Pv4XQtWuROucZ3LkdAp9RgxH4TDd4hD+YTiUeR2lxFS7NDFMys\/sHDZfmsqabIAjifsONt+BaL7h\/7cG1Yuj1hS0LCnWR6BMSoQ6PgK82HQniQLT0EJsrP35eq8k6t5X7LJVaK0Rum9wLNat5QsbWgD7R3mCOaNjtUkh1GTh3QYLGr0fCVyE1Xy4otqBSMxoZNmyROXypVJo\/BoMpdB3LtbmHMneM8e5dpAdFoVaYAlKJHLU6BGHXn5Z9htu3cS05HRmfb8NRLhzGCJ3RFzlathKSOXqo65Dzdn9cmqdF0ML3UP2zxpAqLJWAWfTIg+HV1hs3X\/4fJP+0gVeHjvBpEyRoBbDETTj3l8N0cT8MUd3hG6uCRFoJviNqIfkXkWWucH46xfnplEgsAeqvH4E+oCP863iBC87zyW4QLzkAo+5JSBRG83XswlVaqjj4d4tmj5FA2SIG+CON2wGRRzi8h09h\/ybDdPc0Ume\/iktRnyD87y0IbaxykC\/3DqEwKG1lK7wv3Q33A+LCLmschQiFEB93giCIhxmzwGA0ydj41kGcu5mOLGk8vvxfHlJy5Fj+uhq9Z7VGDR+RpVKwNvGbP\/ENGNZtYpG10rA+i23fLu2\/aRbez39j2LC4Z7rlOuxWU0GLhpirMMUSy5XZ7xKppFD48ug6eOY9y8BUPg7OKwg5PMa+g2jmZ6R+NBNXNrRDwDMD4d+7Pluhs8kR+8Bv4SZ4nPob2X\/sRdLQJ5A6ax2qTI5x3u0iYisQicyaH2ycZSWZsMOgVO\/l7DVF1suIzOIlP0dZYXEWWb\/8hpTlu6H3aozwZcMRULtkY0bcBV8e5lagUggE833AVtBcOPeqBaP4e7f08PGmlgyCIB5mzNWRSBmMPvO6wG\/OHxBP64qIjTtwpHEXDG7MtRIIKgDG5l\/bz7bIfVC7pglbt9xGiwkx8BIbkXlLDY8oL2uDgghKPwny4vNgQMEsEpFYCV+lAcnpJiDAhLun0qBlLH0\/skoRCMi4ivic2vD1NuDmP2ngh5vIo6MRnnYUh89UR\/f6KoiNWtw8k42QekFwNi5VHN4AgbPZv1ka6PZvRfLit3FhOoPgHcsRWpeB7lIOpPVbI7BBI8hu\/IE7Z1PZZPMCQwSxrwTG25nsNr980SGp2Q6yxJ3QpI2ALCgHuVsuuyQapHGtIEv7EFlnnoWyMZs363aAqT0Gcm7QitWK23B8GRKWGBD04Tioih0gqkfeZ+Nw9cNMeI98CmFrZsIrzsuFmJRfeIFRUclvHSOBQRDEQ0z+a7UpOxmXdCHo6avGqcsy1BqkyK8sTbl3sf69o7ido0Z8mgZrZm2AZ0A0BrzUCKHWY+y+5InkqD2hI1IWH8LnE45ALJfCr2kzPD2GFRjmA8QI7dgQleftx\/sTZQhq1Rrjng6HTOaDVv2DsGzBBtyo7As\/TwmsPTKQBMei\/6AErHlzCw76ySExt2lYEPtFY8iLWVj9zQa8m8e+IRrFCGjZFCPqBsGlUZ4iJeRt+6ES95eXAp2JjaUxCRlvTEDSwWxwlbU4sjMiV9RHQfXmAe8Zg5E0ajjOfR0AVf+3UfkNdn\/lPoh87TBud38K0jAviJiC5diZjMO4+eR7UKenQB2fhuvtn2SFUxdEr5oOZXBHRH15ENf7d0KiUQSJ+Xo9zeMvDFaBwVz7AylLNPB9hxMYxSVKAsVTH6HOtCCIaPYqQRAEcZ\/IFxhivxiM\/SDG\/Dni\/R7mfy0DEtl9nmHo91YfB0GEYdTSvvnfVA3bY1bDgr1ir2B0eLEPOjg4WxwQhaGfPmW7FUGd2uOlTvbOkCC8W1tM72Zvnwhedeth9Gf18rdY+tMdXNwZHkGQcapJXAkhKzYjxOGBYsjav4CaN16w2a6E16SPUXOSnVP8WqLy3nUOwpNCNegNVuC94fCKsv4\/opHNOBuRd0vE3f69IJTuX6JOd+uXkCCHYREEQRDEvYBW8iQIgiAIwu24VWDw00nvxcj+vLy8Qt+5Obf3kns5gJAgCIIgHnbcKjB0Op25UlYqlTSArVzBmLuKzJN8xBJIHsGVtrj7krs\/FQr3rv3BT2ml+50gCKIwbhMY3AIb\/JgN7rNcLi\/mjIoLY9RDqzNArFBBnj++g4FBo4bOVHCcSKqEKv8ABiaDHjq90TKbRKIQ7LvH8TWx1xRJIJUUrQRNRgM\/C9gCK0CkvABhTDCaLIuhcVNgJRKxnbGy7DHc6FOJFHaCLxdw9yO\/br674cLkRUZFntlCEAThbtwiMDhhIVybnHvgumMxIWcVgnDf\/Xx7NOm10Bkt61rZxAjcKh0ypRIyO8nmztOaJJArVfe\/Ija3XNi7qFk5sJpCYmf5cFYQGTnhwM3gEZlFipH9LpUUTpzJWH67kbh7kGu14IUvh+095a57h+8epNYMgiAIC0UEhilvI15dvwsjBn6KOi4OpdDpsnHn6i+4HPQU2nnL85ujua6SssC\/edpDrVab\/+VW8ORbS5jsA3iy+scYdHwVRoTdmzmZIjF7PakYJq0GJpt9DFtZ2xcPRtzYcxkzboThx\/FB8IFl7TCRNgtzf9bi5bHB8DBZ1uYqNcLWBrNoYN+oeWHAbTMaYBBZVhIVRpHRZOGVN2+j86w66OkjiAC3NDvXamGtLEVcxWkwmdNc0GhjNKeZW2TNNi+cY8LVQ3dxLiYYvSPcX07c\/cfdO5ZuocKCgr9veEo6lsfR\/chfl7umyJrP9uHSnmhOe69w1wvc1fvl1h8X8NzlQHw\/jr3PSOcQBPEAKSIwxMq2mNq1PoKlXOVUfLXBPXBNJi3uXPke++UDzAKDw+wbwj7kubXLSwu\/7rmjlgzuQV5c+G5fhdFcQdurUBnL0uQaSwXGjXWQyuTm9SsYdTZ++VOPnuM8IWf3qw06\/P57MjJjPZGVp8f29Vdx3jMEM7t4oXSSzNraILZ2g3Big\/3OLe3OLRsuYdgyEjvvwuDy2WC0rCdvac3g8q1wl4hIxPCNHub9lkuyCTSWTF5w5147lIAdHoGswCjhqXBeplw6+LFADwru2tzvwn63SUHaezn2DSqMXoOVK+4go7IHstUGh\/cLo83Fz3s06DXRn8QFQRAPHIHA0OLiv8\/h2xsXcS2nHuYM\/RS1rc9GRn8UC1a+CkTVhT4vHrezfNCry+d4IoB94CV+io+P\/oW76VlI+2cCXj8thV\/k63i+bg32jddg8d6w01XCZB\/G4Kovw9SjHnTxd3Dumi+mrvkKMxt6mvcNqrkAvY+uwYhQGVI3T0S9Bd3x987Hof1uBFp9KUVM3jXomrZF6KUjOBM4Gnt3TEA1LmBDMn6bPhwLTtxCqqQuXv7pfTzbxIetE01I+mMxxj63Cmfz2Osrq2Hykg\/wQis\/8xu5KXkz2tf+Dm1Gh+Lg\/gRkZorR47sfsaClZdXL1N9HIXigGr+lrEK\/AHtZKYFCqbL2nbAVvl4HrU7PCjYZko7H41BwKL6JVEIp44SbFAP6h2L3ysv4\/j8DvJvVxayWKhQ3aoXRZON\/c6\/BVNsThkwdrqVKMGhCNQyL5FpUcjFr3k20ebUuevuJkXf+EgZv9cYvL4Yh768LGP0HEK5Xw1DZF\/6JObjmGYRFz0UhinvTNhqwb9Ul\/HxLgwyxB0aPq4pBkZYaKvVCAt5ZeRfXdGwOSuXoP6IqRlaVQ8SKCiY3CxPevI2Gjylw8rIWuRoRWj9TE1NiHPe85V2PxysrUnHzph4pqRfwzFYRghrE4J3HvaFg8y3+31uY\/VsquLVSxb5+mDq2MjoHFt\/KYczNwc+\/XMdvV3Ws6BHBv3YE5vf1hjcrihJPxuPN9ZlI45Lk7YOJT1dCR3\/2izYHr8w5D6aOF\/QZWnN+Dp5YHUMriZF99hqGb5BhycuRCOM0VFoKxr+fgtGvVcVjHkD6xQS8uzrZnC+MTIF+T1XBsDip5V7KycDUtxLQsJUSpy5rkKMWodXTNfAMkvC\/lWls2nVISTmPZ7YI0+4EmRJPPRWFLT+cYe8XI7ya1cGsFkXvF+4+OxwahqX3oFWIIAiipAhqAgWqN16M92paukiKYMqFtPIsvBITgPjTT2HOyX\/RvnVzKPyn4NXuo\/D3riews9YSvFapYBlqvqna4ch9fQ5k\/eZizZMBuPzJQHSa\/w8mrGwP4eKUXBeIrUDxaDwV6547jA79EjH71DJs6jwL++6ORTV\/dqcmBVldfsS\/q6Nw54eJaDHhZ\/Q6PBmxaTswYeJR9N24FRtqKJHz92doNWohuhyfhUbW10Bj5nmcqPoBdrxfBUpGhyxtQfYoqnTB1KkGxCktAsIu+X3vIohlbLwNehh1RqzcpkX7YQEIsxquidjta36\/CzSphC7sG3cXdTI+2emP57p6F9+CwTnaNY7Bew3kuL37HCZvzUS\/8X6QFbNUqbJyGD7posG4hbl4cU4N7P\/kKv7NikQU10PAxievdg0sn6hC4oGLGPtTAlq9HIGQ7HTM\/ykd7afWx0dsLZt75TbG\/ngHLV+PRlWJpaXDqM7DheAYfDbAGypWxKmNzpv9PWIi8MX\/QrHroxPY0LkGPm8oML\/LzsT7v6Sh9bP1MDpaggtbz2HGz6loPD0E\/s6Sxxhx4NfLWOcRhe\/fCWSPNeH2LTXk3JLcOZn4ZHU2mk+qiadZ0XR112XMXJmJRhP94GfNT2mjyniPjcetXWcxhc3PvuP84VUlCI2zr+GPlHA8FSJBwslkpFULRn0PLp4ZeO+XLLSdXBfvh4qhvpGA8T\/Eo9mr0aghg7lrisuXiyFV8MUAT8gZS76opJXYtIdh98cn2bTXxGcNXBwIrVPjl9V3IWkaic6saO+SZ+d+4Vo5tuWh09OxCKSxpgRBlANcH+QpjULD4ABulAF8\/UJhup4KESscLD3YRe1bXerbVkWja5MA9q1PgpCaYTD+ngo1W3fbrn7NiQxhlH3CfOEdGI7AQMBX6YVwTx0Ssw0AJzA8qmJwjyi2wpUgqltvxMxYhXM5kxByehv2Xr+AayOfwhIuGEaLHEMcErkLWo1KxF71MK5\/jOVtUqyAl6Kg6d+r4Sh88YXLuWWFQdp\/d7DHOwifsxVmfu+CXIUhQ6JYAabHwgt6NOsYjnauBsm+LTePkpnflAPC2Hf+4wZoGBGbXmddAmJ4+8qhUBnh6yWDl0yCQDaRaRoTzAUoV6JLbZX5ZgipFYDw35LYN\/MI+NxJx7HUPMQvO4u1XBeQiYHapESq1oQ4FdctY2SzyRN9Gioh48Z4iCVsJVrSPCpAm5KNG55+mB4uNedTTH1\/+PyZiVu6YPgrnCgMtnLde4VBj6l+8Bdb0hsZ7Wnupsu6lYfrHr4YH2bp7qnWhBUrB7ORIg1HuMRozs8W0fL8\/DQd10PDptND6Ym+tYFPj6sxsIsMuw9p0WygD3zZezEnIQv\/pqmR8OMFrOe6YhguXxRIZ29BiZItZ65rhM2XJxt5WFoZROIy5Qt3vwwbHsvestm4c87e\/cIgxXqffV2Z1s4jCKJ8UIKnkQgSwefCTqhFj3bNLVJkHqNg+WgJ0zpG0eKmag1XxHDGUAWvZVK2guRmPkBsGcgoYd9YDflzLRlB3MzTJ\/JnSHjUHYN1B8cj1kGqRXIPeMntx5nR5yIt0wjPAB8o7b0hcuMe2IressYEAyM3bZetgDduyUKLgXURLjZAb5BAwSaYm+ZqZMSQqbwxc2gxWWSH\/Ikc+Q0mIsv4CL5Y2LhwszsYpiAtYn4\/dywXBhdHhilUdtyYG8YaqNm1lv2mDA\/Dh69EIhxGS\/oEU1W5MR4iNj2eUpEb19copZOsHbiWL26MjkikB5859sZm2Oan1R8YNVsHIHd5Kq7VUWCX2huvVC4Y76OKsORLiMmQfy2+pc0sJKVlFBV2ECkc3C8GLdaz91nzgZURQq0XBEGUE0r8CCz0gBZYrCvYSj8vLxsmeOXPMnB1oJ1tmJD6IdorC+fu6sBUYnBm9wXkoFv+FECn01\/zLmPFlpsYPSkat7ZtxI3YtqjlKYJnvR5odOcDfLmvPxZ0DoREl4JjB1MQ164m\/Fx4KGfvew2Vu13EgisbMTXWXh83KzB0emjNw\/25OEqhuXkXm0SB+KKqHHIJN\/hQC7WOsQzGVCjgvp5ytuKXKhAqN+Jyuh4GbxGuXdJADd9iz+RmmUCnwfZTuejZToXk8+lIDPZFjEIMj+gA1Mi8gZXngjC1phwyxojzFzWIrOYB70KjP2Fv3q5TFCoRcti4mqDIv18UQd6onHsD++INiIsW49rJNGSGByPKkejj7xupEu3jRPj0jzQMHBYEf1ZMJbH3jm+YAspgH8TkXcfRNBmqhxtwhQ+T0wo6O2EJUFUKRDvjBXy7RQxd\/WhUs7aiqCL9UT3jOlZfCMGU6mxZsnl47pIWUdU9C+eLA+RKWNMuhzv0QNalRPN99nmc1CVPP4IgiPtBgZuq7ii+2fUhLmlTcC0vHV9tHgwvVQdM7zIN0Q7eKQu2eqBq7SchOTAWL13yR0jUbLzWvFExgxadiA9FFUx6uQ56D+iPf+pVQWV\/D3OrAfc2qi9uGXJlMAL\/eBX137+OdHkjvPbrUMSylYkotBuWrbiG8c\/2QXQm+90oQ9yA17GqbU3n4ZkxIuXibTDVOqBNmCXLpNyATiEiKVtxSAvSbNJh7aZ01O5VB5XMp0ggV9ic407YWmtgD2\/M+PYcLlZSIZStwPl1vMxTTO3WPJY1MCCVwvfSTYzcpUa2xAtjJ4SBGyco8gnAnPFavLPiHJ5UMxCZRIhsHI35VT0KudOaWy9KVLOJUa9LCETfX8TQ\/TJU4sZA9PaBwtsXLw\/zx6yvT2Itey2pvx9eHBfofPyFJQJo81RVXP\/pGka+etPcwhVcLxIfDVZA4eVjDfMEfreG+dL4IPi5El+ZEj2bSjBikx5jZhUMxJT4+GP2ODXeXXkGfYX5Us3TBddeMep3DQWWXcDQvwRpdyE6dmHvsy3sfVbr8drW+4wgCKJ8UOCmKm+OiY+vKrSTm\/LHDX9gmOZ45amV+ds9Iz\/Dd5HCI8UIqvwyPmD\/eIptvfBqiZU315hnmXDH+nb\/EvG8+ydkqDr6M5wfXfgUc5fL5BU4Zg67Lg6fsGyvu3+j9YhWWJe0r9Dx3HRBvtE\/pONkrD892W50xMG98NfdXvbjymTh0IYMDPhoHOq5qBFyryViVa4fPqjjnrdUDpHSG+8tKHCK9apdBVtq5+9FVKs4rGlV9Dz\/djXwo\/mTD5bNtmyr+jIfjg8+\/Kixw2sG1AjHR2\/Yn08p9vbHNx\/4lzAVlrj6VquEJW+F26wXIUIEW1F\/x\/6VFLGHJ0ZNqItRdq7lMEyFl938LFiYS4RqvevhSO+ipwbWjGDzxf4cW+f5Ykn7N2+Hu2XlT\/4+e9+N9xlBEIQ7cPjOwwuEUnVz3CNKeg1hGsq0uqLIH8O37cbwEpziGReFtW+W\/pKEfUp6Xz7scPfZ73MfdCwIgiCKQo2qBEEQBEG4HRIYBEEQBEG4HacCg+tWKHP3QjHcy6Zud8WdzKvKF\/fjvryXVOS4EwRBuIpDgcE\/AHlX1Ir2QOQe4u6KOy+CHmQe0JgDCw\/Dfcm7rhIEQTzMFNtFwj0ITboj+PD3T9Ck13J09HSvzwE3U8U+Wpz78Uf803IURlYv+SS+YtfLcBGh7Xxxlbytk6XbHVMrGMasNEx4NwlT5tZAE2WBEODzsSzlw53Li0gLJlw7nITzMSHoGeaeci\/D2Za4xLJxCS0cF3fclxnHL2LIvgD8\/nxQkVVvSxRLcmglCOIeUqIuEvvukPcKAyswvsWKwKF4umbp148o7Rsun27eGbNYdHlYvisPPSbEwoNbNpvzhliVgPRoFTJzjdi69jLOeQRjRmfPUjqmWihbxXd\/Eam88dpkFUJlnBAoEGci88qjpa+phPdlQTgMrh++i51ewegVUfZ7tKz3OR8XWzv6ctMSRQ6tBEHcYwoJDJP2BNYeeBs7kjIhkcjgF\/UqXmvRFp7mdbuz8N+JadgU\/x8SjNXxVLcv0CeQfX8yJWLv\/uex+m4aTCIGElVrDG3\/Ctp4Wx5TJs1WvL7mB9SqHoILiXeRqxOjabvvMCLYsVdJzt+fYsD03bh4PAN3b45Ci7elCO\/zJlbMqgfDX3PQYJI3Nvz7Euoq2LfkpO3o02QZBh\/8GaN8D6J3zMswtK0FiU6NpNRgjFs6HxPreRbrpsrBOaaGDNJgTfJK9AuwGpOxaS\/shWKfu3\/fxZGwcHwXZbFoh9QLw4dXNjtg\/njGAO\/mdTC7pUexjqkcQmdQKRtYQF1u0Sju7ZHBnWM3C7mNThsXY3YbNTutzrpUxBl0WJQUWWeump1Bv3klKt8ZdNyCZIyfUxOtPEVIPR+Pt62OqZwz6MARVTG8qmVdBVN2Oia8ccvqDKpFjhpmx9SpsTLcPX4Dr65OQZqEW2hLht7jamJMNFehMji94SI+OpGLS+kqfD6\/pqAFo2gaeMdULg2vzr5c1C02qmj+CwWK0KE1Ne0CRm9Bvkup4fJNDP\/JhI9mxSBOajEqe+Gd2+j6ch087pGNGa9ehrGaByQGE9JypXhyVBX0qyQ1C4G0CwlF8mVYnMzpehMFcdEhNfU8nt4MN7jFmnDlz+t4bVM6dB4K84qkBvCWvqUMkxxaCYK4xwie3Fn4++Dz2K14Ex8Mbg8fsQZJ6amQ8c9xYxIyghfj\/TZhuP7vYLx78l9069QWSpEP6jX6khUUAWxgRtw9PxqzDh9A466dwUsIo+4CbvjMx9zmsZAxWmhMzqtZr2bPY\/vhsVjTqROWzliOrU8IlrxuPhJPicbj62NT8EUrFW5u+BFnmz2D3pHsAzCb8wxRw3f0+1jxZACS189Ay4mr0OPP0YhKLd5NlXNMnTKFd0wtoNi3ToGTZYDI6u\/BO2A2qYTOeosD5sc7XHBMZYzY\/8slszPosrctzqAJ8To23xgY2MqxiNvoTyloND0EftxFrc6g83mn1S0ZeHJCYL4z6J5kizNo\/ImkfGdQQ2Ya3s13TJWYK8ixy26j2axYszMol3Z7zqCMQYPNG1MRPbweltZmD9QbkWoqyKu6T1THt+0tXSSMwPPEaC8NVsdUP\/MBdtxi2TQ4a8PiHVo5l9KNXWri0\/oFniGKmBB0E53D2huReJFVGHdPsoKhcijamO3auew2wrtVFbzdUIb0k9cw5qe7eOylSITkpDvNl9LEpbRusfrUNLyzPg9D\/9eQFb5GrP3iNA6VMUxyaCUI4l5TIDAM13A00QPturVgxQW3QYkQ\/0rmXea6QVoFLStFsidIEB4SDSY+zWzloGRFRdqdhfj8wnHksHsZ3VVkyROQx57kYX3AiWV10SWmMsyPWpECyrK8DCmqYMyUMHT97BDealIVKxbFo+enrREosppMqWLRq5k\/+5YpRlDTdgi5tBHnc59BgAtuqqV1TLXrZFmsA6YD2If6vqtA9ykFzqDhlSyP\/DwnbqN+3AF2nVYBlR1n0OaDfM3997l3MgSOqch3Bk3Tsyda1aVdZ1BGijpshb1izRV83NQPDav7o3Vc8WNlnDmmOk1DaZvnpUr0aa\/CtN0ZmFjZGzv2adB6iB98+fuFvV7rGKnZ3M2vsi\/8kxJxXcvAx4V8KSmldYvVJmbiToAfHgu0GPw91twDi46WLUxyaCUI4l5j8+Rwbvld8FwVm502ObRpy\/DpiXSMemIVWnjKkHv7OUw5Zn1jtR4vEqugdIvTJocEMQOfQa33l2Pt7tpYru2JVc29BftN3Mu0JTVGA0yC1ofi3FSLdUy1RzFOlg4dMEuNc7fRIk6rZuw4g0YXZALvDOpo6IJdZ1CRBC2eqotf72ThnwuZWPvNKfzeqw4+b+fhgolbadJQesKbhCJmRwL2ntdgq8EP82MKN0EYTNYLmQq7rRaXL6Wj5G6xnK+tecaM9ZtUYhuh0jvQkkMrQRD3ioJqQxqL5qFqfH\/2IHq06gQ\/sRYp6anw9o9wOm7AZEyHQV4FkSquPT0Dpy\/\/i1ymqRuiJoLKR4zM25kwwrdQpSUJaYPnOr6NQU+fQr1Zv6OG4MWZyb2IX7fewqiJkbi1bTNuxrVHDQ\/X3FQ5x9SY7pcw\/\/J6TIt10g4uwO1OljIl2lcBPt2bbnYG5bpcEhO08A1XOncb1ToP1pEzqLKSn9kZdM3FUEyrKYPYoMe5q\/qijqm2MEYkJBoQWMkX3SO9EZqagXnxOhjgXGCUJQ3FUeBSWnichMTbB0OqX8dryxJQ9fE6EL6QMzo1dvynxuPtVEg8k4q7wb6ozMal1PniJC4ldYvlUYT6IDIrGRdywxDqxeDM6VzoEFimMIuDHFoJgigrgketD5q1+hR39s\/DiyvfhkSiQGA0N8jTucBQBY5G\/4AZeH\/zKYQqlPBUhOV3jZQNDzw2cwhEo4aj3tcBiO33Fta8Ud\/aF++FVpO6wXvNOUweFA2hFBApQ+C\/8yXUf+8WMpSNMGfFUMS45KZa4JjaNsw1cXFPnCxFErTmnEF\/voZRhZxBlVA6cRst9g3WiTPonPEavLPiP\/R24phaBJMRRzZexLKrBnNrloiNy7PjLK6gprxsfLjoBs7m6XEhQ4d3P\/oPvr5+eG1iFKqWJQ1OsbiUMsvOY+ifti6lEjRoHwiPf7MwoImqULOdSCaD17lreGqbBjkyL4wbH4Zws5NsKfPFWVxK6RYrDQzAKz0z8fbnZ\/Gbj9QsWXjRIimtA60zyKGVIAg3UOjxIVY0RP\/Ov6O\/7VEyJ26qkih077AG3W3P4cNU9sT84T1LETUxAtrNxIHrM+3s0+Ha7mOQPD4Nj4fbvC\/LQjFo0QqsCbZt13XupgomE4c3ZqL\/h2NL7JjqbidLiacXRk2oVyJnUOdOq5ZzHTmDlsoxVSLHk+Pr4Ul753h44+UX6toNr2xpcIbFpXTpu5Xs7GMQfz4bkrqhaO1rU\/NKZOgyrDYW2GmWcJYvpYtLad1ixajaLg7f2x3EU3oHWkeQQytBEO6gwr2fMNlHMK7NDGzSNcWHW9qV7U1NiCgAw7buwrASnEJOluUfburr2x9cxn6DJ56fHuBS98ajjrP72vHCeARBEIWpcAJD5N0CS08etL\/Ppy023217n2NElGe4VpHZsxs52OeDTz+oZ3cf4RiJ5OFdE4OWcCcI91HhBAZBEARBEOUfEhgEQRAEQbgdEhgEQRAEQbgdlwQGoz+K99d8hOZ9fnG7m6o99Dc3YdyIb3DkvwuQz1yPf2bVKDJV1nh3Pdo124G3zy5ER7eM3NPh5BtPoMVCE5r0HI9flg1GZW62KpOHnC9fx60FR2Diku7TEKHL3kNQEx9wi3oZjizF9WeWQZPNQNJwOCovnwwPf0lBOoYtxOa\/1Zh4ZBveaVh60zZ7uMW91aDBwnlnkDK8AebWsH87OHJFvVcYc7Lw2ZdXsTeHW10zDB+PCUXQ\/e4aZ\/RY\/\/5p\/NWrHj6s6+K05eKC1GThpTk30HlWHfT0uf99\/SVxYSWnVYIgykq5bMGQRffGD392xaHnnsA0B8dIAttjyfoGiPZ051NNhrgx72D3Bw3y\/RiYxN248\/p5BB\/Zg6CaEqg\/G4LLz26B319DIdWeR8KI76BYsA5xT8qRNqI3bsxthRqfNTZP7zOnY3d1vNrEUSpKTxGXSxfdMUuDxNMXr0\/xQJizpafdiPpmCnZLwvDTvDD3zRIiXMfJvSSUWuS0ShCEM1xzU+V2Mlk4fXwqNt4HN1XnaHF07lQ8u+4CTt6qjy3XC1owmOzDGFztFRi714U+IR7nrvliyuovMbMhl4Li3VTt4hEMub8Jxgwde5IE+jQdpLGh4FY+N17Zg+xMVuR09ocpF\/Ad\/xgSJu1kn8+NoXChVrfn3uoqRVwuXXTHLBkM\/tt4Kd8V9bN3C1owinM+LY0TKfRqfL34CvYnqpGSloHp7yXDq1IY3h4RbG7B4JxdJ869XcTZdUqMxKGjaPyf5zB6jwlhOjUMnNdIYg6ueQZh0XNRiHZVXhv12PXrBXxvDMGHw0MQJnWcPrVT91YuLAP2\/HoeP97WIlPsgWfGxmFQtNS8WJlDV1STHlt\/uoill\/Tmxcgkvj4Y\/0xldA2ylL3jfBE7cWF1gpN7SThJlZxWCYJwRrl0U3WOAs3nfosDkyxdJEXQ50De\/02s6euPK58OQsf5\/2DCyvZQJRbvpmoPkU9zRC5pi4vtGiOBreRElQcj7s92FoGRcgMmnygwe2bi9KhcxG5uAFH6Bej1DCswihcMjtxbi8Wey6Ur7pglRlTIFbUIDpxP5VmlcyKFTIWJ0+viqf8uYchOXyyeEQIv20vacXZ15tDKoYwOwyddNBi3MBcvzqmB\/Z9cxb9ZkYh2QdQxei02fH8Nv3uG47NhQeb8NjpLXzHurTDokVe7BpZP9EDy4csY81MCWr0ShfA8Z66oEjTpVR1dAmTm3+OdP89j0qo0PDYlOD9\/7OWLPjXFoQurU5zcS\/nFR06rBEEUgxvcVPVIuv4pPrt6Grn3zE3VBJ1GD4lCAUlxdYIqGl0ac26qEoTUDIPp9zRwhqmmIm6qGmTr4hDPRrSRkmHD17JXsXPl+K24MfoQgvf+g+AWEuS8PQo3Rq5G9S1DrW\/jIkjbv4Zq7FuyQr6mRKkqF+6tZcGB86npHjiR8thzdnXmMhvExs7bTw6FyghfLxm8ZBIEKoA0DVfaxd2IJvz96zkc0Hlh\/ryA\/IpU4yx9Hs7dWzmTki61LcuVh9QKQNiqBFzTMghw5orKJjb5zB3M25+FLJEITJ4G6Sof5LJJ8BIX5EvP2pJC+ZJ9NwO3\/HzQghM3ElkhF1anOLmXLC0Y5LRKEETxuOCmaoJBq2GfoSIY2X\/VEjG0Wj1MRrYy0bOVatYyfPFfFkY8sQqtvNzsplqquoit8PPdOEWF0lTYTZWBycSwcSt8jC2mc7ug8WyHqCZ+nE0IPAZ2geiLXdDmDYEqOAbirFMwSsPh1UwEw57bYPxjIHPRaKpiuLc6x5Hz6b1xInXg7GrGsaOoWMRY4icSmf+RsEcaXTQ+iWgVh6n6O3j\/52TUnRgKfgV6Z+krzr1VGGdz\/IpJg+bOXczdosHUV+qig78YOf9dxYANBceaTKzSYJU3ly8ajQZKpaXNyqA3QCxWQqfTwSSW23FhdQ45rRIEURZcclNVKFXss1kEpUJqXulOzrUkSCRQycQwGdJhkN0LN1UxfELYt8KLSdCiGhTFn+CUom6qqThu46ZqD1FYNYgTdyL7shqKOlLo9h2EMagh+\/IugqRKR3j7Lkfa9kR49pcjc8khSHp8wb3Yu0S5cG+9B5TVibSkOHMUVZcpZDEiq3qjbfWqOPfhOczd54VPOnoWmz5n7q3QabDzjBq9ze6taUgM9kUMey85S4NJa4DeQ4VYb7HZxfafI5nIYULyg7RdvlurtdjSykO8EZWdiUt5gYiQaHHmv7x8F9ayUBHuQYIgHjyuuakyhd+r+K\/cP6qg0egXMAMfbDppcVOVh0DJv4mxD0OdVlfoXCP7gDWwYSskXLcE+4YlYbeZuBYPBiKJDFKREQaj5XvMsCno0PdF1Ij1Qky\/d7F1QSPI0w5h5qCP8U9mKk7Gp2NihyfhH9YJi1ZMRh2d1nyeTm9kry8xx5BhTNCyb3V633ZY\/ONFTH2uD6KzLG6qsU\/+DyvbFBUYBh03TsSSSFHVYYh66xJud22Hu6yoEvk3RvjyiVCYRURN9vMY3Hi6L\/6bzkDaZCQqL2rgokFUOXFv5WDLaesX\/2If3\/QjVWDMzNoY7pfn0BU1zklwpXZoLSXOHEXLJjCsyFUYNTYSz354Bcur1MaYygXp65VnMqcvomEk5lUqaD2r2dILHv9q0buuGBLuByOyJlwqhff56xi2XY1siRfGTggDN0ZS5MwVtXIYno68gP99fA6VvCTw8pDBU3CTyeWWMU3cS4BIkL+cC+uL3XIwf\/FlbPKVQcZmfpkbHMhplSAIFymZm6pJD60e8Iz6DN9FWfdJotC51c\/oyIoGpZytgK2igmEszdIiRU+8Paxv\/tiJwvWLEUaREgqlmH1I66HR6KBnKzelkgvHAC0rHL450ZMVHSbrGAkplGEdsPjPtpZrsMfKJZbxEwz74Fb4dMBvd9pBz77B6VmR4tv9K8R3NXEGA+ZBmZU6TcSqf6dCwcWTH9dh2w3PChIDI4WnSso+jLluFFYMPfsJaj1rL\/vEkLacgLgLE0qe8+XFvVWqxLS3mjuYDuzEFVXm3Pm09E6krNStWw1b7VzWobOrE0fRiHY18KMlVCybbdlW9WUX\/EdEMvR9pTH6Wr8qQ0Ow5IOCVgM+fWZBy3VBmIQjeBgkXsqDqHYYOgYrzBW\/OUilDz78qLGjCzp2RZXK0W9MPfRzdKaXH5Z+5A+9Xm\/TmmFxYf2xs8zye3QD5LRKEISruOkdhK1ouVc3hmu5EJv75fUuPc\/YYznlwZ0n4kQAe6IgHK7vvGAsR+FrSNnztFxHuoQPh98n4vREfh+7yGpexIUj5q7lMGIiKPyDYVg9D\/1ThuGbxQNQhRM+otK\/cutvb8WU0d\/ikC4IY2zHZZB760MBd39wLQj5IkObg\/c\/u2l2b535XCB8SjP2qBRwAsLcCmhzv\/Lb3YXlHqRpqQRBFI\/bGjlL+xgV2XxxFo7tsZZBcSIn12dgMhhgMJqsA+K4\/zt675KhxnPLcOF59qPJwL4N6qDViCCRySErduqKgxAje+KbnT1LdS5RcSgkMhRe+N\/\/6pq\/l0WclhTu2vbgW1j4bhSCIIj7xT3vRbV5n0JZXqaYIl9ETgUJY9RDZ2Qf\/gqluYuGMWqh0btwIbEUcqXMfL6WfTgbxApIaTQb4QReZHDdFDKZ7IGIi\/yuGOu\/fMsFiQyCIB4E91ZgmKcFmsy+BuZGAMYIQ6kVhgkGgxESmWWch8HAQCxzPsWUb7EQwdJMbDSY4LgFgz+FjS\/XPcOdK+LONTo\/niCs8CLjfsMLGw5ulpdUavlZGwwGc7cNFy9O9BAEQdxP7nELBvuwYwWBTqeBxjzCnRufIS5dlS2SQiYymgdmmpdIksghlzgXGOZZKUauq8NgFgvcg1dU3MVZ8aJn3\/asc0gglsqo9YIo1\/ACghvgyd3jfMsF95kTGdyUcu4Yd47FIAiCKI4iAsOUtxGvrt+FEQM\/RT3bVRfFMiiVtg8qMRQqEW5cXIqrIcPRwVcJsVwFJWOZqipihYBScBVum8w6GFOhUgrCEkOuFH4XQcqtv2Ed1KlQSszdK1Lrixjnptq66Xazm2onH2WhOBVcnw1Docpf3pg7RiY14srSiRh5YRJ2vd\/YOgWXDZ+5iv+1eh+xvy7BxFjBtA7G8QJOBFEe4Ad3CsUFv51vzSBxQRDE\/aaIwBAr22Jq1\/oIdvDabu9BxTBa3Lz0Hf5SDDQLjMKVctFxF0z+ebbra9geyBQ5lj9EHNAOS9bXN7upOjvPViCYMo9h\/oc5GL+9PlTCh7GqBqZOlqDHvEMYurQduUMSFQpHAoKEBUEQDwqBwNDi4r\/P4dsbF3Etpx7mDC1owWD0R\/H+qtfARNaBQZ2A21k+eLzzZ2Y3VXXKF1hw8A\/Ep6YjI2cMXjwuRUD0bLzYqK4TJ08Trn89FC0+F6Fy7lXomrZFyMXDOBM4Gn9sH4\/q4rv4eeI0vPWnxaFVGtYGb\/zwOobEKlF6N1XzEUj980fsDOuHtyrZTrUTI7x7f4TO+gF709qwaaNZ\/gRBEARRWgQCQ4HqjRfjvZqWLpIimHIhi5mNVyr7I+G\/YZhtdVNVBU3H3D7PYP+WHvij7neYHe3r8sU9Gk\/DpplH0br3bcw6+R02d5mNfXfHoHqkLzrMXoJBlQMgFxlx9esR6DDjL\/RY1xW+pXRTtbhOanF2wxn4tp0Kfzv6QeJfEx38LmDjWTX6tPUsegBBEARBEC7h+iBPaRQaBPlDBAl8\/ULBXOfdVEt\/ab8IPyh9ghAYqIev0gvhnjokZhvArfAZv\/1TjP72X6SJpGAyriDZNwFZRsC3uDV+HLipepkbOXRIupIF71Z+sDumXuaHyr5q\/BGvAQNP8lkgCIIgiFJSglkkIoG5dXHTQ12DW1nTvNKmeSlvNnyRCQYTA\/XpbzHqnXS8e3At+kXKkLl1KqrPMbm4hoZjN1XzQFKVBEa13n7sGQPYXVCpJCQuCIIgCKIMuGmaqggKmRi5uVkwwbfMHgXG3DRo\/eJQK0QGmDKw9+d\/kGFq5oZ4KlDlsVAkHUuAFtHwsN2tScDx5GC0qFL6dhmCIAiCIAQCw6Q7im92fYhL2hRcy0vHV5sHw9ujI6Z2mgI79ks2eKBmvYFg9j6NZ88HIKzyG3i5cT0ngzyd49VkHF5tMB2DO55ElSAlfP3D87tGTBmH8Wy\/BTianoIT8WmY2KEfAiM64+tV01G8hZUMcX26wWvoHlzStEADGx2hvrwXB1Qd8UtVEhgEQRAEURbyBYZY3hwTH1\/l4DCrm6oVz8jP8F2kcL8Y3mHPYcHQ51y8rBgxE3\/BMfPnujh8wrK13v6N1v3RGL98PcbbO9WvJRb+sdZBuC2x+vbv+d98u3+J+O6Fj1DVHoLnq4zG4kNZ+Kqjj6ArJBdHFu9E5ZmLUIv0BUEQBEGUiXvuRVLukITgqc+fRcZfd6GGT0E3iToJt6tOwufDox7BTCEIgiAI92KuS7klhh8lZNFd8OxwcAkvWLZcHo2nnuM6g4x4xLKDIOzCLTFOEARRWswCg\/MxUHxtZ+0LK9qJXQp9z8nJgZeX172NGVEi3FkmFa18+aWyH2ZKWybcy4Mwb1zJJ+4Y3jyNIAiitFBvAFHhedjFBUEQREWkXAsM7s2U++MsqHnbaWdvq7aOkcJjhfu4z1x4\/GdXwuKO5+Ih3E8Uz6PQukAQBEEUpajAMCTA+PVXMCV7QNRtPKStgh5AtCyIzBbvlsqJr9yLq6ycNQcLvwvFgithccdTRVlyKM8IgiAeTYoKjPT\/YLoRCcm8iRDTdM18qKIkCIIgCNcpKjBMBnarB0TlyEyU7x7h4ZvdqdIv\/9jrsrLtrhLCl3VpylbYpebIppwPlz\/WWSsXQRAEUXpsBAb7UE65A8hDUOb1vt2IbXcGVQIVB64S58e7cHCzGhQKBTQajXn2ErdfKpXCYDCYy1mn05m\/c3\/2wnIkUPjrcOcrlUpzeNy1uKmWtmN3bMUHPyaHuz5\/PEEQBFE2Cp7ipjSYvvsUhn+yIH56NkQPePinvTdM27dTfr\/tAEyO4gaEEvcHrlyEZcMLB5VKVeg4TmzY2y6kuPE1nDjgz+euw4Vp794QQvcIQRDEvaFARogDIB73JmSNv4Jh679gmneF6AGus2OvmVw4I0T4r6MFgajieHSxHRxc3HEEQRCEe7Fpp2Ar9YgYIC8R5iUuH6DAsNeMbW8bQRAEQRDlj6IdIdzoTsZk59D7iz3xQIKCIAiCICoGRQWGwhvQXQCjZSCSU4VOlA3bGUAcJBQJgiAefooKDJ8GkLT5F8ZPF8DUedwDXWhLCN89Ihy0ZzubgJs1QDNOyheuLGhGEARBPHwUFRhib4iffJb9u\/+RcYajAZ1CAUHuj+UPR+tRCOFbOUiMEARBPDzkCwxbx9TyBC20VXFxpYw4YeiKECEIgiAqDuXa7IyHuj0efqhMCYIgHi4qhMAgCIIgCKJiUW4Fxv1cB4PRH8a5te8htPdvCPSwP46DUa\/HyU3bUOXJr+Ajs1zXlLsJl\/\/8GtkZFyCrvQH1GtSE+97DjbiydDJGXpiEXe83hod5mwaZs6fg1jcHoE1UInTvfkS29y44Je8sXum4AHErvsGEWLnbYnIvEJalcNVV4b9CuG4yviuFH+jLH2d7rqN7RbhkubN7x9E+fulx2\/jbnssPNuZXniUIgngUKbcCo7ytgyFStEf1Tg2glAos3D17o3rPrkg\/2hu33Xw9JusY3v0gGxN2NrCKCw4plN3HoMqQCUju93zRkzxqYtoUKXrMO4Sh37WHTznodXAkCjmvEM43RC6Xm5f05iplXkTwY254QSBcDp47j\/ssXCae+8yHwS8Pzl+DX4KcD1e4XXgdLmx+P3esPWHA+5tw5zrzOuHD5\/Zz6SMIgngUKbcCwxbhmyuP7TRVR8fAcBIXN8yBb7c1CPWSWfeYkHthKC6mzET95tz3LKSfnIBb8SehMdVEbOevERrgyW7XIuPEFNy4eR55ufVRZ2BBC4ZzTNAmLMLloyuhMbBfJdUQ0epDhIf4u5JapOz7ATvD+uGdSsIWFSkUbdqwUboI+00lYkT0GICQ17\/H3rS26BNYPt6ebVsWeEHAV+RcRcx7lPBv\/batExzcv\/ZM0Pj9QjHBX0MocPjWB\/5fezNXnHmXcCZtPM68Tvg40qwmgiAeZSqMwODNrOxtL+4YSGPh55uBzPRshCq1yMk0wSPAF7nxifCsUpWtli8DxkQYApeiwWMRyDrxJC6f\/hvB7Tuw+xTwa7gUvjUsXSSuwqh34PKhIwjpvB3BvkoYUj7D6b++gG+fOXDQCyNAi7MbzsCv3VT4l1AjSPxrooPfBWw4k4c+7bxKdvI9gG9h4N7quYpXaMeu1+vNlbawZYBvyeArf95lVdjCIGyZEFbuwm4UXphwxwpbQ\/hwhGup8DjqnhHus\/XBoS4QgiAI+1QIgVH2aape8IwMR0LCNahFy3BmvwY1+8xAdqY\/fFmhYUYSh8CIaLASBR5BlcEkpIKrkkpbfRjStyIr5wJ0fw1BvHmLFiYmDgYjW3lJiou3DomXM+Hdyg+yYo4sgswPlX3V2BuvAcOm+0H3kvCCj3+rF1bufIuAbcuAvfOFn3lxwSFs4RC2TNi2atgea4\/i7iea6UIQBOE6FUJglH2aqhiK4OZgrhxChjEPwVVESEs4jFw0RLiHDGYlAe4tmb8A96Hs6zJI\/cegTq+JKPmK62LIVRIY1fqSx4IxgD0NKvb88lgduvuNvyT3QlkEAokLgiCIklEhBIY7kHi3giJvJpLEQxHX3AvX9i+DwW8ulNxLb5m83cSQKhXQZyWxYqBgFonUvyeUuQtw9+4ARIUHQWRKQXZSMjxCaxXfgAEF4lqFIelYArSoLBjk6QKaBBxPDkbLOFWpUkMQBEEQ7qDcCgx3T1MVSavB1ysLSYFt4eGrgof+Q2gr1URxbRWM7jCu7JmPXF0K8vLScGlbX8g8uqBah2ehMrfIy+BZdTo8dr6Af9Z4wSPmfdRu2gxiVTdUb38Vl48+gX90XEAyeFSeheqcwCg2tjJU7dsdnoN345KmJRoo+e1aZM15Ctc+OQ9Djgbo9hhSY55AtX\/fzT9TfXkvDqg6YkVVpd2Q7zd8lwhfdraDNnmE4yb47cJZJLbn2U5zFY7t4MMT7nd0P9mGbTvF1Nl0VNsBxvbCtU0nQRDEo0K5FRhun6YqCkREj\/8QYf0aN+BswS5ZS9QevC7\/u6zSV2hayfpF3hJVe6x3GrTYoztqsoLAZisU4VNQp++UUkVXVXsInq\/yNBYdzMSiTr7WlhEFfOb9jgbzih6fk8P9PxeHF+1AzAuLUKt86It8kcBV3Py0Tq7i5qaoCmd5cNu5QZ\/8IE1+MKawzIXrUPBw4ahUKvM53H5+oK9Go8kPn\/vjp6kKPwunxXIIp7jyA1P5dS3sTUcVjidxtMaGvVkvBEEQjwIV5un3yLmpSkIwfOHzyPzzLtTwda2bRJ2E21Un4YsR0eWmYIUVM1fZ8hW+Uqks1NrATysVTme1FRP2BooKp4QKj+fCF4bN7+fvF+F9IhwcaitK+GsIZ7YI1+Dg48uLF2G4xQ0qJQiCeJgpL\/VQsTyKbqrK2O6YGVuCE1SxGPlCSU649\/AtBfyUU34bX9kLK2q+8hZ2jQjLVChI+NYO2wqcn\/4qXEvDlQWy+Gm0vEgQTqvlxYZwWi1\/LW6\/cHqt7QJgXOsKiQyCIB5FKoTAIDfViouwZcGRALRdrKo4oWjbWmGLcGqqbXiOFshyND1WuBiXsEXD9t6zvSZBEMSjToUQGA9Nt8cjiHBwp7B7Qdi15cyDhD\/G3qqe\/HfbrrHijrcXB+E227jajrWwdxwfjjDNwm0EQRCPGhVCYBAVF37gJd+lwcF\/55cL57tFhIMuhWMg+EpdOIiTP4fv9uC7N4RdLrzw4I7nB2zyn\/nz+XOEcRMOGBV2ofBdJ3w3CXc+d11uoCnfMsKlS9h1QhAE8ahSbgXGPXNT1V7FxwMm4osrXmj78idYOjqm5KtlEi7DV\/y2YoIf5MmXqXAAqG13hXBAp7BFhBcFXIUvbIEQdmnYW9K7NBW\/cLYLnx5+u3BAqSOjNIIgiEeNcisw3D5N1Yru9p\/48VhVfHvhK3QuD3ajDzncGz1HcW6o3GBIrtVA6HTKIfQdEYoHobGdbRcF3zrCIWyZsB3LY697RTjLRCho+RYQ2+9cmJxjKj+wVBhn6h4hCOJRptwKDFuEfd62FQWHsz514bEmgw5GhTe8pPTwvx\/wb\/TCtSbsLVDFwbVQ2LYQlKa1wdHaE\/ZaFpwZ6Anvm+LiQbbsBEEQhakwAkM4a8RRE7Tt26ntNm7NztxrF5GuCoP3wzWjtdzCTynl4N7suYqYazXg4CpttVptFgTClgluP3fcg+hqoFYHgiAI91BhBEaZMSRg2chnMH1FIrosW4\/qiuJPIcqOcEqpsNuCb4Xy8Ci8hJiw9YIgCIKouFRIgSHsIrHnQWH3LVQShmd+2YKu\/aag6fwtuDFsEuLkhVdjtOeXIYTebt2HK61QBEEQRMWlQgoMZ4syOa+gJAiq1wjBGTeQahCxAgNF1k8oPgyCIAiCIIqjQgoMvtVBOIvAVhzYLrSUD9dawRhgNO+331pBLRgEQRAEUTYqpMCwXbrZkRiwt13mHQRV7n4k5LEiwrPANM32XMI92JvZY9vFJfQNcWR1Ltwv3C4Ug872UZkSBEHcXyqMwHC0hHRJkYR1xNzxWzGry0Cse\/5jWmjrHmNvZo+jLi6hKCyJaCzuHIIgCOL+U2EEhtsqCkkAer77LfvnnuAI59jrqnK2nokQe+uY2DumNPsIgiCIe0uFERhExcReq0Nx65nYO5YgCIKoWFRIgSHsLrHtw+ewXSFSeAxRfhAu013sNGOCIAiiQlEhBYawArLtwy\/uGKL84GyZboIgCKJiUyEEhm1fPf+WS5WR+zDeXY82Tbbh3fNfoZnL2arFme+\/x7+PPY2RNZRFw0w5iJm9XsbaFAWCm03Fxp\/7IyJfUxhxZelkjLwwCbvebwx+PU\/DiY9wYawScb\/44Hrfy4g5\/iaUKrbMsw\/jcqXhyNKrIJFZWj3EVYeh+sH\/QVn00kXimcvGU8fG099OPN0Nk3Ead6e8juQdd8CYxFD0ehVxy\/pDViF+bQUw7D1xsdkORJ5dCE\/v8v9b0\/\/+NC4uHo5aO7rBWeeb8c\/\/4b+O6+H30x+o\/FQYjBeW4GKHk4i+uBDevqW7NpN9AJeqfYSQE6vhF\/bgX2gc\/Y7M5J3FKx0XIG7FN5gQSx46xL2jQjzybPvqSVi4H0lge3y7sQGiPdm8zXP1LB0rMJbg54AhdgVG9rGfsUr2HE5eHoQQmyJjso7h3Q+yMWFnA3gUOROFVlU1mcwLlgCKSETs3YKwRpYzOOHJNYLYc0m1jWceG88cNp73XGAYk5Hy9FhkBLyBWvG9WFGRA\/XhWxBXwFtWxN4T0esbQOFZASNfDCKRGJmfbIB+4ASnYuShxKMmpk2Rose8Qxj6XXuQqTRxr6gQAoNwgez96Bn5BoztakOszUNSajAmLFuAifU8wT0\/TMmb0bbmt2g7JgwH\/opHZqYYj3\/\/E95rIcWRN6Zg+trzOHmrPrbdLGjB4FoNBsa9BFOPetDF38G5a76Y9tsizGzoieyjn6D\/tF24eDwdd2+MQNN5UkT0nYeVs+tDpT6L2f1fx6YL53H31kl0a7YcvvUnYMU3vRFufrljkLLvB+wM64d3KtmsxCr1hDRQAZHMgxU9XhCxNbOY\/WMEA0N5AZG\/DkruUVxm4ylm42li46ll4xnGxjOIjaeejec1Np4aNp4mNp7n2Hgq2XhWZuMphgm6PYtw\/dmV0HGiSlkNod98iODW\/pb0s3l2ns0zbzbPctk8M7J5FsDmWVgLT4fFYIrfh+TdwQj9rxtk5pdDL6ha1bLuNUC95l1cf2kbDKxeEod3ROSvc+Abo7C00DhKw\/YXcPX16qh1eKK5FcR0cyXOt9qD6FOL4BWAYtNwsc4yeI0ORd7+BHMa\/JctZ9OghGbtO7g2cxuMMhWbz6EI\/nUpQhpxr7la5M6bhLvrL0LN3hNVrwtbMAzQ\/PYubry8PT8NET\/Pyk\/D1WqvQNS9LpiEeHMaQlZ\/aU6DUwx3kTJxGpL+TGMLk4E4rA3CfngdfrHKYsLUIO\/r13D9zcOAfwSUtVNRdDK7fSRxPeAl3oDU0yMRLIieuRxqvIfgv3+DH3tv6rdNwfm3O6H2X\/2h\/XoILn\/GPjRzr0LcrB3EFw5BGzgaNXZOtEx1NyQjddowxJ+4BaOkLiJWfIzARl7cXVGm+8xw4kfEf6tHyPtjobSnxu3A\/44gVZl\/RygkIsSI6DEAIa9\/j71pbdEnsLDESvmNzZOBavyeuhr9Akh9EKWn3AoM\/q2UVtV0HUavhu\/o97GyXyCS1j2PFuNXoMf+sYixlrIx8zxOVP0Quz6Ig8KkRY6eqwFFaPHmUhyabOkiKYI+B\/L+b+K3JwNw+ZOB6Pju35iwqgO8m8\/AzqPjsKpDB3w38yds6+NXcI6qNt7auhYzNo9DrQ+fxL4\/eqNwy7MWZzecgV+7qfC3eX2U1J2E6tst1UTcX1zZF6y4Cu1t3Gn7GBJklrKXt3sTVVf3gpQxmeMp6TcXVdh4qj8dhGtsPAPYeMrYeFZn45nMxjOHjWesIJ5M4g7cmHAEQZu3I6CGEsa\/P8P5EV\/A++Sc\/G4Xhs0zHZtn1dk8E7F5ZtI7b1I23j4NgzIGyqCiPy0m+Q\/cnLwfgTt2sRW5BNnvDMb1iVtQa2s\/SKx5LWXzujKbhjw2r\/k0SFsNgUfym8i8PhpBVSXQrF8DtJsMjwAxm4ZtLqbhA1R9vwrEjM6SBv0NpM7dBq\/FWxDVnc0TTTr0Bj5tCnjOWYJqkzeZu0hs03BrygH4b9thTkPOu0NwY\/I2eG7uWygN0X39LeUw\/x8ErGzvvJVA7Auf2UsQWDmALW8jNF+PwNUZf8FnXVdLveggTOb6OtycfRthh\/5AQHQqkh7vgVxXHwvSCAQ8q8Wdz48i8H8unsOd1mQ6qr3wN84\/fhNVTn+PlE6vI\/fuOPhxWkGTAnRdjlproqD5YSIujf0R3kemQJZWtvvMdGUnkr9Uw2\/eGFZguJZA7ndUw1p01Q7Y2e9fEx38LmDDmTz0aedVaJ8yriumTtUjTknPWKJslFuBYTu7gCgekSoWvZsHsA9zMYKbtUfIpfU4nzsGMb7Wt3+vehg\/IBZmI1mxAl6uOMqqotG1CRemBCE1w2D8LRVqtq73KlOx6JB4ORPerfzsLnJmd+Es7rMiEpV2bkNoQ1X+ZrPwEInN8fRtGsgeJoGMjaeJjae5l8VJPA2ntiLn+gXohw9BojkwLRhDHAxcAq0PVxGbZ0Fsnpm\/sXkmLoMLr+HKQegDOsK3luU11KMvW4Eu3g+d+kmYU8SmwYfNa84zR5gGsXc9+HbJQtqa6wh8QYm07xPh83FTc6WtdzkNMYXTwATCs40Xbr74MsR\/t4Vn+w7waeNfbBqMVw8VSoOqTxeIvubS0Cc\/Dd6N\/fPTwPyeVmw5cONxdNs\/xc1v\/4VRxD6SMq7A4JsAo9H6gHIQJnPhLxiiusO7MvemHgaf4TWR9IurpSGGrNsoKOd\/jZzEZi6eI2V1iR9EPkGQBWohVnpB5qmDPtsAcNHzqIqAHlFsUiVQdusN6fMroc2ZDFEZ7zP5gOVo4mrTjKvI\/FDZV4298Row8CpUPF4NR2HhQjdfj3gkKbcCwxZn\/iPC5aUdLSFdEqHiyM+Ev7a9Y8sHJuiNlk+M0QCTzeqnIrkHvOQlja8IUj7J5rS640knhlwlgVGtL3No5nK3fDLrDOtGuBpPSd0xqGbterALm2eiEuSZJLIOpOrv2ZdZAzy97MknxknMHKVBBcWoDtBN2wT1497IzmiDyk29y5YGkTf8Fm6Cx6m\/kbN3H5KGPoG02esRO6mycy1Q6jQ4xnj6W9x8Jx2RB9fCJ1IGw9apOD\/HJDjVQZjcRonMKl7YY0o4ilbk3QBBT6YhYcUN4aUsf\/wGk7FwEiRcXNjnj7WrTiRi42niD2AEJ1qFrzUz3X2flRnGAPbnBxX7O7S9KqPPRVqmEZ4BPlA+cgNUCHdSYQSGM\/8Re2+8zgf9uYbtTJXyPt2Vyb2IX7bcxKhJUbi5dRNuxrVDDRebVEuHCB6+EmTezmTfQf3geu4oENcqDIn\/xEPDRJsHedrzH3FnPMVsPI1sPBk2nnzo0vo9obizACl7ByCsSxBEuhTkHkiGqn0tuLAGmF3EER0R1PFDJM3bCZ\/Fj7MVSi7UR25C3rwWpHGtIEv7AFlnnoOysQS5a7eDqT2GFVtsjHKLCbdOX3gbXkLCW1KI+i6A0jrwstRpMOVCdymHPb81Aho0gvT6Htw5k8LmT2Wn8ZBUeYxNw6dsGqab05C3bgebhrEupcERTG4a4BcHZQgrFkwZyPr5HxhNxbcqiGu0hSxxFzRpwyELykHO5kslFKwKqMYMhLHRfOjE7c1bRFI\/yLyyoLmrAyIZ5O2+wOqHrq4Fl3cZaezvz29yNNTbNsJQpZ25nMp6nxmOL0P813oEfzQeKncNuNUk4HhyMFrGqYrsytr7KqK7XcSCqxsxLZaMFIjSUyEEBk1TdQ2RMgT+O19C3fk3kaFshLmrhiGmmOeDKeMwpvWdj6PpKTgRn4bx7frCL7QDvls7E\/WKvaIHHps5BBg5DHUWB6BK\/7fx29wGKPrIskWGqn27w2vwHlzWPoYG1n7oYstTexu3H2uGBOs0Vfi3Q9X\/vkAxQwjN8fRh45nExvMsG08VG88YNp7i0G6IXXkVN6Y\/gdOZ7GFGGVQDZyG2Xa3SzyyQBCP4x8UwTJqDc+Gz2XtVDMUTryGuWS12V0dEf3UQ1\/p1xF2jCJLIzoha+bi5hajYilEZh4AhMlx8U43IE7Xz4ycqbRqMGch4YwKSDmazX\/QQs3GJXFHffA7D3hO3+7wLTUYq1Ow9caNDP0gjOiN61XTI2DREfXkU1wd0RpI1DZV+7eFaGhwgbTIOQQ2m42rHk5AHKSHxD4crWl5cuQ8iX2Pj2mMYpGFeEDEl77+SVO6JoDYLcPsv6wY2n0NeqYur\/fshq14VyPxVBa0nxaEMBvb8D2cWXIdJ3giVVrPCh\/v9lfE+M13dg+Sv1fB7lxMYJU6iXdSX9+KAqiNWVLWdVWVEysXbYKp1QNswEhdE2agQAqN8d0uUI2ShGLx4FX4LLvrYEgf3woGkXkW3+7XEV\/vWF9qWk5MDL7NKaInf4tflb\/fr8RXu9ih0NgLbv4BDN1+wG52AXt8iseglzahqD8HzVZ7GooOZWNTJt1AzrXCFTw6zoPRqgaqZl+2GZWLfdqveWZt\/rLT7l6jTjT0HlgGi5m6edjNR88ZMm3tHDHmnKah2ZordcEVsntWyk2fFIQpojIhVmxBRZI8UqkFvoDb7V+Qc75aoJshrGZvX9QrltQzec3egyVzbM4tPQ427vYvukFVCyIrNCLF3DntPRO7+zW6LndEohXLgHNRk\/+ylIe727\/nfzeXQ3W60CqOIRsjy9XbjAqdhKuE58WPUmOjCNQRI2r2HOmf4bwEI2nQKQfl7ZfAY8znqjil6nsekX1Hd\/Kkeap2ybAs\/uNm6tzWqp\/xV9CQzZbvP3D8GIxeHF+1AzAuLUMtWXzCZOLQhAwM+God6xb8pEIRTKoTAIB5CJCEYvvB5ZP55F2r4FloLw7ZiK05QOuq6IiFKEHZQJ+F21Un4YkR00QpAFIAR2\/dgxIOIF\/HQUW4FBnlSlBDvNtia1KP448oRytjumBlbeJu7usPo3iEIB6hiMfKF2OKPI4gyUm4FBlUQjybUHUYQBPFwUK4EBrVaEARBEMTDQbkSGCQuHi1s7dr57hG6DwiCICo+5UpgEGXHuYNpaXDumFpMbIo4pupvbsKYYV\/jyH8XoHhhA47Nrgl+UWRebAidXTuWYxdPRr0eJzdtQ5Unv4KP7N7Hk9EexNVdLyNdq4A8cCpqteuPgsvaz+vRTy3G0TMXIZ+5Hv\/MqgHbiZxcXrdtuh3vnPvSPXmddxavdv4Asb98fZ+cOrXI++EHaFuOcmpkZ89ptVRuseREShAuU64EBsPYn4slXKXT3mqaRAHOHExLh3PHVGfYc0yVRffG8v1dcfDZ3pjm6ES\/NvhmQ31EezhfTdXeqq5C7nVLiEjRHtU7NYBSen9EkCH1Z6SLn0PD\/oOK\/HAd5fUPf3bC4ef7OMxrzkX3mw1WF1134FETUydL0OOtwxi6tN19cOrUQf3DN8guhVNuqdxiyYmUIFymXAkMZxUCv4\/EhQM4B9NB8x04mGrx35L\/YdDsQ9AFR6Fp3VRsT3kZN3f1gA9MSNyzCGOeXYmzeWxFpayG0Z+\/hdldvJDrzDGVfWO+ufYdDJ6xFYkyFSTiUDzz63eY1ZifPO\/YMdUx2iLOrtxbtVlgOnF25ZZIT\/qjcBqmfPMhXmztXwYrbiPUN9\/Bhb+3wiBSsXEIRXi77xARaHEbzTgxBTdunkdebn3UGShowWCScffAZNxNV5vjZci5CCbkazTp3MXs3qpNWITLR1dCY2B3S6ohotWHCA\/hjCwMyLvxLi79sw169ptY1REx7eYggDOMMZ5lw\/wfcnIuQZt7Ev9tWg6Z\/wRUb9Xb2oJRurw+Ondqfl5vvVHQgsHl9VA2r43d60KfEG\/O6ymrvxTk9dcY+9yq\/LyevOQDvNDKz5rXYoR374\/QWT9gb1qbIk6dpSkH7bp3C7m+Bv38LULY+8zw96e4Pn231Sl3JC68JYWiz5uInlWPjYUzp1Utstm0J6y7UMQt1pmrLazpIydSgnCNBy4waGCnm3DiYGq4uQETZ93Ccwf3YVJMBpb27owN1n3GxB0YP+EI+m3ejk3sG2DO35+h+bAl6HN6Lho5c0zV38KPb2xFta+34pDVjfOuQdhk7Ngx1TGKUjm7qpJ2FklDyxFfoOvJOWhU0l4dHtMtJJ7YCp\/HtqJKBJs+Yzp0TIHbqF\/DpfCtYekiKYQoGGFt1iCMCyJ3A85vW8oe29KyQqZ6By4fOoKQztsR7KuEIeUznP7rC\/j2mQOV\/g9cObQfwd12ISJAgsxTg3Hp0Bb4dOkHqaQ2wlr\/AnnG8zh15knU697bZln20uV187nf4uAkSxdJEax5vaavP658Oggd5\/+DCSvbQ87eLxMmHkXfjVuxwZrXrUYtRJfjs\/Lzmnfq3HhWjT5ty7j0JHuf8a6vkd18C7m+Sps9j6qHxyK1Uydkz1iOmCcKPHuNTp1WFfBm0+41aX0Rt1g+7fZcbfmsJSdSgnCNBy4wSFzce3LP7cOlyB54PIZznQxGj6fqwmO5ZV\/Oqa3Ye\/0Crg0fgsXcBkaLHEMsEgVOj3aRBqJFGy988sJLeO5oW7Tp0BG9C7lxOndMLRUOnF2NdtMQV3wanCEOhHeIF678\/RJEMW3hE9YR\/qHFu43yMIb\/cH3vh5A1\/AnhgZZKyJC+FVk5F6D7awjizVu0MDFxMBgZGLIPQqdgr+Fr6eDwjO4K0YX90BifhFexXTD3Jq+7NPbPz2vT72nmvNaf3mbJ65FPYYk5oXby2urU+YfZqdPTBfM0J7D3mUdrT9x68WWIBreBF3ufebcuvhzK5LTqwNU2PyHkREoQLvHABQZx\/3C02rBH3THYcHgiYq13g3mp8OL82EXe6PrlZpw59Tf2\/LEXS4b0xtez12P75BjrTVWMY2qpah3Hzq62abCl5A6R3ghsuRneaX8j4+5exO\/rjaQG61GzRkzxUWdSkHT4OeSEvIs6VaILHS\/1H4M6vSbC1jhTbznRlYjZ4f7n9bqD4x3mtVudOu24vqbOWle862uZnFaLcYQlJ1KCcAkSGI8AHrXao+rtldh6fSQmVU7F5p\/+Q551n1f9nmh0ZwEW7h2A97sEQaJLwfE\/b6Jej8bwMz8gHTimmnJx\/VIOwuq3xrAGjRB1fQ9Gn0lhK0peYFgcU5OOJbDv6ZULLQXOVYg+IQqkXUxi9xXMIikt9tLwz4FkVG1fy5qGUjhEMrnQZuVAFtAaIQGNIMvZg+sZnNtocQJDi+xzM3An7ynUeawN5+6dj9S\/J5S5C3D37gBEhQdBZEpBdlIyPEJrQerdCnLtB0jPeA6qQAlyb2yHyW8MlBJX1EHxeZ1+icvrorNISopnvR5sXn+ML\/f1x4LOgea8PnYwBXHtaubnNe\/U2aJK0f6p7H2vIab7Jcy\/vN61cnDi+mr1UIbIR2x1yi3wtCm706oTyImUIFyCBMYjgCy6D5a8fRCDWrXDgoBING8cBo90kflhLAnthu9XXsW46U8gMpN9XBtlqNz3FazLN5Ry4JhqzMDOOePx9sFsNhw9RJGd8eFKoZOqxTHVc\/BuXNK0zHdM5ffVeHo62vd8AdUqeyFu0PvY+WEzKO04uwZV6oIlq5916uxqLw1VB87C6na1rEeUwiGSyUDqifGIT7K6jXp2Rmz7BpaxFLrDuLJnPnLZyjUvLw2XtvWFzKMLqnV4FkrmDG6fOgidNAFnN60GVwHKI95ErWYtIFZ1Q\/X2V3H56BP4R8cFJINH5VmozgoMibIj4loexMU\/OuIOI4LEozPi2j8O1yaoOM\/r6qOmoX2vF1Ej1gtVBi7Iz+vpT76Xn9cT2j9pzuuvV01H\/WLyetmKmxj\/bB9EW\/M6bsDrWNW2Zv4xvFPnL+5w6rS6viYfygHv+lrp1\/qCwbsWp9zkUcNx\/usAKPu9hcpv1HfqtMq5xd7stwAaNu22brGu+HuREylBuAYJjIcM+w6mclQbvgBnJsjZB3Me\/prRD5drRlvfZsUI7TQFGwVOj+YukvymCgeOqbJKGL9yC8Y7iYszx1RZZHf8cNrGatOOs2sBzpxdi6ahEKVxiBRXQkT7LXYcUdlKVd4SVXs4imdj1Bp6xVGgUIRPQZ2+9uIphUfMG2gYU9RplUce+S2aRtrfV1xeLztpyev8MU9sXn+5d53dsESillhxY3W+iZxv9y8Rby0qI5uGkI6Tsf70ZAexzMWRxTtReaZ9p87DGzPR\/8OxrpeDE9dXC2KzU26N6zNttjtxWmXTXvmPtXZDE4mLc7UlJ1KCcBUSGI8EGhz+3wiM35UDpcQISdyTWPxD9TJ3TRSLE8fU+8qj4BBZXvLa6tT5+fAou06dw7buwrAHES93QU6kBOEyJDAeCVRo\/8VvuPgArmzPMZW4N5SLvFbFYsQDj8Q9hJxICcJlSGAQBEEQBOF2SGAQBEEQBOF2HmmBwa0iajAYIJM9uBHfjPWPpsy7H658OcdWqfTB3eZUvgRBPKo80gKDG1H\/oMWFifvjVqNk\/7glD8QuTEsULipYnnHu7Foyp9X8s0rgtMqV770SF4YTH+HCWCXifvHB9b6XEXP8TShVDDRXL2Lt95eQpQpFx0lNEOcvdrl87YdZlliakLL3Ewwauwa3pAp4NXsJu3\/qheB8tcM55f6Afx8bVQqn3FJw351WCYJ4kDzSAuNBw9U1Yuu\/nNDgKiGuMuJmEoqs27nP5gWCmIK3YfMx7L\/Scv5a7MzZtbROq5z757cb3ej+6U6Mefjnx2uoOq0Hat35Bz\/9fhcxYyPMPzKXyte6EpTBVPo1PQvBZGHn22vg99FG\/NEvAPocrc09o8PZHzin3MH3R2Dcd6dVgiAeJCQw7jNm+\/FCG2Cuafg3W7PYEIgJbgtjffvln8fmz0Uezpy76TwH7qbOnU+Nacfx4eQ3sOhQBmQKGQK7\/Q9bvuiKANNd\/DRhKubtS4VJxEAa1gZvLp+NIbFK5+6mnLNr\/9cdOLtaEu0up1VzaMU4rdq6xZbdaZXNf6knpIGczwWbn5zXCG+mCutHNnDGaALDFSab\/yaTBFI2qUxOMvZ+fRhHL6ghlkng3bgZRo6uDC\/2eJHMEqaYLSOpIMzSR1KJmDqeuH7sDtT9AuHhpcwPMvvoJxgwfbfVKXckmr1lccpdMaseDH\/ORr0Jnth4\/GXU5cxck7ajT5NlGHzwZwz3+gu94l6FoW0tSHRqJKUGY9zS+ZhYj\/Mc4ZxWF5faaTX191EIGaTBmuSV5ERKEA8BJDDuOxZvg3yHAzvPUaF4YPjvAgFi99HrzN3U2T72LXfz1Kn4NuBt\/H21E4IlGpz7+6bFt0rsi45zvsHgygGQi4y4sng4Ojz\/J3qs7wYfc7j23U29nDi7WriPTqt23GLL7LTKIqk7CTWsRpzVDvBbPdB0ZCzWL96JE4ogdBzpicubDuOf0wbUHt0STcJMOLvkDxzzaolpi6LhKTYi7ZbaYrkusoRZfYelfAvCLAP6DNxSi3Hl2xfw9uO\/4Z1WPvn3jnfzGdhxZBxWd+yIpTOWF3LKFbUYhadEY\/D1san4opUKNzf8iLPNnkHvSFYhZXB+G2r4jn4fK9i8Tl4\/Ay0nrkKPP0cjKrVsTquKKl0wZYqBnEgJ4iGBBMZ9xsBY5EV+vSqyNI3zj1SuCZtrIueb0rnj+HEa1sPtd404czd1tk99FesOqDBsUysEm+8GJaJqR8DDrICMuLPtEzz9zTGkiaRgMq4gyTceWUZYBIYDd9PifNIqvNOqQ0SQxtZAn6kBOL35LA78eBbVutbFoF6+ZnMzkzYFZ8+LUf\/VCPa7CAb25+cX5W0uX67MLSG4q+vLgIuLZ+JN\/Qv4d\/Mx9Bv1JlodfB9Nd0\/Ak2dn4s+36zr2JVFUwejJoej+2SG81aQqViyKR89PWyNQxIXKxlEVi17NuBYgMYKatkPIpY04n\/sMAsrotMo5kX7xhTvSThBEeYAExn1GZq\/yELlwTHE4czct1vnUfo+\/+vS3GPl2Gt47vB79ImXI2DIF1Wab8scKOHPcdE5Fd1p1BIPcY\/9gyxEJ6j3eFL1uncHWjYdwaW8QOoxtDN4bi4unwtWeoVLHU41TG66j1vPNUa1je\/w04Wn0e+YHfNI4G+H1QopZxVWCygOeRq0Pl2Pt7tpYru2JVc29BftN0ButcTIaWPH7gJxWCYIo15DAeFjg3E0v5tp3N3XmfKqqgidbazBz4V+Y8lVXhEq0uHMuAVFNq8GYkwqtXxxqhcjY8DOw9+d\/kGFq6obIVnCnVYeI4NesGYY1YytLTSJWL9Gjy9xu8Dm2Dyt2pSFmgA9q1zRh65bbaDkxFl5iIzJu5cEzytvSTVIMJYsnm8ePBeC\/348jtXtHNJz5MV7d1QsDv+uIrWeC8p1IOafcrDs2TrngVh5vg+c6zsegp0+h3qzfUUPQ3MHkXsSvW29h1MRI3Nq2GTfj2qOGh8jqtPrB\/XNaJQiiXEMC42HB7G46w767qTPnU5EPen35Jc5NnI0m0XMhUyoQ0uN\/2NqkGgKajsdrDadhYPuTiAtWwdc\/HL6lePMuSgV3WnUBkcIfjRqosWHeVrZGVqHZFF9IRDLUmdgJKYsO4rPxRyCWS+HXtBmeGevtQldRSeMpR8P\/fY5Xpr+KLq2WIipMAb13B3RSnsT6v9PRpXsgK+U80HLGYGDUcNS1OuWueaO+VfB5odWkbvBecw6TB0UXip9IGQL\/nS+h\/nu3kKFshDkrhiKGPUBkdlq9dv+cVgmCKNeUWmBwjptEOcKZu2kxzqeSgEZ4ZfUmvGL9bi7bvBzkIADDFv9S1JxKk4NcUV38cPEncE3x3OHSNu\/jMjf2Mpc7z4K8\/ae40t4cIIrcLdG9ML3yJHy8eywWtvcq3Fzu1xpfHvoj\/6uJPT9PWhfvb\/65aOSNxcfFs\/ko\/HpkVOHz1NY4MWnYvzYVvd4ZgVg2LHfe1uFPtMTTT\/DftGzYWnC+MM0md0YzYRJy7eSPLaVw6hR5VMHoJb9gjGDUsKjQ9COLU+7BGy8UPRk6XNt9DJLHp+HxcBtVKQvFoEUrsCbYth\/jPjutEgRRrimVwPDy8nJ3PIhyxP0pXy+MWvQCcv7MhMQr7MG5f7LxeHrXPjz9wK7vKl73zamTyT6C8Y89i836ZvhwSzv4u2ss7MPutEoQRCGoi4R4YJQL90+iCCLvFvjm+H5IJEX7w0Q+bbH5bofSBfywO60SBFEIEhgEQRAEQbgdEhgEQRAEQbgdEhgEQRAEQbgdEhgEQRAEQbidh1tgMAyMBh10eiPEChUUEn44PAODRg2tkV+BUAQJu18pFRVzHlGuKE35MiYY9DroDSbz8utiqRwKudSpjTpBEARRch5agcEwRui1WhgYiym6RFiDsPuMjBgKlQL5dZJ1fQCn5xHlhtKXrwmMSMruk0DEHqfVsGLDJCERSRAE4WYeWoEh4gzFpAooRQZodaJC1tyMyQgTW8nIxaIifgjOziPKD6UuX7FU4PUiNgsQ0\/2JMkEQxCPFQysw2JoEUikDk559YxXLBRbo7DYDWwGxlZA6T2epcBQySPkDHJ5HlCtKW74CGMYAAyRmIUIQBEG4l4dXYFgxGRmICjV\/s2+7chU8zO\/AJhi0Guh07JusQlrobbfoeUR5pLTly5gM0GmN7LFKGn9BEARxD3i4BQbDvs0yInP\/fKEqKP9tlq14ZBJAZ7Egz9\/s4DyinFHK8rWICz0gU0AuoTImCIK4FzzUAoMb0MdVQFKHr6gMLDWPpITnEeWB0pQvY9JDa225kJG4IAiCuGc81AKDm01gYiuXggGA7Buv0QiG28Zt5N5k2bdbsVxSeKxFkfOIckkJy5cx6qBlv0vkClaUwCw+GK4rhVQGQRCE23mIBQZbeZhM3EIHRcSDTqs1v\/mKxFwTugIKqfBN1sF5RDmjhOXLmFixoYeRPcWoyYPOejg3XkMpE1NLBkEQhJt5iAWGCGKZysYG3DK1UcX+lew8ovxRwvIViSFXeUJ+n2JHEATxqPMQCwyCIAiCIB4UJDAIgiAIgnA7JDAIgiAIgnA7JDAeMhj1epzctA1VnvwKPrLCQxcZ7UFc3fUy0rUKyAOnola7\/pC5NLrRiCtLJ2PkhUnY9X5jm3EPjvZpceb77\/HvY09jZA2lG1JW\/jCe\/QoXhqoR9\/cLUDgb1uOm8zQXlqDV4Gz8fPQF1FK4vs8xXBn9wJbRqIe6jC4N0yL2yAxBXpug2\/YJrk\/+Fdoc9iFYpx+ifn0FXuHSQufZLaO8s3il4wLErfgGE2JtRvQ420cQjyAkMB4yRIr2qN6pQYEzrABD6s9IFz+Hhv0HlajgmaxjePeDbEzY2aDI4FfH+3Rs5bUEPwcMeWgrr4qPDmd\/4Mpo8CNVRkz6Qdx65nd4\/bgD1btIkTGtD2482ww1V3Urfmq6R01MmyJFj3mHMPS79vARubiPIB5BSGA8NGiRcWIKbtw8j7zc+qgzUNCCYTyLa3+8jszM89DmnsR\/m5ZD5j8B1Vv1dqEFg0HKvh+wM6wf3qkkcWlf9tFP0H\/aLlw8no67N0ag6TwpIvrOw8rZ9aH\/czbqT\/TCphOvoC77ZmhM2o7ejZZi6OFfMcr3IB6PfhHGdrUh1uYhKTUYE5YtwMR6nuZlvxP3LMKYZ1fibB57ZWU1TPnmQ7zY2v\/BrVci9YA0yHYdDT00v8zF1Rd3w+QbBlU9LXJvjULtA09Z1t5weN79hSujAdN3W8toJJq9ZSmjFbPqwcCWUb0Jnth4\/OX8MurTZBkGH\/wZw73+Qq+4V2FoWwsSndpcRuOWzs8vo6Q\/FmPsc6vyy2jykg\/wQiu\/B1xGhde5MZ3dDrWsDSLaBHCLvcLrmc5A363Q5HaFzEd4nr0yEiOixwCEvP499qa1RZ9AsYv7COLRgwTGQ4MCfg2XwreGpYukEJLaiO2yFrrb43DqzJOo1703bKWCY7Q4u+EM\/NpNhX+R56X9fd7NZ2Dn0XFY1aEDvpv5E7b18cvfp2oxCk+JxmLxP1OxsLUHbqz\/Aeeaj0bvSDZG2WylpFfDd\/T7WNkvEEnrnkeL8SvQY\/9YRKXuwPgJR9Bv83ZsYt+2c\/7+DC1HfIGuJ+egkcOXbx1OvDMSPT+6yMZUgCwS07b+hP5bJzjYtwrzGquKzRlJ9WdQfU\/hbUzyXtyYcRwhu\/9AUG01Up7qhhxT8efdb7gy2nFkHFZ37IilM5YXKiORuYzG4OtjU\/FFKxVubvgRZ5s9YymjjIIyWvFkAJLXz0DLiavQ48\/R5jKaMPEo+m7cig3WMmo1aiG6HJ\/ltIxOvjsKj398qUg5TNn8IwZsm+hg3wqXy6jqrsLbTMm3wHg3gcT69BMFVIIo5xQMGgbwKTjPURlJ\/Guig98FbDiThz7tvFzeRxCPGiQwiGLQIfFyJrzZt1BZifY5QFEFY6eGo+tnh\/B202r49as76PlZawSKzAt7Q6SKRe\/mAey7oBjBzdoj5NJ6nM8dA\/9TW7H3+gVcGz4Ei7lwGC1yDHFIVLNnKR01BcjR8PWVSHjdwe7GTvaVEsOVg9D5t4N3NbbyE6vgM7whEt517zXuOWwZjZ4ciu5sGb3VpCpWLIpHz08tZWSApYx6NfM3l1FQ03ZsGW1ky+gZBJzeZimjkU9hCReOi2XU4LUVuPOag92NnexzN4yLx8n8UNlXjb3xGvYUr8KLtDnbRxCPGCQwiGLgFqiSwKjW23n+OtvnCAliB41GzQU\/4vdddbBc2xNrWvgI9pugN1o+MUYDTExByB51x2DD4YmIdfmu1eHfN4eg04Lz+St3cohkUXhu92oM3PyMg33r8W7T4t+OHSFyPTPKKRJUHvA0an24HGt31zaX0arm3oL9zsto3cHxJSqj4\/OGovP7F4qUw\/SdKzFoy2gH+9aWuozEIdEQZd+GkVNLcjYNafFgPCMgVbkoBxgD2FseKvbeL3KGs30E8YhBAoMoBgXiWoUh6VgCtKhsM5DT2T4RPHwlyLydCSP8CnXJSELa4PlOb2HgqFOoP3staghG6TO5F\/HLlpsYNSkKN7duws24dqjhIYJX\/Z5odGcBFu4dgPe7BEGiS8E\/B5JRtX0t+Dns6paj8RtrkfGGg91NnewrJdIqLSFP\/wzZl56DorYGWb+eYCvgzu69iNuwlFHWHftl9FzH+Rj09CnUm\/V7kTL6destjJoYiVvbNrNl1N5cRp71erBl9AG+3NcfCzoHmsvo2MEUxLWr6bSMGs35HWlzHOxu6mRfKRHX7gaV4VWkH0qHqpMUOT\/vAVq9DKWni5JAk4DjycFoGWdH4DjbRxCPGCQwHhIY3WFc2TMfuexDPS8vDZe29YXMowuqdXgWKtcHXNhBhqp9u8Nz8G5c0rREA6Wr+zzw2MwhwMhhqLM4AFX6v43f5jaA5bHrhVaTusF79VlMGVy5UPeKSBkC\/50voe78m8hQNsLcVcMQwx4gCu2G71dexbjpTyAyk\/1uZK89cBZWt6tVlsS5HVFIJ0R9tBdXu3ZAgnmQZzC3Snk5xQMtZwwGRg1HXWsZrXmjvlUoWstozTlMHhRtt4zqv3fLXEZzVgzNL6NlK65h\/LN9EG0to7gBr2NV25oPJnkOEPm1QtR3fXFtXDeczsyCUdUTVY50gcRFfaG+vBcHVB2xomrRgSXO9hHEowYJjIcEkbwlqvZY7\/QYeeS3aBpZ8rBVtYfg+SpPY9HBTCzq5Fuo6dfxPjEC27+AQzdfsBOiDtd2H4O01zQ8Hm6jfmShGLx4FX4Ltq2VxQjtNAUbz0wpeQLuKzKoRs5HnZGWb\/qdz+KCm1tJ3IeljA7ecFxGksftl9GgRSuwxk4ZhXScjPWnJ9+rCLsJMeQ9X0SNay\/CdHMrbnZdgKyjqfCODHXh3FwcXrQDMS8sQq0iGsLZPoJ49CCBQRSPJATDFz6PzD\/vQg3fwl0hzvbZgck+gjGtnsMmXVN8vK09\/KmjutzBldH4x57FZn0zfLil3UNdRuLonog+2hiMKtS1MRPqJNyuOglfjIgu+vB0to8gHkHod0C4hDK2O2bGlnyfLSLvFlh2+rD9fT5tsTWpbSljWD6Rdf0cdbu6JyyJZxRatc6Dp50uF2f7SgpXRt8c3w+JpGjfGldGm+92KPtFyhFiX1daLqyoYjHyBQc3u7N9BPEIQgKDICoIssieWPhVyfcRBEE8CEhgEARBEAThdkhgEARBEAThdkhgEBUCRn8AZ9d+hLAnViOwbPNuXbxgMuK39EROg12oHul3769HEATxkEECgyAIgiAIt0MCg6g4mJKRdGQYbqbdgkFUF9HtP0ZogMVQitFsxql138K3ahiyE+Nh0IsR3OYnRAapoE1YhMtHV0LDLQ0tqYaIVh8iPMSfPeku7h6civjEVDDsf2JVG0S3nY1AL5tFDEyJ7HXH4a5pHGo+1hdy60yNlN9GInigGr+nrka\/gId4LidBEEQpIIFBVByMKUDEcjTsEAX1lYk4c+BH+PWaAoW1wjfpzkPr8yHqNI2DmNHCZJKDUW\/H5UNHENJ5O4J9lTCkfIbTf30B3z5z4CH2hX+DbxDqFQARjMi7MBznj\/4Jv07dCpbNNt5C\/P6XkKqYiVotuxWyt1fGdcXUqXrEOTTyIgiCeHQhgUFUHKRVERQRxYoBCVQRvSE7uhJqw2Qo5JYKXiyrh5DKsTDrDZECYlYl6NO3IivnAnR\/DUG8+ShWeDBxMBgZ9gQjNHc+waVLx2Dgfgq6K9DJ48HtsgiMXKQdGYoUQ0vU6te5kLjg8Go4CgsX3sf0EwRBVCBIYBAVCAYFntrcv+LCqy+KPSAWF21NkPqPQZ1eEyG32WVI+xaXT6Uhrtd6+HnIoL89BcdPmARHSOBR9UuEG+fj2qF18Oo4oJDIYPSsAMk0wjPAB8py6zdCEATxYCiVwMjJyXF3PAg34OXl5ZZwymX5GnLZCv0S7ly9BGWVcOhvrIHWsw2MmlzkcF7eWnY\/wyA3NxcS4V0tbwdFzhe4du1xRIT4Q2RKQV5qGhRB1c2W3SZpLAwGLXKyE5F16TD0xsbm9MuRA6NRBvjUgCrobfj+OQlnTtZElaqVwWuJnD0zENf3Ft74byWmVL73M1vcVb4EQRD3g1K3YNDDrnzhblFQ3sqX0XtCJA2BMu0NXLx0HSZxI8S0H4kAH+sgTym7XySCp6cnvITNDF79UKNDIi4fHYzznBBhZPCoPAvVYxpD5vEsKt2chtv7T0OhVEEqj4JMIjanXQ41siQSKJVKePk1hbLDcziz9SXkRK1GRKAnG5ARibdSwVTrgO5VfOF1j925y6XoIwiCcAJ1kRAVApGsNeoM\/cvxfmUvNBjSy84eMRThU1Cnrx0XVkk0ItpuQITdEIMR0euf\/G9Sn5Fs+CMLdjOZOLQhAwM+God691hcEARBVERIYBBEaRAFYMT2PRjxoONBEARRTiGBQRAEQRCE2yGBQRAEQRCE2yGBQRAEQRCE2yGBQRAEQRCE2yGBQRAEQRCE2yGBQRAEQRCE2yGBQRAEQRCE2yGBQRAEQRCE23ngAsNkMpmXeObhPnOeEsJtQrh9tnDHCsPhwyjuOO6zWCzOD5f7zP3LX99eOHwY\/PH8McJz7KVNmC7+eP7aDzO25cth+902j4VlISwD2+224dveN8Jzbcvc2T3mSjrs3SMlCY8gCOJh54ELDKPR6LBCkUgk+RU695n7l4OvJLRaLeRyufkzFw6HsOLg\/uXP47Zz\/xoMBrO\/BHc8912v15uP4farVCrzdu4YmUyWfz3+Ox8nPhz+Gnz43DFcXPjKiDuGO54\/jk8Xn1Y+3Ie5YuLTycHlBZe\/XJq5bXxeCctfmDf2hAN3PveZL3M+r\/ky5L\/b5rXwM39tXiDaXsNWNAgFDn9P8HFRKBTQaDTmNHH7pVLpQ12eBEEQrvLABQb3QOawbS0QvvHbvnHywoMTCvw5\/ANeeD5XGfDihNvH\/csdx1UM3HW5fVwFITyPO4bbJ7w2H0fhMXyYHPbiJ0zbowyXJ5wIFOYVB19efD7atgTxeWgvPA6+Muc\/860JXNnaa6EQnsdf07bFiseeuODhBSZ3Lh8Odw\/x1+cFSHEtcQRBEA87D7wG5N9U+Qe5sLVA+MDm4N+A+eP5CoI\/hn8j5s7nWia471x4fCsJHya3TVj582+9wnP5N23uM18p8WHylYbwjZiveOgNtjB8i5C9FiphlxW\/nReEwu+8CBCKPmHLlPC+EFbwXMsCHxZXLlw8+PC54znhI2zd4hB2mXHw23lRKkwXHwf+M3cd7h7h7hvuWO4zdw2CIIhHkQcuMIQVMl\/BC7F9k7Ud5+AIYZeGLbYPfdtjuHPtnS\/8bO\/t1NFb96OMbXmWFOE4GVsclQ0P1+XlKC68WChrmfGtYrbhcpC4IAjiUeaBCwxhJe3KoMfy0jpQXuJR3rE3SLYkgyIfhYGwBEEQDyMPXGAQDzd895TtjBq+S4EgCIJ4OHngAkM4bZDDdnCcbb89Dz8Gg+\/\/5rfZQ9jX72i2gG3YtscIx3zYhm07y0EYH+FsEr7\/\/1FCOBCTg0QFQRDEo0G5EBjCQZgcwkqInwrIDxbkKmh+8Ca3nR\/EyU99FA64s10vgQ+bFxxcHzk\/yNR29D8XHj9IkJ8twF+fnx7Jh8\/POhHGgfucm5ubfw1hRfsozi4hYUEQBPFo8cBruuLecPkBdNxxwoqZ75vnRIYwLH79Cnt997YLawnDt4ftIEEeZ60Qwvh4eXmZ\/32UB\/sJhaPtYmS2rVa2U0fttWzxOGp9Ks1+4fX4mSDCe81RvB3FkcQUQRBEORAYPCV9KNs7Xjh91B7C7VQJFIZRr8fJTdtQ5cmvUDj3tMi5\/D00wU8jyFfpWlj6wzi39j2E9v4N\/srCU435FimuEuendPIVM7\/PZNLj6ndTMOL8ROx4ryE888WAFueXL8fhJk9hdB2LeOOngvLikb8WP31V2DoljAff2sQvmiYUunyrlkh9Dq92\/gBRP36JSXFKu913tlNwdTqdWZjS\/UUQxKNOuREYxINFpGiP6p0aQCkVIU8r3KNjBcYSZCqGuCwwhPArZvLwFblwKjAH38VkPif3BN77KBeTdzaGj1Qs6ObKw7kfv8VvQU9hfANpofD4ViV7rUuOBCd\/PWGrUyG862D6VBl6LPgXT3\/XHj4uaIZHsfuLIAjCHg\/8aShsXuZXYRQuvy30+3DW7G1vYCj\/2bYZ++HECPXNebjw91YYRNwbdCjC232HCN+LuLhhDny7rUGoF1+hm5B7YSgupsxEg9aNkHViCm7cPI+83PqoM7CgBUOf8gkuHNkFdWo6jLkjcPKkFMqoeajWoL75GEZ7HLcOv4Gk5AyIxDIoImejVrMO1vOzkH5yAm7Fn4TGVBOxnb9GaIBnkVgXXUmTQcq+H7AzrB\/eCi9YgCvn70\/Rf9ouXDyejrs3RqDpPCki+s7Dytn1ods3Cw0meWPTiVdQW8beNyk70bvRUgw9\/CtG+hxAr8ovwdC2FiQ6NZJSgzH+u\/cwqb4Xeykjkv5YjDHPrsTZPParshqmLPkQL7T2s6SPvWXCu\/dHyOvf44\/UNugT6PqUWfIoIQjiUeeBCwzhw1f49mn71imc1VFcOPY+P\/QPedMtJJ7YCp\/HtqJKhB+rN9KhY+RsCcfCzzcDmenZCFVqkZNpgkeAL3LjE+FZpSpbkSrg13ApfGtYukiEyIJmoG6vcbi7rQMy6\/yEGlF+gr1ZSD4yFWmKt9FwQCdIRRpoMlKQn83GRBgCl6J+y3Bkn+yHy6f\/RlC79oW6X3iPEo6CmT5a\/LfuNHzaTIYPKwB0OssxqsbTseXA0\/i9SxcsnfEjNvb0NJ8j4yrxBoMxFFOx+J+p+LSFHDfWfY+zzZ5Br0pi6FJ1YPRqeD\/9HlYPCEbi2ufQYtyv6LLvGVRK3oJx4w\/jiQ2bsa6GEjn\/fI7Woz5Hp+OzUFdi8agR+1ZHe9\/zWHcqB73bexVa9ZWDnx0knEUk7DKhFg2CIB5V6On3sCAOhHeIF678\/RJEMW3hE9YR\/qH+7A4veEaGIyHhGtSiZTizX4OafWYgO9MfvqzQKDWGq0hLUiG4cytWXHAblFD6RZp3md\/bJXEIjIiGiJUUqsBoMAmp4KpkXmAIK1\/+bd8yZkKD5KvZ8G0TAA9ufEYhnxJJ\/lLhwmW+5d41MW5aBLp+dghvL6+GFYvi0fPT1ggSs0KAPU6kisUTLQLZa4sR0rwDwq5swBXdWIRc2IN9Ny7i+tPD8a054lrkGuOQrBVBGWDxuWHE\/ojx02Bfkh4izpdG0MLGx93Wl0a4lD1BEMSjygMXGI7MpoSupI6gUftCvBHYcjO80\/5Gxt29iN\/XG0kN1qNmjRgogpuDuXIIGcY8BFcRIS3hMHLREOEeZVvG2yolHMCNvbAutAWuQjZaPlsrZm78g1qtzjeb48tayqoVmVIMXY4GOr2eCyB\/mrLJVOArww+utLjoihD55AjUXPAj1uyohR81PfBzQ0X+wFGuSyhPw\/nLiKDXamBit+v11paROqOxau8zqKoQTm3mBn5a4qnT5CBPx0DJxsloHfzJG+WZ9+t0+Wmw7cJ7FNxyCYIgHPHABYY9b5HiZoPYO\/aRh8mFNjMXsoDWCAloBFnOHlzPSGEr9xhIvFtBkTcTSeKhiGvuhWv7l8HgNxdKl9b8Yt\/Q5RIY8zLZsPyQn9vSKggI0eDO+b8Q0rIrZCIttOz1ZH6VICwR8xoh1oGe3GexYKqwh4eH3StWbR2O1BNJMMmqmFsx+HAABbwD5Mi6kwWxzB9c9PluNVmljni+03sY+Mwp1J+9Fg18leZ4mK+fexG\/7U7E+ElRuLNrO27GtUNdXzm86vdE4\/gF+PbwQLzXKQBSQxr+OZCMqu1rwc9660nFmTiREoLHqnrY9RyhLhCCIAj7lOunI9+fzWFvACchgMlgK+UZiE\/KZr\/oIfbsjNj2DSxdEtJq8PXKQlJgW3j4quCh\/xDaSjUtAxl1h3Flz3zk6lKQl5eGS9v6QiTvgFpdZkJlrrs94FtnCO78NQzHLwTAI\/ptVG\/IheuD4BZfQntoNk6snguRRAFlFDfIs7DAEE4bdW1tCyni+nSD55DduKRpiQaFJq544LGZQ4CRw1BncQCq9H8bv81tAMtqJV5oNakbvFefxZTBlSFsmxEpQ+C\/8yXUnX8TGcpGmLtqGGLYA0Sh3fD9yqsYN\/0JRGey340yVB04C6vb1co\/V315Lw6oOmJF1ZLPoCEIgniUKdcCw96UQxIXDhBXQkT7LYiwt08UiIge\/+XvixtwtmCXvCWq9lhf6PCcnByruDAHDHnoC2g48IWiwSoaIarDJkTZ7pC1RO3B68wfzV0UIZ+hYVfAoNFALJdbuy0KuknMLRuCBdDEcU\/i+SoTsehgJhZ18hUIFjEC27+AQzeLxoWbTntt9zFIe03D4+E2940sFIMXr8JvwbYtYmKEdpqCjWem2AmPIxeHF+1AzAuLUIv0BUEQRIko1wLDEcKWDQ5HU1R57w\/bsRwkUu4f\/FLrHHwXg7BMbLtJLOthRGP4wueR+eddqOEL+x0pgnOyj2BMq+ewSdcUH29rD393Fa86CberTsIXI6Ir5g+FIAjiAVIhn5u2LRuOxAN\/HI3mL384KhO+\/JSx3TEz1rWwRN4tsOz0Yfv7fNpia1LbUsURqliMfMHFSBAEQRCFqJACgyAIgiCI8k2FFBhCsynb1gvbaa98U\/yjsZpn+UOY5\/YcbYXrRbhiUObIyI4gCIIoX1RIgeFsdU7baa\/8wkeOjifuLbZlIcSeUCiujEhcEARBVAzKtcCwnaZamhaIR05UaK\/i4wET8cUVL7R9+RMsHR2Dsi6nVRZoITWCIIhHk3ItMJwN5iTso7v9J348VhXfXvgKnV2x\/7zH0EJqBEEQjyblWmAQJcdk0MGo8IaXlCpmgiAI4sFRIQWGs3Uw7GFvYKCjcyr2GzOD3GsXka4Kg7dLy4DfX2wHcNLqrARBEA8vFVJglLTrxN6KoK6cV6EwJGDZU9MwfUUiuixbj+qKBx2hojjK74eqHAiCIAgzFU5g2A4M5N9+S1pJPXSVmjQco3\/diu4DpqLxO1twc\/hkVHmQozuLwd4AT2crspZmxglBEATx4KhwAsO2oqFKRogYAXUaIDjjBlL0KNcCozjBYG9FVoIgCKLiUOEEBuEcEbfuB2OA6UFHhCAIgnikKdcCw3YdDL5ZnVotHCP1CoQq9y\/E57ISw6N8L0olXNfE3pontoM\/efM6WpGVIAii\/FOuBYZt0zit4lg8krCOmDt+K2Z1GYh1z3\/8wBfacoazbhB7QlIoQAiCIIjyTbkWGI5wNk1VOCCQ\/\/xwTkl1gCQAPd\/9lv170BEpir1pqiVpjXgoy4sgCOIhpUIKDGfTVIX7hJ+pcnrwPDIijyAIgijfAsMdXiSlOZ649xQ3TdXZNkf7SztlmSAIgnA\/5VpgkBfJw4ur61qUpOuE7g+CIIjyQ7kWGETFxnj2K1wYqkbc3y9AUYKVRUtyHokKgiCI8kmFFBhc8zpv+c3haAVIIcLuFWfN7lRh3T+EXWDUvUEQBPFwUSEFhrPVPJ1VUA97UzqjPY5bh99AUnIGRGIZFJGzUatZB0hwF3cPTkV8YioY9j+xqg2i285GoJeSPcsI9c13cOHvrTCIVGzehMK36UJU9fJi95mgTViEy0dXQmNgv0qqIaLVhwgP8XctQlIPSIM40SDcaIB6zbu4\/tI2GFjNJw7viMhf58A3RlHMeRZyTvyI\/32rx4T3x6K+R6mziiAIgrjHPHCBcb+cNB9WUVFAFpKPTEWa4m00HNAJUpEGmowUSyXN+MK\/wTcI9QqAiBUUeReG4\/zRP+HXqRskpltIPLEVPo9tRZUIP1ZvpCM9xzL2hVHvwOVDRxDSeTuCfZUwpHyG0399Ad8+c+DhwurdkurPoPqegu\/mxbOS9+Dm5P0I2L4ToY2lyHp7EG5M3IJaW\/tBKrZ\/nhDNlZ348ks1Os8bwwqMh71MCYIgKi4PXGA8\/BX\/fcJwFWlJKgR3bsWKC26DEkq\/SOtOIzR3PsGlS8dg4IpcdwU6eTyMDFuZiwPhHeKFK3+\/BFFMW\/iEdYTM09JCYUjfiqycC9D9NQTx5i1amJg4GMwnlrzcuLI2XD0EfUBH+NX2NG\/zfLIbRF\/vh079JKSexYcZNGA5bJbTIAiCIMohD1xgEO7Efs1rSP8Wl0+lIa7Xevh5yKC\/PQXHT\/BuJd4IbLkZ3ml\/I+PuXsTv6w1jzVVoUL+Gea\/Ufwzq9JoIuVt1IAOjeRxNwdRj7l+TiRZMIwiCeFgggfGwIK2CgBAN7pz\/CyEtu0Im0v6fvfOAj6L42\/hzLXeXXHoPKYTQe+8l9CpIEwVB6dUGKhYQ5I8FxfaKIIoKAkoR6U0QKUqvSm+BBEII6f36u3OXTTaXu0snhd\/3I+ZuZ2d2Zndv59lpD9RJcZC5VYNRFw84hEGhkHE1eRISI05Db2xpjmdMhzolDTKPDvDxaAZZ2gHcSEkwSRWpe18o0hchJmYogvy9IDLEITX2ERx96xWnAcOczbD2kCV8irQrr8CxuQQZW\/6Asf44yB3FEA6tsbVgWvr5lXh9uRaTP5uIZoVo8SAIgiDKh3IXGNYMzAp6Yy0INjuBr5Qsl6fmES7cZbm9cuIC7zbfQH1sLs5vnA+RRA5FEBvkWQ0yz4nw95iBq3suQK5QQurgnysQOMERf34iomNTuS9aiJ26I6BlPZjqemUv1O5yGzdPPoXTGravDI4hc1CbCYxi5lLk3RXBS48iYnBXxOhFkAR2R9D6fjnjL+zG5a5N1u0DWL48E70\/ZAKjmJkgCIIgypwKITD46YrsH\/vOiw72XSgULCt\/y9U9+Xg6nc6Upkwmy\/nM0rGcoso7dgqnSrI4lRWRvBmCwncgyDJAEoyATtsQYDVSNQR02ZUnLC0tLfuTGHL\/aWgwaFop5lIK5fB5qM\/9E05TLaxTLo3BKBn8FG\/h74Zdg8orrAmCqKiUu8CQSqWmfzyWq3fyFGbdCr6ykgtWZ2JpM9Eg7NPneVwzWAjrkFfM48U8zsWQI+aF23ihQRAEUVqUu8Aoa\/iKq7BLUxNlB1+R0WDNxw8vJHgxL2zB4Fv\/SHATBFGaVHmBQVQchMZ1xOOFiQdbrYMMXmTY24cgCKIolLvAsLZcNP+ZmmwJonQoqHWCFxgEQRClRbkLDOqHfzKxZ9dO9wFBEETlp9wFhi2okqn8WHdFNUC9+3NETPkF6jTuBmwwGCHr34bKX5pzzYvrwlqViDxwFa\/c9MSqid5w4U6LwcgJsKwUzFuThdkTfOBo4H4j2Q18cRfv4e010bitBpwCvPDWpFC0dy3M78eA28ce4mqoD\/r5Fa5rRJeYhP+tjMbF+xlw6Fkfq\/o5o6LOu2LnTKROwfy1arw53jvPORMS9dc107leOcELbo89lwRRdSl3gWHtTZbBd5GwLhT+rZZER+XHmHgUkS9uhvOa\/ajbXYrEGQNx56XWqLuhV87aHMLVPfkpqfzgUOFsIGF3WlEQTm+27JYTppuTZyvdC2XZhWdUp2PNn5kYMNXDJC6gzcLmDVFIr+mKlAwt9my5hatOPpjV0xkOGSn49KcY1BzfFMvrSXDil4t4\/9dH2DjZB84F\/lyMiDj2AH84eRVaYEjd3TD\/dQ\/8u\/4iFpe0oGUJd87Wr7uPpBBHpGbqsHfrbdM5m9lDBYVgN3au1x7IQv\/J7uZzTRBEqVHuAqOghzQNOis8lcFNVX9pDzKl7RHYwYMtswHVC91hHLgL6oxecFJlu93KnLh4bCpl3risks\/8b20+N9XiCE9rzrqFmQpd0L6lwcOz93Hc1w8\/BWTf+zIFhg71xaHf7uCnizo4t26IuW0d4cAFpUcn4l+JMz6t6QDudKFJe3dIlyTglsYbTeUi6NPT8Muvd\/F7hBZSqRiejYKweLgnJHeiMXtdPCIjNYiPv4oXdwKejUPw0QBXKAxa7F1zBT\/e1JlWdJW4umDiiyHo6VWy3yLLy9pf7uTkxaNhoCkvLiIjos9GYe6meLA7VOzqhunjQ9DdUwJjVirennsThvpO0CVrEBEvwfBJtTAySIrUyxEYtU2G794MhB93L+kT4jDxkzhMmFsH7Z0UeO65IOxadQkrL+qhatUAc9ooTedMSOy5aNO5\/iGAnjMEUdqUu8CwBbVWFJWK76bKMDyKgtGlOSTZd57YsxpEaeehy+KqsmyBIa71AmruZ60GxnyLalV5N1XuzXvd7nR0fzEUnrz21mTit82PoGgZiB46HXpkPMLnf7jj1V4u0KSqkaGQwyV7X6mTHEp1IuK13BcHPY6uu4WtTkFY8b4bvGViPIjWmCpZefUAfP2WL\/78\/AK296iLLxvLTK2FpssikqB5v1qcoJBDxp3i+4evYsqGBLSb5g1lcctl1OOfX2+a8vLTQk+4iww5edGnJuOTXxLQ4eVGGBsswbXdV\/Da2ng0f8nH3GXBFs1rXh0fN3HAvT+vYOruZAye5AlVDS80T43AX3H+eM5HggcXHiGhljeasCXkuXP2y8YYSLhz1j37nH2xzx2v9HTObcFgrRx7MtDtBcG5Jgii1Ch3gWHZBSJspra3lLe1Ju6CyOnjzz4mvxw5H8aPorfMizC+cJuwG4dvaRHOirHMX5mKpkrgppqDlR4NYWr2usOq9kqeRjz67x4OOHvj++qCkQ0OSgwbXg1OMiPuX9GgdbcAdMkOyrSRjunscRXoodtAn+nucBcbTQMQ\/KuZq9eCzuGjS\/ex8GgaUtg9n5GFRKUL0rmfR7EFRnZeek9z4\/LCNuTmJSMuFXed3PASG4fDfa\/e2B0uh5MRpfE2CwyZHK2DZKbl6z385DCe04HpUaXCCYPqA1+ey8SwHjL8eUyN1sNd4ZR9zkaOCoVRncqdMy1adfVHZ4tzFHfxPneuvbA8pNwfgwRRJSn3XxZfsbOKma3AqVarc5b1thQE7B8LY9\/55Y6FKxNaig2hkODHerCFhvhjsmXELcWEcFlxYTz+r0ajMa0MytJh+7J\/fP7Zdq1Wm3MMBp9HliafHr80s7XVRUtGxXdTFXsHQZR6D3rW5cK9vhri78PoHAiJsgq2RhQVnRpbdiajzfAQ+Fi5LURyZ8x6Lu82B2c5HLOykJJ9OXXpamQqFPAowcjLrPsxWLBHg+mzGyKcUwNpF29j6DajjburtLCfvoQ\/H3luEzHqdvBA+up4RDSQY3+mM2YH532ksXM281krCXLneuuuFLQeZv1cEwRRcspdYPDigF9hUKFQ5NvHchyGcDVCe60CbD9bHibW1t5gWHqR8PvxeRAua872tYxvLf+2ylKq4qKSuKlKGvSBUjcbCf8kwC9chNRVf0LU8W04KMzdIQW18qSd+6nKuqkmX4\/BDpEnltSUobAlUwa4o7H+Onbe1KB+PQkuHEuEvqY\/wkyKUIEuNbg3\/L8S8PQId\/hwJ\/jhAzVc\/RXgJ+c4cLdrWqIWBsFcEH2WFhqlAqHOYlPXxukTyUgz+uQ5rpOLGMkPNWA9MYXSMrLsvBxMxLCRXvAQCfLi5YyQ9Ls4FK1DWLAYERcSkOzvjSBWBnUB5a\/mic76a1ixSwxN42DUkhfuzKXceGg61\/8XJi30uSYIomiUu8AQdjkIl5G27J4QrjIonHliGZ8PZwhbDPjtQmMnvhVE2EIhzFdBCxPxf\/lWD2FatsSDtfKVTtdJJXFTdW+P4J+exu3x3RGXzt2A9Qej+vrukEkKJ7aqrJuqQYOd2xNQv38DVCvCr1Ls6ILXX\/TD2z+fR0+uMnb098TcSd7ZM0gkaP9sGO78cgdj50RCKpPAp3EQPnuGFxhiNO7pC+NPV\/HsYRkCmgbjk4FucKrujxcCL+Otz6+gmkoClaMMTnkujwghbauh+ZJbGPpOFAKbV8fXw9xgV1qLJOjwXE3cWRuBMW+b8+LdKNCUF4WzK94c6Y45yy9gs0Fkmqny+gQ2TsNWm5wATrj0bSnB8zu0GDfHGYWa1cyd6107ElGvX\/0inWuCIIpGuf+8+C4EBi8ihN0SDLZN6JDKuin4bgi+i4KvuB0cHEzfWVcFa01gf1kc3mXVUggIu2H44\/D78q0ZfBifP9NguOyWDGEXCb8Pi8ubuLHPvNDh9xd20whbREpKRXRTzS\/UuDT7vYF6kW8UK72qOgYj7XYMNqS7YXFDOYrarsUq6hUfB1oNkzipMGZSI4wS3LMM8zkUwbVWNfzwYTXTtpxBnlIHDHqxAYZYmcHF7WKCiYB5c1sUKZ98XsbkCxEhoHkwfuT+5QtROOPjRY1yvqvq18Cu+nnj1hrQCCcGFD4f6REPTef6kwYORT7XBEEUnnIXGAyhlTpDuM4B\/5kJB36bsBvC2jRWW10uvMuqpcAQjvfgRQUvRNhf\/hh8d45wgKiwS4XfX\/gg5z8Lu1j4waFPgk12VS9faaGqGYwtC8o7F08GTmFB+H1+eeeCIKo+5S4wWCUvbEkQzuzgWwYYvABhQsPeDBLLbZaLJ\/HCwrJFQRiPb3FgrQ+MzMzMHMGhVCpN21k++NYLoeDg88y3UvBighcffLcMa1nhB7ZSJUwQBEFUNcpdYPAtBNbGX7BK2nJsBD8NVDiOwtZCSLamiPKtB\/zx+XA+DvvHd3EwVCpVnrzx2\/n88YKEFxDCWSTCNC0Hkwr3IwiCIIiqRLkLDOEYBeHYBmHLAx\/Oj7UQdnHw3RTCNCwFC5+ecCyE5VLPlq0orIWB\/8wfR9i6wuebIWzJ4EWGcDwJH48fA8JvY8fgu36qKsLxNLyY46+h8HwKt7H9+bEz1tZFsRSjlkt\/Ww7utQzjP1t2kwn3tTye8NoJxwkJsUyfHIEJgniSKXeBIRzzIJz2afnGX5gHNZ9GQfsUBuF+woqxqC0O1o7Hb6vq4oIh7IriW5+ElTqruIUDYxm8GOPXFRG2EAnT5Pflrwk\/AJftzwYCC8e58CKRwdLlu7\/4MH4bOx7rtmL7CrvnLPNnaxaQUDBbju8hCIJ4kih3gSEUFMK3WmvTUBnl+bCmiqLoCLuNhBUz38rEYBW6cBAvgxcR1kSYPZHIC1HL9UisraVieT2ZyOAFqrArzFY+9HFHMbP\/m9gcJ4d3q+nYvnYIArJ3Mxi0iPhpOkZfm4L9nzQHs03RRu7AuJHLceLiNchnbcOZuXXzeWPoY7aiY4s9+PDqUnQt2K2szNBf+BzXJ6sQukaFyMG3EXxmHhRKI9QR17F9TQSSFT4In9wctd1L2kJjRNbt69j6861ipak7\/xluTHS0yGdJ8mNA3MGvMOTF9YiSyqFq9QYOrB0A75wsqXFp5UqcbfcCRtexv+ZN+VFQGUoXY+o\/GFTrMzxzfiOeL6RpXqHIuIzZXRchbN33mBRa9V\/GqiLlLjCEXR\/CqanCZbv5MGGlRFQO+GvL3uz5v\/wqqMKWCvad7xbhw\/l9y6KboaD7qDD3WeqZtdggewUXbg6Hj8XuorRz+PDTVEza1wTZnmyQBQ\/A6r974ujLAzDDRpoSzy5Ysb0JgiviImL6DJxbG4ka03qhfvQZrNn8EKHj\/Etm186leXbN3dJNsyQYU7B3wQa4f74Dh4Z4QpOaBWme20\/DCYzvsNZjRMUVGAWWoZLgWBczpknRZ8ExPPtjF3K7rYSUu8AQTgNlFKcbgqi4WLYc8FOFLeEH1Qq7MfKiR+TmD\/DMa7vxUKaEROyLF3\/9EXOaKwsIYy6b57B46jwsO5YEmVwGv\/5zsfXzcHgYYrBm0nQsOBQPg8gIqV9HvL96LkaEKri3suMYFvYGDH0aQRN9H1ciXDFj0zLMbOoEZF7G3CHvYse1q4iJuoBerVbDtfEkrPt+APxNxTUi7tAq7PMbjA+qFfaNTo0T86bhpc1XcSGqMfZE5rZgsLyMqfE6jH0b588L97b68MAyjHt5PS5ncPsqamHa94vxegf3Eq3xIJI6QerJSSMpdz49VTlLdLOrI2bdPmylNkN266KRE4MGCaRcUQ1pj3Bo+XGcvJ4FsUwC5+Yt8cLYYNhbCd5gN00DEo6dxrqf7yCVtXC6B6LPa23QyEcqyKcyXz6LX3AFqjdwwp0z95E5xAuOzrnNIaknv8CQGftx\/VwiYu4+j5YLpAgYtADr5zaG9vBcNJ6swo7zs9GQu8X1sXsxoNkPePb4rxjjehT9gl+HvnN9iNUZiI33xqSfFmFyIycuu2Vw\/eyUwd59bQqr8zGeOrUJL3L3bdKeaai7sBv+OzIEactHoPVXQEj6bWhbdYb3tWO45DkWh\/ZNRi2WsO4RfpsxEh+fj0K8pCHeWfc5ZjRTFVg+w6Od6FR3BTqN88M\/R6KRnCxGv5Vr8HEbdm+LEdBnKHzeXYmDCZ0w0MKRLm7TaHgPy8Tv8Rsx2IPqjIpIuQsMS0hcPNnYvP7aKPw8bzdqLd+NY73dgCzuIa9zKDiMe5vbOX06VngsxKnb3eAtycLdS3FQsMOIXdH1ve\/xTIgHHER63Pp2FMJfPYw+W3vBxZRuGhyGvI9NT3vg5hfD0PXDU5i0IRwqZX38b\/dmvLZzAuotfhqH\/hoA1zyZVePytktw6zwdhW\/tl6PN+z\/g2FRzF0n+8lvPi\/LhH5g46QQG79yLHdwbddqpr9D2+a\/R88J7aFaCF2xxA67i2GMWR2FH+K2OaD4qGDuW78d5B0+Ej3bEzR0ncPpfLeqNbYuWfgZc\/u4vnFG1xYylwXAS65EYlWH\/ISNxRMvnQ7DNRprNnR5gy3f3UG\/uYITXEOP+pt1YtTwCNebUAmvkkTScwuUTFvksAdokRGWKcfP7mfhfv9\/xYQfXHM3i3Po17Ds5ARvCw\/HjzDXYM9AtJ5qyzRg8JxqPb09Px5IOjri7dRWutB6LAYHcOUzlbkNtJlzHfoL1gz0Ru+VVtJm4Dn3+Ho+g+DK4fnbKYA63fi8VtDCuU4uXsGvWKbTrF4mv\/1uJ7d3exaGYCajFvBGz4pDaczXO\/RaE+6smo834n9H3xDSEJhRcPn3yVZyvuRj7Pw2D3KBGmja3O0TiXhfhbtew7VIGBnZW5cmPIqwnpk\/XIkxBdUZFpcIJDIKwitQTbTqq8MWsN\/DKyU7oGN4VAzq6FxyWeRtb\/lFi5I728Dbd7QqENMxe9ZJ7S76\/5wu88P0ZJIikMCbdQqxrNFL0MAsMZTB6tvDg3qMk8KnrB\/2meGTmusrbQYOHN5Ph3N6t9Jr6beRF\/+9uHLxzDRGjRuBbU5m4B7QuDA9ZYKk\/eEWQh9bG4OleuLDzCo6tvozaPRvi2f4uJlt3qONw5ZoETd\/2h5NJm0jgHuxcYJqKGnW4ND2spqm+EYM4VSD6B5n9WXxaBUOxNxrx6ppwKvXy6XD925l4XzsL53adwdOj56P9sU\/R8s9JePryTBxe2ND2UuTyGhg\/3R89vzqGhS1r4del99H3qw7wzF7uXKQMxYDW7PqJ4d2qC3xubMXV9HFwL\/XrZ78Mh2bD5r1kX2BI4RbgBoWLFzw91XBVqODvxN3nqTqA\/dQca+KZPkHc\/S5BUK8BCHl1Pa6kTYV3IconVjXCxKGh5nMrlkMlPMkyN4S4ZuJgdBZ3HlV5hJKq6RgsWVKMU0Q8NspdYFjapQvHXAjXlrDsOrGcRkhUcUTO6PnNTlz69xQO\/HUQ340YgOVzt2Lv1OqQ2gszRba+tnjmfyswemECPj6+FYMDZUjaNQ215hoES5GLcvuuTfdYYdcoF8NBKYE+U2s9RrFuV9t5cWw4DtuOT0aojV+zUZuOhEQtXLzdoShRX7wRKWfOYM8pGRr2bYG+9y5jz\/bjuPqXJ7qMa4awYg2uNCL59BnsOiGxmmZgzl7FzDEre7IeTh4uhSh7Jv7ddgcNZrVF7W7hWDt5DJ5+YSW+bJEK\/0Y++Qbk5kWC0OFjUXfRz\/h9fwOsVvfFb21cBOEGaLOXWTfqdTAYi3j9Sq0MzAbAxr0kMn\/NyZpBn2dZfrFEBBEbD8VmZ7ExcSIDdHyXlikNwWcR26dw5RM5OEJly67ZqAP3M4KS+z1Z7lG080KUB+UuMKxNRRVOO+S\/21pMi6jYWIpGSwp9DQ3puHMjDX6NO2Bkk2YIunMAYy\/FQQtORNgLU9bA0x2yMHPJEUxb2hO+EjWiLsfBs3416NPioXYLQz0fGZd+Eg6uPY0kQ8tSKLUcYe39EHvmAdQIyRnkaUYMFx85Eq7HcmH5Z5EUFVXjvmh2fxGWHByKT3p4QaKJw+l\/HqFml3pwy37oph56BzV638BHN7fipRrWj1i4sU8iuLRogedac6I\/6yE2rdCh23s94Hr2MNb9mYjqQ1xQr44eu3ffR9tJ1aES65EUlQGnIGdzC4eNNF1btsRz3Gm3lubYnn7wSjuNy5Ea+NaQ4OGJu8gMqgvPQrqmsrJXzy77jNCC2pO469bOA\/\/+dgbxvbqh2awv8Pa+vhj6Q1fsueyVXcGJ4OgqQfK9ZOjhlsf0T+LTEa92+x+GjfkXjeduRh3Bm7gx\/Tp+2RWJMVOCELl7ByLDOqOOo6hQ1y\/l4NsI7nUdi25vL4Uy3LYZUyR1Q7AqBVdiNECgEZf+vIZUY88CjpdNxk2s48o3dmowovZsR2SNzqjnVLjy2SXrAc498kZbK+q1aOeFKA\/KXWAQVRtL0Vhs9EnY995ELDyayj0ktRAFdsfi9U2gLChM5IL+33yDK5PnokXwfMgUclR7ai62fVENHi0n4p2mMzCsywWEeSvh6u4P11KZZSdDzUG94fTMn7iR1RZNFHnD6rzwErr0nYVaISqEDf8E+xa3giLpOGYM+ggnE+NwPjoBEzsPgle1Hvhu48toZOswHBLfXli5\/jYmvPQUApO54uq5Yw+bg42d6\/EnDnHX78FYKxwdfGwXrqiLgonk7mjaOAM7Fu7lIivRYooL90YrQ\/1JXRH37TF8PfkkxA5SuLZoiRfGOReqq8hamjIXdzw96QF++eR3HDew3rBADJwZisJNsskteye\/wuTAAU3f+j\/MfvkddGu7AkF+cmidw9FNcQFbTyWiR29PTh46ot3MEcDokWjwrQdqDFmITfOz7zWo0H5KLzhvvIxpz4TkKbNI4QP3fW+g4UeRSFI0w\/wNI1Gd20FUhOtXGmXo3t5OVEUYps5uiP5DBuNUoxoIcVcWvmVA4Q2PA2+h0aI7SHRohvc2jkJoocpnn8ybB\/GPsivW1bQckFLU80KUB+UuMKx1fwhXYyzIMp1mnVReLLvHhCt78uE566FI\/DFh3U5MgBWxIquGiet3YaKN40g8mmH2xh2YbRkgD8akNdswyVok57bYFL0l56tbn6WI6ZN3F4\/+K\/Cwv\/VjKuuPwKs1XsCyo8lY1i3vIDtZYG+s+q933ghubbH00FYbJWiLn2+shUolsZIXMXy7TcP2SzYcb43JOL49GUMWj0djR1HOQmDCdWb481yk35HIATWf7Y6aFpvFKm+Evz4Q4YVPqcA0Pdq1xgzuX5ERlL1RIbtvRI41MH7FOoy3uYcYnl1m4VjkLCthGkT8eQbS\/jPQz99CzMl88cy3G7Ap32IUBV+\/Y9uSMPSzCaVUBk8797UMtcb9H66Pyx\/Le8qvOGv61Agn\/zVva3R0Z3ZoB2yLszXC1n75xN798U+sjR8R0nF82R+oPmsZ6lnqi2KcF+LxU+4Cw9qDTbhkd2HiE5UTe91jlp+tfa\/QSHwwasmrSD4cg0y4WnSTPEZEHhi5ez9G5uRLksfsj1+Kv1Kd28JiWfYyxJh6AuPav4Idmpb4fE8XuJfW6eTK8PzeA3i+lJKrVGTG4l7NKfj6+eD8FdWTfF4qEeUuMOzBL\/vMKMjcjKhcWLZOFfQWXRmvuSK0N2aGlncu8sIvWEeULiLnNvjpv+PWw1w6YXdsp8ecoyqAMhSjZ1WwHxBRJCq0wLD2IKyMFQ2RH8vWKbquBEEQVYsKLTBsIWzZYFh6lwj9LKw5X1JlRhAEQRBlS6UUGJYtG7bEA78fWWYTBEEQxOOlUgoMovJgOSuEF3v8IEP+u6VrrhDTvrqjuLr1C\/gO2ABPZV7vGsvZJ\/x2WwuzWeZFOJslx93XEIsHu\/ohrel+1Krmmie9PPtZyTe1kBEEQVRSgcE\/1G1VIpbdJPxIeVr58\/HDXw\/+3PPTJFk3F38dmLEZc1LlpybzCB10+ZUPWTzuP9P+zEKdd2QVXmPewZV9Z\/80Go3Jvp0\/Np8vPh6Dj8v+mpxfDVrumLnOvny6livL8jMyeGt3flt+szaCIIgni0opMIRvktbCLKc\/2tufKFssrwdfEfMVNV\/hs+1CQWHZMmDaz\/AICWfGIDohCjpRQwR3+Ry+HmYDJGPWTvy7aQVca\/oh9WE0dFoxvDuuQaCXEuKkH3H55Hpk6diBayGg\/WL4+7hzkWIQc3Q6oh\/Gg5MMECs7IrjTXHiqFFyYQ07eJKI4xJ6cgBjDBNRtNwgysVlc2HJzpFkaBEEQFVxgWE5TLU4LBImK8oVdM3YdGewvq3yZmMjKyjK95bPrw7cksH\/C1gZhN4SYtSLo44CA1WgaHoTMW5Nx6Z+f4dZ\/GuTZQ2wMmqtQuyxGg5ZhEBvVMBgcYMzci5vHTsCn+154u3Lpxn2F\/458DdeB78FR7Ar3Jt\/DV+UBEfTIuDYKV08ehlu3XrlLQOujEP33G4iXz0S9tr2yl7w231Pk5kgQBGGbCi0w7A3mJCoHvEBkf4XdBkpl7vJ71raza59nppBWApG0JrwCgrjqXQJlwADITq5Hpm4q5NlGSWJZI\/iEhMIUSySHmLt9tIm7kZJ2DZojIxBt2osTHsYw6PScWBXrkXX\/C9y4cQY69lPQ3ILGIRosyHznpSPhxLOI07VFvcHd8\/lpkJsjQRCEbSq0wCCqBsWZxWM9joVjIycl8tT5YkcuXn4RKnUfhwb9J8PSsFGXsAI3\/01AWP+tcHOUQXtvGs6dNwj2kMCx5jfw13+EiGNboOo6NI\/IIDdHgiAI21RKgWFvHQxr8D4XQkrs7kk8fnQ3EXc\/El51gpFxfzu0zp2hlNq\/XlL3vlCkL0JMzFAE+XtBZIhDauwjOPrWg1EXDziEQaGQcTdEEhIjTkNvFLqpKqDwaQJvvy+RtmcMbl5tgjr1aoK\/k8jNkSAIwjaVUmAUtevE1qA7EhOVDIk3RA\/ewtmLd2AQN0Nwl1FwKKDlQKTshdpdbuPmyadwWsNtMMrgGDIHtTmBIfOcCH+PGbi65wLkCiWkDv6QWLslpHUR1PklXNr9MmJ8NiLA0wnk5kgQBGGfSicwiuphYQsSF48HvrWJnW9rg3b5aZ38Nn4\/XhTmfJa2R4NnzY6N\/DTRPK1S8n5o\/Ey\/fFOVRSIxHPymosGgaXmmy4pYF4skGAGdtiHAas69EdD\/dM43qctoNBkxOjeY3BwJgiDsUukEBnlYVC7YbBA2iJOfTcKvSyGXy01\/+fUreJHB1rZg+\/FrSbD4DH69CX7NDLYPGxDKCw2WFvvMx2EzVdhflh4L47ezeOwzv6YFL2D4fBZ6vAi5ORIEQdilQgsMyzdevvWCREXlgQkJHlbZC7cJw4TwC2gJ9xF2c1mLJ9zG78v\/5cP44wux3JcgCIIoHSq0wLB86JOnyJNDYUUkiU2CIIiKSYUWGARBEARBVE4qpcCwN01VOCWV\/0xTUgmCIAji8VIpBYa9aarCMOFnEhOPH\/3lpbj2bCZCT7wGpVKcZ0aJcCZI3lkfIugufYPrz2WhxsmZYMMnLJ1MLdc1ES4pbi9tW\/DLlbP7RTj40zKv9txU881qIQiCeMKpdAKjONNUSVyUL+yaaTS6fC6k7DObCcIqc34Wh2m2CPedn3WSbWOSIyrY7BB+Vgh\/LwiN0Vg42y50a+Xj8sJBKAoYvMDgjdgYQi8UPq\/84FPLY\/JChi8D3W8EQRCVUGDQNFXbGNXnEHV8HmIfJUEklkEeOBf1WoVDAjuuodAjM\/IDXDu1GzqRkjufvnBtuQQ1Vcyl1AD1g2W4ac2JtDBIHSH1EnEVt4SrnKVmy\/Oo7bgd\/jPct62GZwMx0hePROShgaj1+7OcADALRbHCBTLvTC6e2PTPVLbsCj313Cq8tUKLSZ+MRyNlrkU7j3ANDd6xNU+WBLbqfKsF+8wLA6EtO7+vZVeb8Bh83vhjWbZu0P1JEMSTSrkLDHoIlxYpeHRiOhLkC9F0aDdIRVnISoqD6dQa7biGGqLw8PxuuLTbjRoBblwNnYjENHPlacz8w7YTaSFmdUpqv4jQvVouD3poteaKXufdHYFfn8CtUYsh\/VSJ6O8C4H9oMCd7tFyog2mNCzkXL2wfa2kwt3ww+LUy0q\/vwdKlWnR7\/0U0kOe2NDAsWyL4bgu+RUMoRlhrBL+eBtvOt3Cw1hG2nRcS\/LobOdbt2WtmWGuJ4R1ihaJGaORGEATxJFHuAoPERSmhu42EWCW8u7eH2Z5DAYVbYHagHddQsSecfVS4deoNiKp3gotfV8iczC0UOntOpFbX1M4Pq+yFXRUymRPQ710E\/zMMN\/tmIuDIFrj6OeRU4NbWvRDiN+JXGEfYPp61tS74rhVLhI6uPOz4luts8N95UWFr\/Q5r6REEQTyplLvAIEoTo9WtukR7rqHO8Gy7E84Jp5AUcxDRhwZAX3cDmjSuYwq15URaVPJ0M+iSkHUxGRIPPTIvxsPQRsV2yNfdIWyZ4P9aDgi17ALhsTY40zJMeBzhPsLuDX4sh630hOKJ\/07dIwRBECQwqg7SGvDwycL9q0fg07YnZCI11ElxkLlVs+8aakyHOiUNMo8O8PFoBlnaAdxISTBJFXtOpIVswMgZ+JjbzZCF9EUvIdb4MmqfUCKq+0zEN18Nz6bKnGXB+YpcWKGzvwqFAqlnf8Try7WY\/NlENFEa8xyDIVx23FJEsDAmGFgLBN8NwlpKWNcGS5vvLmHxWTjbxnev8Gnwg0v5waKsZYSffWJN+AhbcAiCIJ4kSGBUGVzg3eYbqI\/NxfmN8yGSyKEIYoM8q9l3DeUER\/z5iYiOTeW+cCLAqTsCWtYzW5LbcSIt7MLa\/KwOVqkbjXpo\/\/oK938KQfVjQ6HwFiFk6SncGPURHP9ZAGcvhzytFnyrh3DKqObOQaxYkYV+i6agpUyUZ4YIg31nxxSOkRBW8HxXDN9lwr6zvAmnpPKigd\/Gf+YFD\/vOCxqhkODzbatVhSAI4kmCBEYVQiRvhqDwHQiyDLDnGiqqhoAuu\/KEpaWlZX\/iKl\/\/aSYn0uLCv9mzVgbTDJHOb6H2VVYBG5GVpYWs5zzUvWSumFmrAYOfEmoa8MlV\/nxcVqm7PPUDNBo2pgI5rSJCEzPLAZl8ZW+e8moWKmw\/vlWCjy90WuW38\/lh8DNO+Fkm9lpZ+G4V3pyNIAjiSYQEBlHmsIpZWNkLWwqE3QqWq67ycdh+vGgQrjPBz9hgYoTfZjkgU4iwshd+tjVos7gGaLTgFkEQBAkMooyxNqXT3F1izGkN4Fsn2L7CwZLCKaf82hOsVYGv+PlWDxaXX8+Cx1JcUKVPEATxeCGBQZQptloHrGHZnWDPXp3H2vRTgiAIovyhpzNBEARBEKUOCQyCIAiCIEodEhhEmcG7qYadmgVzT4kR2kMLcHVUAqpf+BzOnhLob63F9fab4H34V3jVkduI9+QReeAqXrnpiVUTveEiAgxG7uxlpWDemizMnuADRwMgEgNp1+9g+Co9\/m9+GGrJgKz70Xju8yTM+aAeWiiqxvobrOwidQrmr1XjzfHeOWW3JOqva6ZztnKCl+mcEQRRvjzRAoN37CzPfnxj9r8nYwiiCLJOr8C\/+0Dc++As6n5SHfGvLoPste\/hWaf0lURlvb5GdTrW\/JmJAVM9zBWlNgubN0QhvaYrUjK02LPlFq46+WBWT+eyyXRFgiv7+nX3kRTiiNRMHfZuvW0q+8weKigEu7FztvZAFvpPdidxQRAVhCdaYLCZBuVd+bA5E+wNjbf3EBfi4cjiWdutorqp5pnQIXaDx6I5SGw9Hw8CaiEheghqvVIvb3msxcsm7fzPOW6qjR3tH76yXt+HZ+\/juK8ffgrIHtAqU2DoUF8c+u0Ofrqog3Prhpjb1hFsCGya3ZSA+KvR+HBjLCI0Ihhlcgx7viZG1XSAISEBb30WjWbT6mFUNRFu\/nEdb153xbKp\/vAr4JTp09Ow9pc7+D1Ca3K79WgYiMXDPbmK3Yjos1GYuyke7E4Tu7ph+vgQdPeUwJiVirfn3oShvhN0yRpExEswfFItjAySIvVyBEZtk+G7NwPhxykxfUIcJn4Shwlz66C9kwLPPReEXasuYeVFPVStGmBOGyUsh\/\/Gnos2nbMfAoo3tZggiNLniRYY5Q2ra8TZf1lFxCohU3OwyLzN9E+U7TBizH0bNu3D\/ZXmeS2umG6qtQ\/k3y72645qc37C1cmnEHBiIeTKwsVjZN3ah2++yUT3BeM4gVGxX1WLdX25N\/Zfd6cj\/IVQePLXV5OJ3zY\/gqJlIHrodOiR8Qif\/+GOV3u5mILVjx5i\/BvxMM3B0euRKnI1bdenJOKjtUkIf6kJPvMVI\/PuA4z78R5az62BOh7ueGdkKqb8eBdhw+RYckSC19\/0hW9B19Woxz+\/3sRWpyD8tNAT7iIDHkRrTBW+PjUZn\/ySgA4vN8LYYAmu7b6C19bGo\/lLPnDLzpuseXV83MQB9\/68gqm7kzF4kidUNbzQPDUCf8X54zkfCR5ceISEWt5o4iQylf2XjTGQcGXvnl32L\/a545WezrktGKyVY08GugnPGUEQ5Q4JjMeMaf2HPBtgqmn4N1tTZSQQE2yLMfvtl69OTZ8t69YK6qZqFX0C0nbdgdhHg9RD9+Hbuo7VFhlreA1djYq8EnfJrq8Rcf\/dw1\/O3vguVDBl10GJYcOrwUlmxP0rGrTuFoAu2UGsBUPu7YvlFmMwGJn3EnE2IRMPfryE382ZQ6ZBjgQtd0CZCB71gzD3xhVM\/CoJo99oiHbOhaiducr80G2g9zQ3uJt2F8O\/mrmqz4hLxV0nN7zkLzWVs3pjd7gcTkaUxtssMGRytA6SmUSXh58cxnM6ZHFZUSqcMKg+8OW5TAzrIcOfx9RoPdwVTtllHzkqFEZ1Kld2LVp19UfnvGcccRfv44CzF5aH0OOMICoS9It87JiaFLL\/D6t9HULxYOS\/Cyoo25VxxXVTzcWArK0f4OGNgah9qBaies1H0vCf4V69qiypXYLrq1Nj665ktBkeAl8rdb1I7oxZzxUtNwp\/XyyeHYQAMX9swcENOtyO1sDFyYiIBzrowxxK4YFgtHEXmpHw5cpzXsSo28ED6avjEdFAjv2ZzpgdnDcnrOwzn7WSoOmcpaD1sBD4UOsFQVQoSGA8ZnRGc\/WT8ywUmV4sc563rNtDZ8htSmf78f342btbdI3wESumm6olxrjDuPfyOXj9ug2OdZUImLQGka9yAmfT05AWotsl7dxPOW6qzZwqXhdJSa5v6rUYbBd54puaskK36NhDGeiOOsm38dt1P8yoK4NYp8Xl21oE1XaCs8iAK3\/cxCr446d3HPDlZ7ewJrgeXgiW2j+2TIEuNYAvDyZi2EgveIiMePhADVd\/BeRezghJv4tD0TqEBYsRcSEByf7eCGLqVF1AXqt5orP+GlbsEkPTOBi15IU7Ayk3HmIHd87+L6yAfBME8dghgfGYkVkTB6JC7FMgFdNNNQ+GZCS+OQ\/qHu8htIN5nIDq5blwbDIDMXs7IbCfZ4FJZN0+gOXLM9H7QyYwipOJsqXY19egwZ4dCWjQvwGqldKvUuLijjnjffDR+osYkMnJHoMIQc2D8VEtRyRdv495\/0jx+mwfVHMW4Z1RqZiw4g4avFUDrZ3sXF2RBB2eq4k7ayMw5u1ISGUSeDcKxGfPKKBwdsWbI7ljLr+AzdyxpO5ueH0CG6dhq21NACdc+raU4PkdWoyb44xCzSniztmuHYmo169+qZ0zgiBKD\/pZViEqoptqHsSu8PjxEDyEh3dpgdCIY4VOoqKPwSguabdjsCHdDYsbyos0pVVVuzp2f5D7XVEtAJs\/y72annUD8Nm8ajnfc7pI6gRhw8LceO4NQrBpQeGOKXFSYcykRhiTL0SEAE7A\/Mj9yxeicMbHixrl5rt+DeyqnzdurQGNcGJA4fLASI94aDpnnzRweEKmeRNE5YIEBkFUAFQ1g7GlkBU8YcYpLAi\/zy\/vXBAEYYtiC4zct1yiKkLXlyAIgigJxRIYKtMiTERVha4vQRAEUVKoi4QgCIIgiFKHBAZBEARBEKUOCQyCKCb6uKOY2f9NbI6Tw7vVdGxfOwS5Vhh63PphKkZfm4L9nzQHs03RRu7AuJHLceLiNchnbcOZuXXzeWroY7aiY4s9+PDqUnR1Lr+VHfQXPsf1ySqErlEhcvBtBJ+ZB4XSCHXEdWxfE4FkhQ\/CJzdHbfeSzt8wIuv2dWz9+Vax0tSd\/ww3Jjpa5LMk+TEg7uBXGPLiekRJ5VC1egMH1g6Ad06W1Li0ciXOtnsBo+so7CVUjhRUhtLFmPoPBtX6DM+c34jn\/UrRCybjMmZ3XYSwdd9jUqjlL4WoDJDAIIhiknpmLTbIXsGFm8PhY6EFjCln8OGnqZi0rwl4TzZZ8ACs\/rsnjr48ADNspCnx7IIV25sguAIuIgZ9Bs6tjUSNab1QP\/oM1mx+iNBx\/ijRGqxcmmfX3C3dNEuCMQV7F2yA++c7cGiIJzSpWRYL22k4gfEd1nqMqLgCo8AyVBIc62LGNCn6LDiGZ3\/sQi65lRASGEQlQY\/IzR\/gmdd246FMCYnYFy\/++iPmNFcWEMasT85h8dR5WHYsCTK5DH7952Lr5+HwMMRgzaTpWHAoHgaREVK\/jnh\/9VyMCFVwb2XHMSzsDRj6NIIm+j6uRLhixqZlmNnUCci8jLlD3sWOa1cRE3UBvVqthmvjSVj3\/QD4m17gjIg7tAr7\/Abjg2qFfaNT48S8aXhp81VciGqMPZG5LRh288K9rT48sAzjXl6PyxncvopamPb9Yrzewb1Ea0OIpE6QenLSSMqdT09VzmJhJut5kQgitlIbv7ysUQ+dQWJaidWQ9giHlh\/HyetZEMskcG7eEi+MDYbSTuVgsJOmKDECa967jLC3eqFjsBjRW\/dj7cVgTHqrHlwlfD6V+fJZ\/IIrUL2BE+6cuY\/MIV5wdM5tDkk9+QWGzNiP6+cSEXP3ebRcIEXAoAVYP7cxtIfnovFkFXacn42Gcu6ei92LAc1+wLPHf8UY16PoF\/w69J3rQ6zOQGy8Nyb9tAiTGzlx2S2D62enDPbuJVNYnY\/x1KlNeJG7b5P2TEPdhd3w35EhSFs+Aq2\/AkLSb0PbqjO8rx3DJc+xOLRvMmqxhHWP8NuMkfj4fBTiJQ3xzrrPMaOZqsDyGR7tRKe6K9BpnB\/+ORKN5GQx+q1cg4\/bsHtbjIA+Q+Hz7kocTOiEgRZOdnGbRsN7WCZ+j9+IwR6kPioiVVtgGI3Q6zTQaPUQy5WQ5y5fCV1WJtR6fsUmESRcuELKjKe4B5tGC53eYHrWiWUOkMukhbLZJsoQbRR+nrcbtZbvxrHebkAW95DXyaDXqqHJuIVVecIScC9dj\/T0dPZExd4pU7Dc4yOcut0N3pIs3L0UBwUnKIwGBdq98TXOfu8PlcSAW9+OQvirh9Fnay+YfEq1aXAY8j42Pe2Bm18MQ9cPT2HShnColPXxv92b8drOCai3+Gkc+msAXPNkVo3L2y7BrfN0FL61X4427\/+AY1PNXST5y289L8qHf2DipBMYvHMvdnBv1GmnvkLb579GzwvvoVkJXrDFDbiKY49ZHIUd4bc6ovmoYOxYvh\/nHTwRPtoRN3ecwOl\/tag3ti1a+hlw+bu\/cEbVFjOWBsNJrEdiVIb9h4zEES2fD8E2W2n6V8fQSbH47quz8H1Bjt37lBj0YR2TuDBFbziFyycs8lkCtEmIyhTj5vcz8b9+v+PDDq45msW59WvYd3ICNoSH48eZa7BnoFtONGWbMXhONB7fnp6OJR0ccXfrKlxpPRYDArmMpjKX3Ey4jv0E6wd7InbLq2gzcR36\/D0eQfFlcP3slMEcbv1eKmhhXKcWL2HXrFNo1y8SX\/+3Etu7vYtDMRNQi3kjZsUhtedqnPstCPdXTUab8T+j74lpCE0ouHz65Ks4X3Mx9n8aBrlBjTRtbneIxL0uwt2uYdulDAzsnHd2myKsJ6ZP1yJMQQ\/nikqVFRhMKGjVauiMZtNsiVAhcGF6oxhypTx3yWx+hUOjSVVA7iCGiNtPnaWBTiKBQ0ncQ4mSI\/VEm44qfDHrDbxyshM6dumCXq3kUOu46yL1Rmsu7MucsM7o2dIPcgV3fTOvY8dxFUbvaA9v092uQEjDQE5caKHWahGz72tMev4CEkVSGJNuIdY1Gil6mAWGMhg9W3iwuwc+df2g3xSPTO72UBV4K2jw8GYynNu7lV5Tv4286P\/djYN3riFi1Ah8y\/Yzcg9oXRgessBSf\/CKIA+tjcHTvXBh5xUcW30ZtXs2xLP9XZg5K6er4nDlmgRN3\/aHebVxCdyDnQtMU1GjDpemh\/U0OVRNWmDopV1YvkCD8A+eQi2Xsmrv1+H6tzPxvnYWzu06g6dHz0f7Y5+i5Z+T8PTlmTi8sKHtJczlNTB+uj96fnUMC1vWwq9L76PvVx3gmb1MukgZigGt2fUTw7tVF\/jc2Iqr6ePgXurXz34ZDs2GzXvJvsCQwi3ADQoXL3h6quGqUMHfibvPU3UAExiONfFMnyDufpcgqNcAhLy6HlfSpsK7EOUTqxph4tBQ87kVy6ESnmSZG0JcM3EwOos7j6o8QknVdAyWLCnGKSIeG1VWYIiY4ZRUzt3DOqg1ojzNjUaDHgauQnEQi\/K1qIrEUoFXhNjUdFsFV6aufIic0fObnbj07ykc+Osgvnt2IJa9uxl7p1SDXuOKnku4sP9yw5a8tQV\/vlwje2nsvFeQiU+NWgfN1ZUYuygFHx3fiqFBMiTtmoZacw2CpchFuX3XVtKxjRgOSgn0mVrrMYpV79vOi2PDcdh2fDJCbfyajdp0JKYY4OjuDGWJxuAZkXLmDPackqFh3xboe+8y9mw\/jqt\/eaLLuGYIK9bgSiOST5\/BrhMS62m6cYXm3mofRmZB6WzEw6hMGOrIC+2Fw8qekKyHk4cLFAXqkkz8u+0OGsxqi9rdwrF28hg8\/cJKfNkiFf6NfPINyM2LBKHDx6Luop\/x+\/4GWK3ui9\/auAjCDdDqs\/Ok18FgLNr1K70ysAX0bNxLIvPXnKxxz0nhsvxi7iVLJOYiis3PRYnIAB3fpWVKQ\/BZJM5p9S2ofCIHR6hs2TUbdeB+RlByN67lHkU7L0R5UGUFBrvBpVIjDFquwhA7CCyyuW06TmBwP57MDI1ZUMhlkIosbl+jwdS9oueEiJz6R8ofQzru3EiDX+MOGNmkGYLuHMDYKwnQGvy5B48Wd29kwt8U1hSBt\/7AmMuxSMnwg6MoEIM6ZGHWkiOYtrQnfMWZuHM+Gm6NQiFJj0OWWxjq+8q49JNwcO1pJBlalkJm5Qhr74fYMw+gRkjOIE8zYrj4yJFwPZYLyz+LpKioGvdFs\/uLsOTgUHzSwwsSTRxO\/\/MINbvUg1v2Qzf10DsI6X0DH9\/ahhmhJWlTEcGlRQs811oCY9ZDbFqhQ7f3esD17GGs+zMR1Ye4oF4dPXbvvo+2k6pDJdYjKSoDTkHOOa0R1tJ0bdkSz3Gn3WqaQ93wYOthHBI1wfRFDtgx7wiO1OiNLjUcCqXTWNmrc2X\/6ObWQpSdu27tPPDvb2cQ36sbms36Am\/v64uhP3TFnste2ccTwdFVguR7ydDDLY\/Qkfh0xKvd\/odhY\/5F47mbUUfwJm5Mv45fdkVizJQgRO7egciwzqjjKCrU9Us5+DaCe13HotvbS6EMt23GFEndEKxKwZUYDRBoxKU\/ryHV2LOA42WTcRPruPKNnRqMqD3bEVmjM+o5Fa58dsl6gHOPvNHWinot2nkhyoOqKzCyMeiN5sFjOYggdlByD32RaQCSTp0FjUYMiTzb7pkTFpqsLK7i4uJJHaDgxAfpiwqAPgn73puIhUdTTYJCFNgdi9c3hpx7G9Qak7H\/vcl5w9a1gCf31qNTA90\/\/z9MfHk+WgTP58SkA3z7z8XO\/6sBl6Zj8XbTNzG8ywWEeSvh6u6f07dfMmSoOag3nJ75Ezey2qKJIm9YnRdeQpe+s1ArRIWw4Z9g3+JWUCQdx4xBH+FkYhzORydgYudB8KrWA99tfBmNbB2GQ+LbCyvX38aEl55CYDJ3d+u5Yw+bg42d6\/EnDnHX78FYKxwdfUvv5y6Su6Np4wzsWLiX+80o0WKKC\/dGK0P9SV0R9+0xfD35JPc7k8K1RUu8MM65UF1F+dN0hvriOWzY74hBH9eCh4sIQyfHYukXpxD0YTuEORdUQ+WWvZNfYXLggKZv\/R9mv\/wOurVdgSA\/ObTO4eimuICtpxLRo7cnJw8d0W7mCGD0SDT41gM1hizEpvlNYK7+VGg\/pRecN17GtGdC8pRZpPCB+7430PCjSCQpmmH+hpGozu0gKsL1K40ydG9vJ6oiDFNnN0T\/IYNxqlENhLgrC98yoPCGx4G30GjRHSQ6NMN7G0chtFDls0\/mzYP4R9kV62paDkgp6nkhyoOqLTCMRhiMItP4izwSI6e1ghMWMq5G0ZibxU2bRax52xEyNoYjSw2NTgK5TFziwelECZFVw8T1uzBRuM0kBvWcOAzMH5YNu75it8Z4Y8N2vKHXQK0TQ85EIycuNbIQjP95K6ZaG1\/j3BaborfkfHXrsxQxffLu4tF\/BR72t55dZf0ReLXGC1h2NBnLuuUdZCcL7I1V\/\/XOG8GtLZYe2mqj8PbyIoZvt2nYfsmG4y0nvo5vT8aQxePRqETrQ1ggckDNZ7ujpsVmscob4a8PRHhppRnUEjOX5n51atoGb3xdyPSKUXaRYw2MX7EO423uIYZnl1k4FjnLSpgGEX+egbT\/DPTzt1CqMl888+0GbMq3GEXB1+\/YtiQM\/WxCKZXB0869JEOtcf+H6+Pyx\/Ke8ivOmj41wsl\/zdsaHd2ZHdoB2+JsjbC1Xz6xd3\/8E2vjR4R0HF\/2B6rPWoZ6lvqiGOeFePxUaYFhNBpMAkNqswnCaO5wFOV\/bRWxLhau4sky0AiMikrRrq8ROq0OBgNMXWM5ZGXCkD2DqFSR+GDUkleRfDgGmXC16CZ5jIg8MHL3fowsr+OXJ4+x7MbUExjX\/hXs0LTE53u6wL20bieuDM\/vPYDnSym5SkVmLO7VnIKvnw\/OX1E9yeelElGlBQabLWLgKpfcdwYjDHo9jGybaRK2DhqNAWIHCScoWJjBNIDJ1JJh0EOrN0Jsu\/OYKG+KdH1FcFA65Yx5MOrVyNKIIVeUXReYIrQ3ZoaWTdpExULk3AY\/\/XfcephLJ+yO7fSYc1QFUIZi9Cz6AVVmqrDAYOscMMEgRZ7xm6YZBGrTmy8bES2RySGXsi4UrnIyaLkwg2mEN2vBMIVJqHukYlLU61uIuARBEESpUYUFhghimdKiado8dVUptTabXcRVRgooabxQJaGo1zd\/XOq6JQiCKDuqsMAgCIIgCKK8IIFBVAqM2n9wefNn8Htqo2n6adkf8BGid\/VFWpP9qB3oVvbHIwiCqGKQwCAIgiAIotQhgUFUHgyPEHtiJCIToqATNURwl8\/h62E2QDJm7cS\/W1bAtaYfUh9GQ6cVw7vjGgR6KaF+sAw3T65Hlo7bUVILAe0Xw9\/HnYsUg5ij0xH9MJ4N+4RY2RHBnebCU2Ux6d7wkDvuBMQYJqBuu0FwyJ62Qm6OBEEQtiGBQVQe9HFAwGo0DQ9C5q3JuPTPz3DrPw3y7ArfoLkKtctiNGgZBrFRDYPBAcbMvbh57AR8uu+Ft6sCuriv8N+Rr+E68D04il3h3uR7+Ko8IIIeGddG4erJw3Dr1it3CWh9FKL\/fgPx8pmo17ZXniWvyc2RIAjCNiQwiMqDtCa8AoLYfB8oAwZAdnI9MnVTIc82ShLLGsEnJNS8LoZIDjGnErSJu5GSdg2aIyMQbdqLTWENg07PXHP1yLr\/BW7cOAMd+ylobkHjEA0WZBYY6Ug48SzidG1Rb3D3fH4a5OZIEARhGxIYRCXCwrERFmuUiB0htrJqltR9HBr0nwxLw0Zdwgrc\/DcBYf23ws1RBu29aTh33iDYQwLHmt\/AX\/8RIo5tgarr0Dwig9wcCYIgbEMCg6g86G4i7n4kvOoEI+P+dmidO0NZwBLfUve+UKQvQkzMUAT5e0FkiENq7CM4+taDURcPOIRBoZBxaiEJiRGnoTcK3VQVUPg0gbffl0jbMwY3rzZBnXo1c1YOJTdHgiAI25DAICoPEm+IHryFsxfvwCBuhuAuo3IGXNpCpOyF2l1u4+bJp3CaWZAYZXAMmYPanMCQeU6Ev8cMXN1zAXKFElIHf1jzPYO0LoI6v4RLu19GjM9GBHg6gdwcCYIg7EMCg6gUiGQd0OBZW46NzA67P5qMsObKKIbcfxoaDLLi5igJRkCnbQiwmqI3AvqfzvkmdRnNpT86N5jcHAmCIOxCAoMgigO5ORIEQdiFBAZBEARBEKUOCQyCIAiCIEodEhgEQRAEQZQ6JDAIgiAIgih1SGAQZYb+8lJcezYTYadmQS63vo9m0xhcWzYSDfb3yVlfojDxiMeD0WiEwWCAWCyGSERLohMEUXhIYBAEQRAEUeqQwKhCGNXnEHV8HmIfJUEklkEeOBf1WoVDAtuuoXq9BpmRH+Dm2T+ghYJ7S\/WFT4fv4e\/BHEUN0MR8i4gzv+U4kfq2WQQ\/b7dC5ccAB0g8AZ1Oy70B81uzkPndu4j830kY3fyhqB8PA\/eWrNVqc1owrMczk35hNd75UY\/xH72Ixo6lctoqJaw1gf2TSCQF71zC45T1MQiCqJqQwKgypODRielIkC9E06HdIBVlISspDqZWbaN111DnLt0h1t\/Fo3\/3wrH1doT6uwD6RGiM3G0hMpicSCNOnoZH1x3wdpFDF\/9\/uPLPUrj0fwuOhahzxLVHo8Y+9inX30N\/dzPuzbsP76P74BEUh7j+\/ZEuMpqOZy8eT9btP7BsmQ7h88egsVNJz1nlxeTIYhRzAhEkAAiCqJCQwKgq6G4jIVYJ7+7tYbbnUEDhFpgdaN01VKs3wEHsDpW3I26feRvikA5w9u0CNx93c6ykPUhNvw7NP88j1rSFdyIFUMw6zXj1CLSBveEc7MDdfX5wHlUHsb8UPr7nkFXQaIt37KqGkQkwI42LIAiiYkICo0phtLpVl2jPNdQZbq23omHiaaQ8PIzYv5\/Go0a\/o3atIFOoxG0s6vQZm8+JtNiIxFyiMphtULn\/SentuySwQZiP4xg0wJMgiKJCAqOqIK0BD58s3L96BD5te0ImUkOdFAeZWzX7rqHGdKhT0yFzbw8v96ZwSPsLd5LYWI0gTlz0gTLjczx8OAiBfh4mJ9K0R\/FQ+tSxbgpWCMR1OsEh9i9kJTwLmVcqMnbftiGLrJN2fiVmf2fAhE\/HodkT3EXyuGAzSPhZJGLLATEEQRB2IIFRZXCBd5tvoD42F+c3zodIIociiA3yrGbfNZQTHEn\/TkPMozTuixYix24I6tjQPOBS2RM1OkYg4vRgXGDdEkYZl+Y7CGMCo5i5FIc8hYC3T+B+39GI83OCyOhQpPjq23\/h++916LGQBMbjgJ+eSi0YBEEUlWIJjLS0tNLOB1EKqFTNEBS+A0GWATZcQ9nMDYiqwbfjVvgKtquztKZ\/JtzGo3qP8XniGdRceLFzKYFkzEcIHmORl6zCDaxQ9VuB1FRTDC6Pxc5EpUSuKB9beBIXBEEUh2K3YKhUqtLMB1FCSlv00fWtWJCoJwiiskFdJARBEARBlDokMAiCsAktFU4QRHEhgUEQBEEQRKlDAoMgCJvQUuEEQRQXEhhEmWHNFVV3aDb+C98IuLlApAyA6+Q3EPROV0hl9uM9aUQeuIpXbnpi1URvuIgAgxEwZqViwa86vD7WHY4G85pl6TfuYsiXsdA5SiGTOaBl5yC80c8TXqWgCfQpCZj0YSymza+DFoqSdY\/oEhKx8Md7uHg\/Aw4962NVP2eUz5yYksGug0idgnlrsjB7gk\/OdbDE8voRxJMICQzisSOtMQ61Ls2BQ9JxRPWdigj5r6j5Vl3Qc9iMUZ2ONX9mYsBUD3PlpM3C5g1RSKnhhNQMPf7YloKrTt54rbvZ7U3u7Yvl88NQPTMVS7+6ijdkMnzXx6XEFbjEyRXvTnOEn7zkV0bq4Y75r7vh3\/UXsbjEqZUT3HVY9+s9JIU4IiVDiz1bbnHXwQezejpDIdgt3\/UjiCcUEhhViKK6qbrI2WuuHllRH+HW2X3QQmlyU3Vr9Q1qmqapGqB+sAw3T67PcVMNaL8Y\/tleJQUidYTUSwRbYwPFfm3gN78Vrs7aAs1rb+W2VtiJl3b+Z7y1QotJn4yvsm6qD8\/ex3FfP\/wUkN0MIVNg6FBf\/LXxNn6+ZIBjyzqY00YBtkRZuiCezMUZY55yw9aNcYjs4YIw7tcdfzUaH26MRYRGBKNMjmHP18Somg6mhdT06WlY+8sdbLqtgVQqhmejICwe7glXkRGXd97E5xcycCNRiS8\/qI2WSvNr+oMjVzH+IOCnyYQuxBXuD9MQ4eSFZa8EIVisxe411\/HDDa1pdVaJqwsmvhiCniVsTuHz+XuE1pRPj4aBpny6cPmMPhuFuZviwe5ssasbpo8PQXdPiam15+25N2Go7wRdsgYR8RIMn1QLI4OkSL0cgVHbOBH2ZiD8uGLpE+Iw8ZM4TJhbBx2d7WSEuw4jRwZj58qL+OmiDs6tG2JuW0dYLhWX7\/oRxBMKCYwqQ9HdVOt36gqJIQpx\/+7L46aalmV+9zVm\/oGbx07Ap\/teeLsqoIv7Cv8d+RquA98rlJuqpPaLqH3A3h4iSIJqQRx7CRq1kRMYogLjZd3ah2++yUT3BeM4gVEFXw\/ZW\/LudHR\/MRSefNM7V5n\/tvkRpM0D0E1nQM\/MOHy53x0v98i\/lKnSwxGq1ETE6oyonpGEj9YmIfylJvjMV4zMuw8w7sd7aD23BupI9fjn15vY6hSElR94wl1kwINoTXZlKUL9\/jWxIjzZ1EViXi4cOUuFK4L98EWPLExYko7X36uDv7+4jbMpgQh2l6BF\/9ro4SGDjLs09w9fxZQNCWg3zRvFXlXFmJvPnxbmzac+NRmf\/JKADi83wthgCa7tvoLX1saj+Us+cGNx9XrImlfHx00ccO\/PK5i6OxmDJ3lCVcMLzVMj8FecP57zkeDBhUdIqOWNJk4F3E\/cdVi74QEkLQPRQ6dDj4xH+PwPd7zayyW3BcPa9SOIJxQSGFWFYrip6rnXTInYM5+bqtLFXB3oEncjJe0aNEdGINq0hXdTZRFLzf2sSHt7DV2Nx+DvVU4Y8ei\/ezjg7I3vqws6OByUGDa8GhxEajy4qkfLcG90yg5Kt5qOmcx7iTibkIkHP17C76bkjcg0yJGgNQ3owMFbRvSe7gZ3U0Uohn81hdV08vqQiOHs5gC5Ug9XlQwqmQSeciAhi5nnifDo0n0s+DsFKZyyNWZkIVHpgnQuSFXcyparsA\/dBnpPy5\/PjLhU3HVyw0v+UtNdVL2xO1wOJyNK420WGDI5WgfJTK01Hn5yGM\/pkMUVXalwwqD6wJfnMjGshwx\/HlOj9XBXFLjyPHcdRj1fA0Z1Ku5f0aB1twB0ybODjetHEE8oJDCqFMV3U22UeBrJ2W6q+rob0aRxHVOo1H0cGvSfXHpuqhb51UfdgMGnLhxKoZ+\/0qNTY8vOZLQZHgIfKxWySK7CqyPsJ5GZkIE0Z0f4mFUmFP6+WDw7CAHZ6eWsZaEpfLYs178Qi4xmXcg8SsAWfzeaxGrW\/RjM35WF6bMbIpxTA2kXb2PoNmORzOyKjv30Jfx5zFMEMep28ED66nhENJBjf6YzZgcX\/lEokjtj1nNWAgq4fgTxpFHuAkOv15seYPwbki37abYPbxvN4vAL\/\/Db+MWA2F8G+2wtLT4O+8fvI0zHVpgwrmVa7JhsKp\/lfny+hGZRfD5LnRK4qWpS0zkhkeumeislwfTQlrr3hSJ9EWJihiLI38vkppoa+wiOvvVKpQHDEHsaDxechOO4VzmBUbg4aed+wuvLtZj82UQ0K6hJu5KRfD0GO0SeWFJTVqwBr9rUNKzdkYSgDnXA6ktxoDvqJN\/Gb9f9MKMu9yav0+LybS2CajvBWaZAeJgIXx5MxLCRXvDgRMPDB2q4+iugLOZpNah10DoqEeosNnVtnD6RjDSjT559nFzEnJDVgDnPFOodn8tnlxqwmk+5lzNC0u\/iULQOYcFiRFxIQLK\/N4KYGi7ALEdZzROd9dewYpcYmsbBqFUKArek148gqhrlLjD4Slin00Emk5n+MgHBKmxhRc1g+7F9WDgvJNj+CoXCtI3fh\/1zcHAwhQkFA4NPjxcqluKC34fFz8rKMqXNTMGEgoX9Zfnj88CLBnY8a4KEzyP7W3aW18V3U020cFMNaFUv2021F2p3uY2bJ5\/CafbGa5TBMWQOajOBUYKc6m7\/iCv+v0Gk8IXrxE9R\/fV6Vh\/I\/PkSCrTMW39i+fIs9P5wIhorcoWmpehk8PeW8LM1IWi5b7nYkhs02Lk9AfX7N0C1Iv4q1Y8eYvwb8ZBKZWjRKRSLe2XPIHFxx5zxPvho\/UUMyOTucYMIQc2D8VEtJ66QEnR4riburI3A6LfuQiqTwKdxED57hqu4M1KxeMltXMnU4VqSBh9+dhGurm54Z3IQrHeimHEM8cMLgdfw1udXUE0lgcpRBqc8p1KEkLbV0HzJLQx9JwqBzavj62FudtPkbuScfI55O9KUT+9GgaZ8Kpxd8eZIrozLL2AzVzapuxten8DGadhqyxPACZe+LSV4focW4+Y4o8SzoUtw\/QiiqlLuPwXhQj78Z6lUmvPmb9mSIBQZbJtcLs8TzvbnKxGWjmULBX8cFl8YziMUEUwUsDB2PD4eLyZYfH47vz9LT7gfny6\/H388y2OW2rmUl56bqhkx5P7T0GDQtFLLo7TLIjQzLirUvuwc8tecnTt2zp0HrOCEH7smRi7\/ZlHK9uEFJrv2Go25\/Z+\/f3jhIITtz0Qk25fF5+8pJmrYPcWLXF74lrXoSLsdgw3pbljcUI6iHMmpVggOfFfTZrhn3QB8Nq9aznfhfSdxUmHMpEawMLblRKYzXn+tfs7vKHepcO68daqNn02\/Vxf8NNe8f803G\/EpYvC4RhhsJ79MBMyb26IIJbSdTyZYAjjB9CP3L1+IwhkfL2qU811VvwZ21c8bt9aARjgxoEhZsUlxrx9BVGXKXWDwb6nsQcYqPL7i52HbhG+e7DOrACy7RPhWBVZhCAelWevy4FsfhJU9X5kIj2\/tDVjYKsGLDPaXzxv\/ts2LEGHa7DNfYdHqiAXDBACDP6+W50wuWIWL39dyuy34tIT7sm18Onz447pOqprB2LLgsRyKKAPo+hFEfspdYPBv9\/yDXNgqINxuibBCKcz+1o5r2ZLAthX2+MLtQkFkax9hKwZRNMqly4IwQUuFEwRRXMq9trPswuBbJqwNvhSKAWEXBMPePpaDM4X78dv5VhLhNv6zMD\/CQakFDQIVYmsgKUEQBEFURcpdYPDdCwxh94PloExeAPCigd9HuJ\/wO9uHda8Ix3MIuzz4ffgxHZZdHnxcBgtjx+YHEfKDUoUDPy3HdPD5FR7TcgaK5TgOgiAIgqgqlLvAEM4WYeQOKMs7UJJvXeDD+L8My9YI\/jPfvy5s4rXV3Cvsi2dCwVZXhnBKrRB7QoFaKgiCIIgnjXIXGKwlgMFXwvxgSL4lwdaUVeHURMtWCX4gJd+KQBV8xcDabI7KjCH+GGYNmI3NcXJ4t5qOraufhr\/YmC1i9bj1w1SMvjYF+z9pDmaboo3cgXEjl+PExWuQz9qGM3Pr5vOx0MdsRccWe\/Dh1aXo6lx+qynoL3yO65NVCF2jQuTg2wg+Mw8KpRHqiOvYviYCyQofhE9ujtruJf1tGZF1+zq2\/nyrUGmmH9+PL\/aG4Y15oaappbrzn+HGREeLfJYkPwbEHfwKQ15cjyipHKpWb+DA2gHwzsmSGpdWrsTZdi9gdB27E2zLkYLKULoYU\/\/BoFqf4ZnzG\/G8XymO18m4jNldFyFs3feYFGp9zB1RsSl3gWFvUCVrReCFgjWRYGukPy9IaHBaxaMspueWF2lnf8EG2Ss4f2MYfLKLxTeiGVPO4MNPUzFpXxPwnmyy4AFY\/XdPHH15AGbYSFPi2QUrtjdBcEVcREyfgXNrI1FjWi\/Ujz6DNZsfInScf8lcW7k0z665W7pplgRjCvYu2AD3z3fg0BBPaFKzIM3z6NFwAuM7rPUYUXEFRoFlqCQ41sWMaVL0WXAMz\/7YhZxpKyHlLjDswVdGRW2BqEqVWFXDsjvLcsCttTVJzNv0iNz8AUbM3IOHMiUkYl+8+OuPmNNcmRP2zGu7rYQxt8xzWDx1HpYdS4JMLoNf\/7nY+nk4PAwxWDNpOhYciodBZITUryPeXz0XI0IV3FvZcQwLewOGPo2gib6PKxGumLFpGWY2dQIyL2PukHex49pVxERdQO\/Wq+HaeBJ+\/a6\/yZ2TvZXHHVqFfX6D8UG1wopcNU7Mm4aXNl\/FhajG2BOZ24LB8jKmxuvQ92kIrSkvbpi68f\/wWhMmXQx4eOAbjHt5PS5ncPsqamHa94vxegf3Eq3HIJI6QerJpS\/lzqenKmepbXZFxGw8E1upzcCrKT10BgmkXFENaY9waPlxnLyeBbFMAufmLfHC2GC7q4Ma7Kapx4M\/juLX9fehc1LBP0gNfb58KvPls\/gFV6B6AyfcOXMfmUO84Oic2xySevILDJmxH9fPJSLm7vNouUCKgEELsH5uY2gPz0XjySrsOD8bDeXcPRe7FwOa\/YBnj\/+KMa5H0S+Yu36d60OszkBsvDcm\/bQIkxs5cdll129Z6V4\/O2Wwd1+bwup8jKdObcKL3H2btGca6i7shv+ODEHa8hFo\/RUQkn4b2lad4X3tGC55jsWhfZNRiyWse4TfZozEx+ejEC9piHfWfY4ZzVQFls\/waCc61V2BTuP88M+RaCQni9Fv5Rp83IY5w4gR0GcofN5diYMJnTDQwj0ubtNoeA\/LxO\/xGzHYg575FZEKLTCIqo\/lTCBbYgPaKKyevwe1lu\/Gsd5uQBb3kNc55IT9PG+39TDubW7n9OlY4bEQp253g7ckC3cvxUHBkha7out73+OZEA84iPS49e0ohL96GH229oKLKd00OAx5H5ue9sDNL4ah64enMGlDOFTK+vjf7s14becE1Fv8NA79NQCu4NdcYRHVuLztEtw6T0fhexDkaPP+Dzg21dxFkg8uL7LB87BhoCtufzUC3T4+h4m\/doDy4R+YOOkEBu\/cix3cG3Xaqa\/Q9vmv0fPCe2hWghdscQOu4thjFkdhR\/itjmg+Khg7lu\/HeQdPhI92xM0dJ3D6Xy3qjW2Lln4GXP7uL5xRtcWMpcFwEuuRGJVh\/yEjcUTL50OwzUaaTSUR2PRLCjp+PAytvdU4\/r8tuCG4LSQNp3D5hEU+S4A2CVGZYtz8fib+1+93fNjBNUezOLd+DftOTsCG8HD8OHMN9gx0y4mmbDMGz4nG49vT07GkgyPubl2FK63HYkAgdw5TuXtDmwnXsZ9g\/WBPxG55FW0mrkOfv8cjKL4Mrp+dMpjDrd\/XBZm9ObV4CbtmnUK7fpH4+r+V2N7tXRyKmYBa7lxgVhxSe67Gud+CcH\/VZLQZ\/zP6npiG0ISCy6dPvorzNRdj\/6dhkBvUSNPmdodI3Osi3O0atl3KwMDOeT15FWE9MX26FmEKEhcVFRIYRLlQUCtTvnCZF9p0VOGLWW\/glZOd0DG8KwZ0dDeHST1th2XexpZ\/lBi5oz28TXe7AiENs11mubfk+3u+wAvfn0GCSApj0i3EukYjRQ+zwFAGo2cLD+49SgKfun7Qb4pHJicgVAU+zzR4eDMZzu3dSq+pn8tL9+ZuXF7E8K7jC8Pv5rwY\/tuDg3euIWLUCHxrKhP3gNaF4SELLPUHrwjy0NoYPN0LF3ZewbHVl1G7Z0M829\/FZM8OdRyuXJOg6dv+cDJpEwncg50LTFNRow6XpofVNDPPRyPRKwi12cWTSFCnswf2lYaQsIoO17+dife1s3Bu1xk8PXo+2h\/7FC3\/nISnL8\/E4YUNbS8pLq+B8dP90fOrY1jYshZ+XXoffb\/qAM\/sZctFylAMaO1hvn6tusDnxlZcTR8H9393l\/L1s1+GQ7Nh8762LzCkcAtwg8LFC56eargqVPB34u7zVB3AfmqONfFMnyDufpcgqNcAhLy6HlfSpsK7EOUTqxph4lDzmBqI5VAJT7LMDSGumTgYncWdR1UeoaRqOgZLlhTjFBGPjXIXGJbrWTCEa0XYq4gs\/UMsm98t346FniEMWvSq\/LCcssuwHAQqbNGAyBk9v9mJS\/+ewoG\/DuK7EQPw7Zwt2DMlhLuJndD96+24+N\/pnLDlc7di9+RgyEzHMeastCpMO\/Pf7zF6YQI+OrYFgwNlSN49HbXmGgR28KLcvmtTPgrrCyqGg1ICfabWeoxi1fu28+LYcBy2HZ+MUBu3s1GbjsQUAxzdnaEs0bAkI1LOnMGeUzI07NsCfe9dxp7tx3H1L090GdcMYcUaXGlE8ukz2HVCYjXNaly5RWIJ+NtAIi1aAVjZE5L1cPJwgaLA1qRM\/LvtDhrMaova3cKxdvIYPP3CSnzZIhX+jXzyDcjNiwShw8ei7qKf8fv+Blit7ovf2rgIwg3QZvftGPU6GIxFu36lVwbmOWTjXhKZv+ZkzaAX\/BaYfQ27FmLWZ23q0pKIDNDxXVow5qbD\/orYPoUrn8jBESpbds1GHbifEZTcjWu5R9HOC1EelHsNa2t8RZ7KxQ6WU1UtP1s7FgmL8seaKy2\/nb\/2ea6jIR13bqTBr3EHPNe4KYLuHMCLl+KgNQZDaszA3Zvp8G3UPids7MVH0IILU4Ti6Q5ZeG3JEUz9pgd8JWrcuxIPj3oBMKTFQ+0Whno+Mi79JBxcexpJhpalUDo5wtr7IfbMA6gRkjPI04wYLj5yJFyP5cLyzyIpKk6N+qDZ\/c+x5OBQfNLDCxJNHE7\/8wg1u9SDW\/ZPK\/XQOwjpfQMf39qGGaElaVMRwaVFCzzXWgJj1kNsWqFDt\/d6wPXsYaz7MxHVh7igXh09du++j7aTqkMl1iMpKgNOQc7mFg4babq2bInnuNNuLc0XOwfAIykC0Wn14OqsQ+TpBOiKkGNW9upc2T+6ubUQZeeuWzsP\/PvbGcT36oZms77A2\/v6YugPXbHnsld2BSeCo6sEyfeSoYdbHtM\/iU9HvNrtfxg25l80nrsZdQRv4sb06\/hlVyTGTAlC5O4diAzrjDqOIqga9+Wu3yK71y\/l4NsI7nUdi25vL4Uy3LYZUyR1Q7AqBVdiNECgEZf+vIZUY88CjpdNxk2s48o3dmowovZsR2SNzqjnVLjy2SXrAc498kZbK+q1aOeFKA\/Kvaa11oLB4KehChfXosGbVQfLVU+trcSapyVKn4R9703EwqOp3ENSC1Fgd3y6rgmU2WH7503OF+bIwkSu6P\/NN7gyeS5aVX8fMoUc1Z6ai22fV4NHq0l4p+kMDA+\/gDBvJVzd\/eFaKhOPZKg5qDecnvkTN7Laookib1idF15Cl76zUCtEhbDhn2Df4lZQJB3HjEEf4WRiHM5HJ2Bi50HwqtYD3218GY1sHYZD4tsLK9dHYcJLTyEwmSuunjv2sDnY2Lle9h56xF2\/B2OtcHT0Lb2fu0jujqaNM7Bj4V7uQinRYooL90YrQ\/1JXRH37TF8PfkkxA5SuLZoiRfGOReqq8hamg7ebhg87AE2LdiNY24OXIWe\/03WNrll7+RXmBw4oOlb\/4fZL7+Dbm1XIMhPDq1zOLopLmDrqUT06O3JyUNHtJs5Ahg9Eg2+9UCNIQuxaT53H5riq9B+Si84b7yMac+E5CmzSOED931voOFHkUhSNMP8DSNRndtBZLp+twt1\/UqjDN3b24mqCMPU2Q3Rf8hgnGpUAyHuysK3DCi84XHgLTRadAeJDs3w3sZRCC1U+eyTefMg\/lF2xbqalgNSinpeiPKg3AWGvRkiwsW1iKqHta4xm8iqYeL6XZgo2JQjUGSBmLBuJyZaES0MiUczzN64A7Mt05QEY9KabZhk7XjObbEpekvOV7c+SxHTJ+8uHv1X4GF\/69lV1h+BV2u8gGVHk7GsW95BdrLA3lj1X++8EdzaYumhrdYTQ1v8fGMt5NlPe9feS3CPj24Uw7fbNGy\/ZMPx1piM49uTMWTxeDQq0foQFogcUPPZ7rD0cRWrvBH++kCEl2Ka\/r06YUavYqRXjLKLHGtg\/Ip1GG9zDzE8u8zCschZVsI0iPjzDKT9Z6Cfv4VSlfnimW83YFO+xSgKvn7HtiVh6GcTSqkMnnbuaxlqjfs\/XB+XP5b3lF9x1vSpEU7+a97W6OjO7NAO2BZna2CM\/fKJvfvjn1gbPyKk4\/iyP1B91jLUs9QXxTgvxOOn3AXG4xyDwbeIEOWPrVarx51GmSHxwaglryL5cAwy4WrRTfIYEXlg5O79GFlexy9PHmPZjaknMK79K9ihaYnP93SBe2ndhlwZnt97AM+XUnKVisxY3Ks5BV8\/H5y\/onqSz0slotwFRnmMwSDKH0tTOGtiUjgeozKiCO2NmaHlnQvicSByboOf\/jtuPcylE3bHdnrMOaoCKEMxehb9gCoz5S4wHieVtaKqylgbeyHcRteMIAiicvJECQyi4lAS4VBQ1xlBEARR\/pS7wGDjImw5lDIsrdztYbkPb+FumYblapHW4giPbS0tW8cWrrchdIhlYz+E40Wou4YgCIKoypS7wOArZLb4FVufQlj5s0pYrVbnmJcxtFptjgEa+8u+85U5H0fopso+8+GWYoKJG2bTzvYRVvpCl1b+uLb2tUyX\/8z246fY8os8CePweaQ38cIN1jRq\/8HlzZ\/B76mN8CzZalGFw\/gI0bv6Iq3JftQOdCv74xEEQVQxKoTAYMLCWisD+8sqdV48sApbOHWVd0y1bA3g0+P3sebGysL5Bbcs0+Bnm\/Dx+eOxdPg4lvkUlkfYksFEhPA7nx4t9mUdy1Yja+Zo1vax\/GuZnrXrJNxOQo8gCKJ0KfdajlW6\/BLOrGLnxQFfIbPv7C8L44UCvz\/bh7UEsL+sIhe2dgiXn7ZsjRB2XfBChLWEMPjPfNeNsJWE\/eWFB\/vH50m4GJi1lgy2L18OvoJ0cCjpGo5VnzwigH0wPMKjk6MQlRAFnaghgrt8Dh\/3bAcF9S78u\/UHuNb0Q+rDaOi0Ynh3XINqngpoHnyLm6fWI4stASmpBf\/2i+Hv7QYRHiLmn+mIfhjPFhOHWNkRwZ3mwlNlMene8BCxJyYgxjABddsNgkO2FiU3R4IgCNuUu8AQtkqwytwafAUtjMPDWjh4FIr89oPW1r2wZgMv3M8yDp8vy+228mQLarUoHjktD\/o4IGA1moYHIePmZFz+52e49psKefZlNGiuIsv5U9RvEQYJNJygc4Axcw9uHj8B72574O2qgD7+\/\/Dfka\/hNvA9OIpd4d7ke\/iqPDixoUfGtVG4evIw3Lr1yl0CWh+F6L\/fQLx8Juq17ZVnyWtycyQIgrBNudd4ls3dDMvma+HnggZ7WhvYKRwPwXd72Gpm50WH5UBNy\/RthfPYOgYt+FUw1royTNukNeHpH2havVIZ0B+yUxuQoZ3MiUzzNRPLGsE7uDpErJVI5MD8lqBN3I2UtGvQ\/P0sHpj2UsNgDINOz6Un1iPr\/he4ceMMdOynoLkFjUM0WJD56qQj4cSziNO1Rb3B3fP5aZCbI0EQhG3KXWCwbge+20C4eif7y7dI8F0iwoqHr9z5AZn8GA2+W8JSYPCtB0JHTV4oWMYVdovwx+UFAb+PsHtGOMiU7yoRHk+4naXN4rF80yDPwiPKcX3Mvj9Mn82ujjnhYkfuWuRfFVbqPg4N+k+GpWGjLmEFbv6bgLD+W+HmyF3ze9Nw7rzQ0VUCx5rfwF\/\/ESKObYGq69A8IoPcHAmCIGxT7gKD736wbGngK3xh5c7DiwdWsfNjLoSzSKx1cVhr+eDFAd+qIBQF\/OBSfj9+u3BQqnDgoTAf\/PgNa3lnsPEXJCysY3NxLbZNdxPx0VHwrhOMzOgd0Dp3hqNMbArir6x5fExufKl7XyjSFyEmZiiC\/L0gMsQhNfYRHH3rwaiL5y5GGCdkuXvQmITEiNPQG4VuqgoofJrA2+9LpO0Zg5tXm6BOvZrgtQS5ORIEQdim3AWGRqMx\/bVsaeDh3\/75z7ZaOvgpqfz0VAb\/nY\/LtxoIB2TyM1GErQrC1gs+jG+lYPlVKpV5WiaE+eG\/s3SEx7PMD43HsI6tWR+mzxJviB68hbMX78AgboagziNzBlxa62ozpaPshdpdbuPmyadwmt1qRhkcQ+aglk9dOHhOhL\/HDFzdcwFyhRJSB39IrOk+aV3uWC\/h0u6XEeOzEQGebGApuTkSBEHYo9xrOeEgzZLMrBAOBLU1aNTWYE3LfPCfedEgHAxqeQx7WB7P1iDW8qXitaRY8ySBtD3qjzicbyYQ\/1mk6I\/Gz\/TPH48rn4PfVNQfODX\/gcTBCOi0DQFWc+GNgP6nc75JXUajyYjRgsTLw82x4l0rgiAIW5S7wGBY67oQtlBYDtwUdk+U5WBJ6sZ4\/FgVF3awF17Q9Ssobfu4Y9SePzHKnBBKkhJBEERVpNwFBr\/mhK2uC77LQThwk19\/grV4CBfMIqoW9szOKpr4K5lYIQiCqHqUe83MhIW9rguazvlkYa2itjVAlyAIgqi4lLvAIIiCoNYBgiCIyke5Cwyhm6ot4zB+GqlwkSzholgM4VLgPAWN3eDTFB7LGtbGgvDb+Cm1wmNa+lsIu37IRdU+lj4illOFLT8XBpsLdxUiDwRBEETxKHeBIXRTFa62aW3qp+V3Nl1UuOgVG5PBRIOtRbeEYzcYfFx+uXI2HsSW7bpwFU7hSp7C6a38sRlCzxT+u3AhryehEtNfXoprz2Yi7NQs5E7S0SB92RxEfnIEmsQUiEL7IXjTQrjVkOeLV+PkTLBLZWvgp61zaG311YL2sYW961RQPgiCIJ5kKoTAYJW70AGV387gF8CyZbnOx2OigTch41sMhILAGrzQ4NMUrplhzWVT2JLBDyzlF+QSTmcVrqFBWMJd48DeCD3\/ERSqFMSP6Yd780\/B9eeO+SZhms9pbouD5XWxNfvIEv5esNaSwadd3HEelvcIQRAEYabcBQbfisA\/3IWLUfGrY\/ItHEKRwRCuvsmH860KbDu\/SJZw5U3eB8RSQPDH4f8yWD6ysrJyHFT5Vg6hmyp\/bLbYF\/\/d3uyHssSoPoeo4\/MQ+ygJIrEM8sC5qNcqHBLEIOZoftdQFzkTQHqo732Em2f2QQsFl29fuLX6BjVVKi7MAPWDZbh5MteJNIA5kfq4Fy5DUkdIvUTIeyrkUD7V3fxRmwltnB4O7T0KEc9M2vmf8dYKLSZ9Mh5NnPJ3d9g77\/ZEhuV3Eg0EQRAlo9wFBqv8hWMVLBejslzoyjIujy03VOECWnwrBd+9YYm1FgfWDSOEnxrL4MeE8PHKd7psCh6dmI4E+UI0HdoNUlEWspLizJW00bpraP1OXSExROHRhT\/g2Ho7Qv1dOb2RiLSs7JaczD9w89gJ+HTfa3Ii1cV9ZXIidWVOpIVonJHUfhG1D+TfbhJ2+jjET36By+8M1Hyzfp7WCz6eWRTmbmfnOuvWPixdmoXuC8blCIyiiAFr+5KYIAiCKH3KXWAIH+5lPQCSP1ZJj8OnU6G6QHS3kRCrhHf39py4YBsUULgFZgfacQ0Ve0Ll44jbZ96GOKQDnH27QOniZE6SdyI9MgLRpi0CJ1Kra2oXDnb+tKe+wYO\/u6DGudFwsLMSpuU4B6+hq8EamIoiCgo7oNPWYFASIARBEEWn3AUGUZpYr0h1ifZcQ53h1mobGiWeRvLDQ4j9ezD0dTegSeM6plBbTqQlJj0VkjpdIXcsOGFrFXxhKn7h7KHCYGs\/W2NyCIIgCNuQwKgqSGvAwycL968egU\/bnpCJ1FAnxUHmVs2+a6gxHZrUdE5ItIeXe1M4pP+FWykJJqliz4m0BA0YJiR1RyDgFR+77hrCsSx85Z927ie8vlyLyZ9NRDOn\/PvbGuQppCChYGssBokLgiCIwkMCo8rgAu8230B9bC7Ob5wPkUQORRAb5FkNMnuuoUxw\/DsVMY\/SuS9aiBy7IqBVPbMluQ0n0tpMYJQgp0ajAdq\/v0LEou5ocGocxIW8C5kwyLp9AN99l4XeH05Ec5X9mSSWrQ6W3S22tlt+Lgz21lEhCIJ4EiGBUYUQyZshKHwHgiwDJNZdQ9mMGIiqwbfjNvgKtquzNNmfxJD7T0ODQdNKO6eQP7sWTZ+1v5e1CttzyM9gk3UsRUKe1IvYAkEtEwRBEKUPCQzisVOcAZrCtSzKaxqwPaj1giAIIi8kMIgKjb21KgqiOJV+YVbntOwOES4CRhAEQZghgUFUWOyNa7A3mLMgYWEpBmyt5GkrTwXljSAIgiCBQZQDRXnbF4qGwq7YaS2Nopib2RvfQRAEQRQOEhhEhaWgFoKiDNos68Ge1EVCEASRFxIYRJlhzU3VmHocN+t8DO9Tm+BWzfpk17xuqkarLQoVrTIv7fxEHriKV256YtVEb7hwSRuMzGsmBQt+0eH1sR5wNMKqV4uQtOt3MGylDl\/Nq4FaMkAd\/QAjv0jGuwvrooXCdmRdQiIWfH8Xl6Iz4dCzPlb1c4bM5t6Fh5VBxJVh\/lo13hzvDUe2IquVRXWj\/rpmKvvKCV6mshMEUTkhgUFUaEriHWJrnEZFb20wqtOx5s9MDJjqYa5gtVnYvCEKKTWckJqhx75td3DFyRuvdXeCogyOL\/Vwx3sznXDptytYXFqJcmVYv+4+kkIckZqpw96tt3HVyQcze6jylIGVfe2BLPSf7E7igiAqOSQwqhDFclMV6aGOepxuqizZFCQvmIQH+y4gS10XQTuXw6upU8HxYHZTffsHHSYuGofGjtYPa2tpcWvfSyI0ykqkPDx7H8d9\/fBTQHYLj0yBoUN98dfG2\/j5kgFOreri3TYKOLCwEowzjb8ajYXrYxCh4USXTI5ho2thVJjM7iJqxqwUvDonAvpajpDoDEhIl+LpMTUwuJrU7qqsrAzPPReEXasuYeVFPVStGmBOG6W5DAJiz0Wbyv5DQAXy+SEIoliQwKgylIKbakC2m2pm2bqpIush9C1\/QN1vA5A2\/2nc\/fAUPDaEQ2wnHnPANUW9tQ\/ffJOFbu+\/yAmM3PZ1azNDrLVgWAqLkgqNUp9Nwr3pr9udju4vhsKTL54mE79tfgRZiwB04yr1HhmP8OU+d7zcU1VgC4YmLhYTZyeYuzj0eqSKXE3b9SmJ+HBNIsJnNMHnfhJk3InGuB+j0HpuDdS1rPUtMHLpOLevgYVNZUi8EIFxa2LQ7o1A+NvzEOTK8MvGGEhaBqK7TmcqwxdcGV7p6ZxbBtbKsScD3V4QlJ0giEoLCYyqQnHdVCW5bqqSuA5QlbGbqqkyVobBvVcwVzlLoGgTAuOf8WZbdjtJ8hU5v5KnZZjwrz0q8jgO1hzx6L97OODsje+rC0Y9OCgxbHg1yMVqRF\/Vo2VXH3QqZIoOXj5YZjEGg5F5LxFn4jMQ\/eMl\/G46tBGZBjkSdNyFKMDZTiSTo0N1KScIRXAL4cRr7EPcURvhr7QTjyvDyFGhMKpTcf+KFq26+qOzRdnjLt7nyu6F5SH0WCKIqgD9kqsUxXRTbb0NjRIeo5uqiKua+DtPLLaZ73zRimGhbi2OtXUvKoTY0KmxZWcy2gwPgY+1N3i5M14dUXqHUwb44bO3ghBQjNYCnSH7fBmstxTZQsSVYaa1JeK5sm\/dlYLWw2yUnSCISgcJjKpCSdxUU9Ih9WgPL4\/H56ZaXPK6qRa8ZLjlipslGTRa1iRfj8EOkSeW1JTZH89QCigD3VE7KQIbr\/nipXoOEOu0uHJbi8BajjmDK51cxJzo1EDLfRbOIjFqMvHHxUz066zEw0vxiPF2RUgJFWjKjYemsv9fWAFjOQiCqDSQwKgyVB431eLACwWhm6qlXXtJ0i6pyChxGgYNdm5PQP3+DVDtMfwqJS7ueG9iJj5YdxH9M7m8G0QIahGCj2vyI2dFCGlbDc2X3MLQd6IQ2Lw6vh7mZnpgiGQyqK5E4Lk9WUiTqTBhoh\/8S3JDcGXftSMR9frVfyxlJwji8UA\/5ypEsdxUxdXg28nCTTWz7NxURc5tEXbvd4jF5nZwWZ+laNSnEPGyK2+voauh1xe9i4Rh2ZohDC+uQCiN2SiMtNsx2JDuhsUN5SitHgJV7erY+T99zmwceYA\/fl+cexd41g3A5\/Mt74pcpO5umDe3RZ5tbDIRJDL0GFkfi5xLp60hPeKhqeyfNHAotbITBFH+kMAgKgXW1q+wrNQtK3uhA6twOy9uSitfpYGqZjC2LCiVpCodTmFB+H1+eeeCIIjShgQG8dgp7rROay6mRTmWcHBnaY+7eFLMz0QKF3z5aaPyzgZBEJUAEhjEY6e4XRH2HFQLsnXnRUVFGdBJEARR1SGBQTx2Cvumb01UFHcWSFkLiyeh9YIgCKIokMAgKjSFEQaW61nY+17UtAmCIIjiQQKDeOyUxgwQW2lYLqLF\/9XHbEWnlnvxwZVv0NW5sDNH1Li0ciXOtnsBo+vkX5RbH3cUM\/u\/ic1xcni3mo5tawYLlsvW49YPUzH62hTs\/6Q5+MmfuvOf4dp4BcJ+ccGdQTdR\/dz7UCjZoa7jbsNREC8\/gKBuzoU5PXnymc7lU8Pl0z1fPtXIWPWzKcyttryI6RYdY9J\/eDh9DuL2RcNoEMOh31uo8eNgyCrZk8bI3S9XW+xB8NWlcCrhbJmsqyfw5TfAi5+3gV9p2NJmY\/NeYmRcxuyuixC27ntMCi1g7XeCKCMq2c+eqOyUVquB5cqcwvSFXSv8d7FHZ3y3tTGCbRikWUfDCYzvsNZjhFWBkXpmLTbIXsGFm8PhDV7QZOcv5Qw+\/DQVk\/Y1QZEOWSw0yODymcblM7\/A0CBz1fdI5cLKXGDoHyH+xQlI8piHOvf6caIiDVkn7kFcCRuKRJ5dUH17E8idSp55Ra0GaO+0CwfONsRzbZwez0JijnUxY5oUfRYcw7M\/diFnWqJcIIFBPHaKNcgz5Qj6h7wBfef6EKszEBvvjYk\/foxJDR25CowTEY92oVO9Feg0zg\/\/HIlGcrIYfX9ajY\/bSHHq\/el4afNVXIhqjN13WQtGdpppxzEs7E0Y+jSCJvo+rkS4YsamZZjZ1AmpJ7\/AkBn7cf1cImLuPo+WC6QIGLQA6+c2hjLzMuYOeRc7rl1FTNQF9Gq1Gq6NJ+HX7\/rDz9SCYUTcoVXY5zcYH1TLuwKVSOoEqSdX0UuVkHiq7Pqv5GKA\/tC3uD17KzQZ3Fd5LXgt\/xheHdygO\/UlIl49iCwunwYun1e4fCq4fIZw+dRzZbg9fR\/U51nYaFz7nxTyge+bwsRcmpoDy3D3lQ3mNBW14PvdYlOaphI82olrjVZBNdYXGX8\/gJ47n+7c+fRqYVukGKIPIe6AD7z\/7QmZ6aVZBUW7utmhOmRt+gh339wLZnci9u+KgLVz4FpdDmPqcdyuNRui3g1hfBANNXcdfDZ+Y3LY1f3xOq6\/Vw+1\/h5vagUxRK7H9Y4HEXj+G6g8AO1f3+Ypg893n8KrfW4Zrtf\/MV8ZfFvLod7yISJm7oFepoRI7AuvtSvg09zUlISUedMQzd0vmdz9UjtS2IKhQ+ZvH+LOG3tyyhD463s5ZbgZ9gbE3L1k4O4lVgY\/7l4yuQRLnNDi2UAcXX0VCS1awFPw1DVmxuDnKYeA5l7QJ6Qh9qEDOs7ujo6FaHWwfy+JEdBnKHzeXYmDCZ0w0MI9Lm7TaHgPy8Tv8Rsx2IPUB1E2kMAgKgWmlghtJlzHfoJ1T3sgdutraDtpPfocGYdQGRfGPSP1yVdxvuZi7P80DHKDGmlaB1O8Nu\/\/gGNTt6Jjiz0WM0m4v9o0OAx5H5u4NG9+MQxdPzyFSRvC4dz6New7OQEbwsPx48w12DPQLTczyvr43+7NeG3nBNRb\/DQO\/TUALkZhC4Yal7ddglvn6XC3WHJD0nAK6vxh\/lzrn8KV3fjwD8S8dB7uO3bCvY4chlP\/hxsvLIPq7NtQtHoVtU9OwSMun2lcPkMF+RRzZah5fCwSundH6murUf0p19xWHy7NyMkn4bljDzzqKKA\/9RWujf4aqvNzocxuZjdy51NT81PU\/KQGRNz5NHDn0wiDlRyaMdy\/CJ2iOhRe+R8rxkd\/IWraP3Df8wd8mkmQ9uEI3J26B047B5lXheWug5S7DsGD3JH55XBEfHQaHuu7QNLuGShjFyL5zmh41ZRAvW0TjJ2mwtFDzJVhj6kMHtt355Th+pglUJ2bA4XCdhmgvYv4+Xug+nYXAnu5AlmJ0Or4Cl0OF+5+cZ5q7iKxLEPk1L\/h+cd+UxlSP3gGdybvQr3dg\/OUIYS7lzK4eykixyVYBKeGDdHcuAeHLjfA4MaKvFpAr4WsbVuMaeOIR9t24fvfHqD1GyH5rOwtKehekrjXRbjbNWy7lIGBnVV5whRhPTF9uhZhChIXRNlBAoOoUNgyIjNtV4ZiQGsPSEQS+LTqAp8bW3EtgxMYruZ4YlUjTBwaCtM7tlgOlTw3TZuzPJTB6NnCg6sEuDTr+kG\/KR6Z3K6qEj13NXh4MxnO3Jt0aXS56\/7djYzIG9CNGYU4tsGohlEXBn1mwc6n9tJMu3MN2uefRawwzSzmdps99Zc7n55DqpsrQ+58cv\/lc7ItLPrbx6D16ArXeuYOI+XAHhAt\/xuazIEw6RnuOjg3d+c+SCDjroPx9wSTWBM7N4JH73TEbroLz5lyJK6KhctnLU0rfur+22Muw+jn8EhQBh07LwrbZYDRE44dnBD1+psQPdMRqvCucO7gXvA5u3U0TxkcB\/WE6FtWhqdzyuDC3Ut8GQybBC7BUme0Ge6DZetvIKVBI7gKG7YcVKgdpuR2E0EV6ATDsUxoi39pc5G5IcQ1EwejszhhqMojalRNx2DJkhKmTxAFQAKDKHcsK3\/b3w3Q6MxiwaDTwpAtHPhgkYMjnGS2B3rmfhY+akWQ8q0Mprf70phuKoaDUsIJAG2ppMYQ1X8Rof+Mzz9Y0naDQoFIGo5DzWOTbA\/A5M6nqAi1nLhafUgzf0ZWnA5OKmvSymjnfIiYyW72R+F1UMJpXA9oJ+xEZl8npCZ1RFCL3LdxVoawoxOLVgaRM9yW7IDjv6eQdvAQYp99CvFztiB0SkghSlmcMpjDXFs0Qf21f+KfW7XRz2I8jFjQqFZqGHXgbkEouXvRMlmjNh0JyXo4ebhAQeuzE2UECQyiwmB3bAYTDOnX8evuKLwwJQiRe3YiMqwz6jqJTc9yy+XB+c+5g0GtL8hVQI7gyL1qJt9Lhh5uRTB4kyOsvR9izzyAGiElHuQpbdwXiuiPEX\/oafh294RIE4eMo3FQdK6b7d0hgpjLp57Lp5HLp8WSYxC58GGuOWEsTfn9TxB3cAj8enjlSVNSTOMycUBXeIZ\/hkf\/2w+XZX25Sj8dWSejIGvFpVmjHWQJnyHl0ktQNJcgY8sfMNYfzwkxLkfpBZS\/0WA466YjZiGXsYGLoMgeeClp1Icrw6fceRmS\/7zYqzQN6dDcSOPOQQd4NGkG6Z0DuH8pjjs\/9gWGNKw9V4ZPuTK8YipD+ua9XBnGFaoMJhzc0HGoG75bH4FO79aFc1lX7FkPcO6RN9qGKfMFpRx8G8G9rmPR7e2YEVqKU1sIQgAJDKLCYGv9ihzBoPCB+7430PCjSCQpmmHe+ucQIjW3YAhbK4QNIIak43jp6Y9xMjEO56MTMLHzIHhV64HlG15CozxxjHnTMH1Sot1rI4AxI9HgWw\/UGLIQv81rDMvHdf7uFxlqDuoNp2f+xI2stmiSfwKKdQyJiO3bDvHy7JpHXgOBB9fBq0Ev+K+6hIevDcbVZDbYRAb5UK6C6FQ3+83XES4zRyB29Ehc5vKp5PJZfX6TbPHBwp7BozGjcHW5BxSD\/2cO8+2F6utuI\/LlgbiYDFOaymFzUJ1Ls9jGqBJveK1aBt3UebhW7T3uvIjhMOBt1GjJpendFUHfHMOdod0RqxdBEtgd1X7tY2o9KrCVRxEG92ekuLEgCwFn6+UYoolMZYgwleFSdhkUQ981lcFu3a1PQtK8SXh0LA3MQVhsyktjUxwjd7\/cHfQRMrn7JZO7XyK4+0XG3S8hG1+GgitD8NKjiBjcFTHZZQha369wZTDnGO7tmiBs\/WGcigpDt5Cyrdgzbx7EP8quWFfT8gbUI+76PRhrhaNTac6bJQgLSGAQlQeZL575dgN+88q\/5LfEZwD+iR2QL4rEvR2WHtpqI8F22BS9Jeebe99liOmbJzb3Rj4LxyJnWY3t0X8FHvbP\/S4UGsr6I\/BqjRew7GgylnVzLbjlW14bIbdu2nyHlnSZjNB\/X8ofYOoiEUPWZRbqWc2nGNLOM1HnzkzTt9zzxlX+3aah5kXrTrki7\/6oEzOwoFznj+fRHP7rt8M\/X4gUimHvoS73L1+cbIfdnD17f4MGvYV7yKCatxfN5lnG5MrddSrC\/ptqpwz98wfIqsFn3U74WIvj1hbVbd4vUiiHz0P94fkyYipDLcG9ZMslWKTwRPhTTvhpYxTazaoBpdIPL\/z4dE64Y7NwzG1m4\/BFIh3Hl\/2B6rOWoZ6lvjAm49i2JAz9bAIa5W\/cIIhSgwQGUe7Y6rYo6vYKhcQHo5a8iuTDMciE62NYC4OoHIjh3b8P3rSie0qVzFjcqzkFXz8fnP8hL\/LA83sP4PkyzgJBkMAgKgUil07YHdupvLNRJBShvTEztLxzQTyRKEMxehbdfET5QgKDeKwYDCWY9kAQBEFUGkhgEI+NStG1QRAEQZQKJDCIxwYJDIIgiCcHEhjEEwFzU2VLhX94dWmOm2rBFM1NdfvaIQjImeNZRDfVKo8Bmj1f4M7UX6FO4x48DQYj6NfZUPkX5hHEHGFXQd12jBUzNxtHi9yBqOe\/R\/rFa5DO3Ipac+rkzORRXzuJr5aKMGZxK3I3JYgyhAQG8UQg8eyCFdubILhI7piFd1P1sUj28bqpVnyMiUcRNXYLVKv3oXY3CZJeGoS7L7dC3Q29ICnwkuQ6whZWYIiDByDkcE8kv\/KUeSl0AfKa9dHOaQ\/+OtcAz7Z2JHdTgigjSGAQZYper4dYLDZ1j7DPEokk56\/lkt6WXSh5LNdTjqBf8Ot53FQn\/bQIkxuZ7a8Nj3aiU928bqr9Vq4xuamemDctx011T2RuCwZzwBwW9kapuamu+34A\/E0tGKXtpqqDdsuHiJz7F\/RGEUR+4fBf+w5cqleeN2HD5b3IlLZHQHt3NlMTqhe6A4N2Iyu9J5xU3PVNOIeYafORcDwZIrkMDv3mIPSzLjCe+RJ3Xvoz2y021xE2eE4jiHUxiJs8A7GHE7jzaITYryP8Vr0Lt9ACRAhzNx1RDcfWXENC82bkbkoQZQQJDKJM0el0kMlkJrHAPjOxwP6a\/EQMBpPQYN8ZLMzBwQFqtdoUhwkRto9cbvZt4N1U1w\/2ROyWV9Fm4jr0+Xs8qmffxdbcVNlTXuimmo9SclN1zZNoKbupPvoLD189Bbc9e+DdTIyMD5\/D3al\/wHHngErzAzY8ioLRpQUk2RkWeQRAlHYBOmau5pSKhBkzkOyxEHVvduXuiSyoL8WZVikVtXoVNY+PR3y3bjmOsDmIXeEy9zt4hnhw944eWcufx+3XjsBlS0\/7K3myJeAbNEBz4x84fKU+nm4kJ3dTgigDKsvziaik8OJA+Fm4jSGxML\/gw8UWhhK8m6qYLVaU7aZ6NX0cqruaH8q23FTtUhncVG8dhcY9HC71zB36ioHdIf7uH2gz+3Mvy5WoQrKynrYp95m3kXLUEe7b2mULEAXkDQMLkaAemr1fInLFWehFXMSkW9C5PjA5vooLWu9c6ozWw7zx7YabSKnfgNxNCaIMIIFBVCIM0GbbhRv1OpObqhDmpqoqci1QOdxU7bt4VnzE3kEQpd6DnjVWOXClSYiG0TkQkhyBVPTS6f9bgcgPEhF4dDNcAmXQ7Z6Oq+8ZLE1MbSCCS\/PGqP\/LXzh6uxb61srbPkHupgRRckhgEJUG5qb6y65IjGFuqrt3mNxU6ziW5Rt8BXFTDWsPh8RPkHppBhTNxcjcsg+GehMgq0StF+L6vaHUvY3Eo4lQdpMg7ecDQIe3oDBdvxpwaZ+J2G\/+huc3PSCVqKG+HAeH+tXMms\/kCCvO5whrTE8A3MKg8JExVzukrD0NvaGV8KiQ+sihux7LxauTXys4uKHDEFd8v+EOOr5dm9xNCaKUIYFBlCn8IE8efiAnPwaDhfFjMdi+LJzfX+huyixSrbmpVs9+FvMrhJrTNZrSMLmiJp\/AjEEfWXVTbZydJ\/44fBosH1wtB+ZE2m7mCGB0rpvqxvcawVEwMJXPmxHCQarFdFO1gci7K3y\/OIAHw3ohTs+dn2rdEPBrL3PLSyVZGFXk3h5BPw5CxIQe+C+dO731ByPk127ZM0hc4LFkCbRT3sPV6u9z11kOhwFzUOPzatnhZrdYoSNsyLzGkLaYAK8mL+F21wtw8FJA4u5vYTUvg3IMJ8r6v47LoSrIhy1C2KctBeMzRHBr2xhhG\/7GqahQcjcliFKGBAZRprABnKYKG+axFsJZI\/w2VrGz7ewf+8wPDOXjmuJx241SHwxZ8gs2+kqh1WrNs1O4NNhnvWtPHIpmVqgGMJ3ADyiFUwt8tf+3nLT5vxIJlydJG2yI2pQjDBy7fYmYfgrTIFONQW\/Kg0v7l3Hk9is54kPCBEy2tbuq51Lc78Wlp9FAg7xjS4rspmoXKWSD30Wtke+XKJXyRQyHvq+jzp3XrYaKPJrBb8N2+NmIK3SEzUEeDJ\/VW626oubEDOyN0Au9bYYzd9MuAxzx02\/3ODEZCidyNyWIUoMEBlGmWA7oLAhha4dUKjVV8gxjtjhh29g+wnTZPvx+RYWfQstQKBT58lzcdMlNtbIghle\/3nijXxkfhtxNiScQEhhEmWLMftvnWyiMlgMzs9fHEHaN8C0NedJRdcCuhx1z4rMWCr5FRLi\/tWMI88J3yVjOUOHzmdO1kp1nYT6tpSuMY7mPvHovvFa9dMcJEpUUcjclnkBIYBBlChMP7B9reeC7GfguEIZQJPDb2f6s24PFYeti8N0hfMXP9tNoNKZ9WWsDH86LB8tj8Nv5uOwzC+OPyVouhOFsf37sCC8Y+C4bfuwIyxtPTneMAL5MxW4BIQiCqOSQwCDKFCYg+Mqf744QVs78Wz\/bj21nn9lfXpCw7\/xCXfz+DOE29pkXA3zLBIvPp823ngi\/82nxx+Tj8YKH\/ePX5+DzweeJHY+M2wiCIOxDAoMoU4QtA8JKmRcVLJyfRSLsIuFhLRWslSIrKytHVAjFh3B1UMv0hWKEXxWUP6ZlHnh4YcEPMOVbP3gxwh+HFzBChEKFIAjiSYcEBlGm8BWucDClcKwC70kihG854AUA+8sPwBTuw4sNYfw8\/iXZIsM0xuPRTnRpuQcfXPkG4SpJHnFgOY2W7W9uFdHi0sofcLrNaIypax7ez7ps+GMwN9VZA2bndVPNSYncVIXoD7+Fq+NdEPbfO2CXUv\/fV7ja8zqq31gCp0K72+aFXFEJomJDAuMJp6wb+vkBnGycBC8c+O+sEmcCgR9vwbdmMFilz28XCg5hqwLbzv5lZmaaKn5+3INwvEbO1FTntli6qR6qKwzQaHQ5YzAYtseEpOHiT8ux1m04nguT5skXO17iiVVYL30ZF24Mh7uO2yZYg6Es3FStXavKvLpnSSFXVIKo2JDAIMoUfryFpd+IcBwGq6wZlt0Lwn2Ym2p\/G26qSqUSxrhddtxUp1q4qWaLhYxTNt1U009\/le2mmoSYyDFov1Dgpqq9jrkDzG6qD6Muo3frNWXqpmqI2o77nX6C69aV8GooQsZn4xF1aBDCNg23WFiqsmKA9q9vcfeVDdBkcF8VteDz3afwau9mKntE19Vw3bKKK7sY6YvHIvLQQNT6\/VlIZfZdUddMOwJjM08YEtNNrqjt3+hKrqgE8RghgUGUKcLpm5ZTP3n4VgbLaarCrhRT\/Gw31XVPe5jcVNtOXIfeR8blcVM9F\/Yp9n9a0+SmmqphYzZEaD1\/BY5O2YpOLfdm5yM3b7yb6m+D3HHry+EI\/+AkJqzn3kxbv4Y\/TozHxq5d8cNrq3PdVFkcZX0s2PU7Xt05AfU\/G4yDB\/qb3FRZ0cwtLJpSdVMVB\/WH3xeHEfXCV5B\/IseDFUGodngoV8Fy2akkK3kydLd\/xLVqm8zLf2tTYRD1NG03PvwDkZNPwmP7bnjUUUB\/6itcH7MEqnNzoODKHvzNadwc8wXknyoRvSIQQUeGm8peWFfUZ1srEcel\/f2mGLR+PZhcUQniMUECgyhT+FU8+UGZvHDguzGEAy+F1u78\/nwaUtadoaiOvi1cYdAZ4N6sA3xu7MKllDEIchVxdYnW5KY6YUh1iLnP3DcoJHowJ3hzt4bZEt606qc+e3YIC1QGo2sTFxi5bHrX8YVhUzzS9QYoTIM5zdNSzXH0eQQS313DDzTVZ3ermMeFZCHmRhIc2zhDyspQ4hknYkh6vIHAk6Nxu68Gvod+g8q78g0mldYYl28MBkP\/3x6k3bkG7ejn8IhtMKph1IVBx2xtFWLIes1G4OHhuNUnC\/6HN3NlFzTbFOCKWquGIscV1Xg8i1xRCeIxQgKDKFP4QZj8oEy+VcLaolp8Nwo\/IJTf39RVomFjIzjhAQknQrjPYpFpyW7zlFZOsLCpow6OcFGw8Pw1iIODLPuvg2l\/htE07kIEhQNLg6WZO8WVVUJGo3mmCD9WxFrZcsLzhGghd+TKrdaXgrjIRpcE9cUUSDyMyLqUCGM75yq1gJekISc+jk6EzNoTiSt71sVkruwGruwJXNldBGUnV1SCqKiQwCDKFH5xKqGw4N\/6GZYzS9h2Ni2Vnw7Kr5\/B2jIet5uqSCQ2uamm3E+BHu5FdlN9dDYGalQvhUGeWVD\/35uIE72KmscdcL\/HLMQ1XwXv5lVjAXJJoz6Q3\/8U8YeGwLe7J0SaOGQcjYOic13u2mch7bPXTGWvfUKBe91ncmVfzZXdKTcBckUliAoJCQyiTLH25m+J5ZoVDGvrSVi6qc7fMDLHTdUWhqTjVt1Uv9v4MhoVmLP8bqqb5jdBwbNKS9NNlQ2A\/AzRK6sj6NggyL2BoG9O4ubzi6A8Mg9O7pV\/lKfItxeqr4tA5MsDcSmZ26CXQTH0XVTvVBuGg58j6ocgBB0dzJVdhOClJ3Fj1EdQ\/v0+VJ582ckVlSAqIiQwiHKn0KtiynzxzLcbsMnK+AOxd3\/8E9s\/\/3a3tlh6aKuNBNtiU\/SWnG9ufZYipk+e2PDsMgvHImdZje3RfwUe5j+kidJzUxVD1vVdhP6XBoXSXG5Z7\/dR77I5tLIM8pR0\/hgNbgi+N3oFDWL4byKujFMR9t\/U\/BHD30E9QTxZ7wWofyX\/bpauqEqlH0avGJgTrmzaBe82LY2SkCsqQRQWEhgEURaQm+pjhlxRCaKiQQKDqBSIXDphd2yn8s5GkVCE9sZMMtCsWpArKkEUGhIYRJliyzqdYbnyJhmIEQRBVB1IYBBlSkGigR\/MSeKCIAiiakECgyAIgiCIUocEBvFEoI\/Zio4t9uDDq8yLpLCtJWpcWrkSZ9u9gNF18s81ZW6qM\/u\/mddNNWfWaNm5qWp\/fxE3vh2Nun90rzSLbTE31YtdfwPcXCBSBsBl0usIfDs8e8nv4kFuqgRRsSGBQTwRSDy7YMX2Jgh2KkqVrOEExndY6zHCqsBIPbMWG2Sv4MLN4fCxSLYs3FQrO\/xS4Q5Jx3G\/\/3Tckf+CsNl1ii2SyE2VICo2JDCISgFzU+1nw02VPeMNj3bacVOdZuGmmr1UeOpxm26qqSe\/yHZTTUTM3efRcoHATTXzMuYOMbupxkRdQK9Wq8vUTZWt5Kn54U3c+egsjO7+UNaPr9Q27WK\/NvCd1xLXXt8KzatvQi637abKMCacQ8y0+Ug4ngyRXAaHfnMQ+lkXSCTkpkoQFZknWmDwhlWFWW2yzPKQ\/Y9sCwqGd1NdP9jT5KbaZuI69Pl7fB431fM1F2P\/p2E5bqo6nQFt3v8Bx6aau0jyke2muulpD9z8Yhi6fngKkzaEw7n1a9h3cgI2hIfjx5lrct1UGcr6+N\/uzXht5wTUW\/w0Dv01wOSmmos6x03VTczW4sy9vsVxU9Xf2YIHCx7C59h+eATH4VG\/\/kir1HWXCOLAmhDHXoFGbYRDkh03VXkKEmbMQLLHQtS92ZUTFVlQX4rL9hghN1WCqMg80QIjx0irnGDCglU+Bu6DnvsnEQnMmQqI9yQ+vkTKUAxo7cFV1mJ4t+oCnxtbcTV9HKq7ms8Gc1OdODQUctMXOZxNvRoFSDdlMHq2YGlK4FPXD\/pN8WAmnqoSnWANHt5MhjP3Bs7aL\/QlvL6Gq4ehDewF5xCuapT6wXlUHcT+UpL8VQRyS2jXTdVwGylHHeG+rR0kpp+qAvKGgbnJkJsqQVRYnmiBUd6wB5M4+y8TGqwSMmS7e4uyt7PPpuZwY25rh2kf7q\/0iWv2MEBrdn+HUa8zuakKYW6qqiLXHqLc82iaKlsanQ9iOCgl0Gdqc65xia6viPsgkWXXyVx1Kavs\/iNGGO7dhMGnLhzk2U66ttxUM8z724bcVAmiokIC4zHDumXyPC6zX1f5B6FJbAgqG7bFmP32yz\/MTJ+fwCaMx+2mamqC516Jk+8lQw+3Qrmpmq+vA2q088PD0w+QZQiGYwmvr6RuZzjE7kVWwkjIvFKRsetWpR6DYYg9jdj\/nYJy7KucwOA22HNTVdaAS\/tMxH7zNzy\/6QGpRA315Tg41K+We47ITZUgKiQkMB475rfknHdlK\/WjsHIx8t8FFdQTqC1MVA43VXZ1mJtqL6hG\/Ikb6jb53FSLen3FIQPh+8ZBPOj7PB75qiAyygvMeUVEd\/tHXKv2G3cdfeEy4ROEzKprLqtNN1Vm1+4CjyVLoJ3yHq5Wf5+LK4fDgDmo8Xk1kxAzQ26qBFERIYHxmNEZzfIi5yWLNZEbcysV1iyuM+Q2pfPN6wZjzu5PYNdINpXATZW\/vg71nsUrNV7A0qMp+Kara871Lt71VUA+\/hPUnpF\/eGJlaclgbqpN9B\/bCBXbdlMF8xBrBr8N2+FnJ31yUyWIigcJjMeMzJo4EBViH6JSkHPtxD54fsmrSDkcA504r5sqXd+ygNxUCaKiQQKDqBSQmypRISA3VYIoNCQwCIIgCIIodYotMNLS0kozH0QFg64vQRAEURKKJTBUKlXBOxGVFoWSTJwIgiCIkkFdJMQTgT5mG8Jb\/4kFl75CV+fCxlLjyqrVON1uNEbXzj81VB93DG889Q42x8vh3XIatqwemMdNNeLHGRh9fQr++DjX8Ex34XPcnKhC9TWOiBp8B0Gn5xTZTbVyYoBmzxe4M\/VXqNO4B0+DwQj6dTZU\/oV7BBljtuJ6qz8QeHkJnPK44aqRsWoV1G3HwN2KIV1FIOvqCXz5DfDi523I9ZV4oiCBQTwRSDw749utzE21KLE0uLxqBX7xeMaqwEg7+4vJTfXstaetuKmexUefpWPCnkbkpsphTDyKqBd\/h+rnP1C7hxRJMwbi7sutUHdDL8F6FrYReXZBMHf95PnccDXIXPU9Uj1GVFiBoajVAO2dduHA2YZ4ro0Tub4STwwkMIhKgTHlbwwMfRs6tviSOhOxCd4Y\/8MHmNzQMdtNdRe6NliFDmN9cPTIAySniNHnx1X4qLUYp95\/CS9vuY5\/o5pgR0RuC4Yx9QSerf0O9L0bQBMdjSt3XDFt49d4rYkj0k59hWEv\/4Ub55LwIPIFtFkohf\/A+fj13QYmN9X5w+Zjx\/WreBh1CX3broZLo4n4ZXmfHDfV+MM\/Y5\/vYCyolndOqsmp08PR7NTpUVg3VS3Uvy7A3TcPQe\/qC2XDLKRHvYA6R4YVanXRioDh8l5kyjoioKOHafEP1YvdgUG7kZXeE47GE7hd7xN4ntgIt2oS6PZOx7UPuqPuoSGc+FAjdf50PNhyDZlRjVHzTm4Lhu7Ul7jz0p\/IOpcIw93RuPY\/KeQD30fwnEZ2HWiYM++t6m9C1Kkep08yoYv3hvcPH8GjkVl9Gh\/txNW6K+A8zg\/pR6KhTxbDY+Ua+LWRI\/O3D3HnjT2m9U7E\/l0R+Ot7cK3OxKca6d+9hYi5xwDvIDg2jEda3JtouL8PxMz19dlAHF19FQktWuRzff15yiGguRf0CWkm19eOs7uT6ytRJSCBQVQamJuq84sfY93T7ni0dSbaTfoNfQ6PyeumGrYIexdVN7mppmnZQ1qEVvO+w9+TzV0k+dCmQTp4HjYMcsPtL0eg20dnMXFdR6havYI9x8ZhU7eeWPHaKux+yiU3jrI+5u\/cgFd2TUKDz4biwJ+987mpXtl+Ba6dZ8DdoqaTNJiMmtmmrjWOFLLcjw7h3qz\/4LnvD3jWy0DiqH5IMxQubkXB8CgKRucW2YZlbMmIahCl\/QtdFldT212YVA7n+SugmmLuIhEibfUqah4fj\/hu3ZD62mpUf8rVRhr5YfeSw9hPEPy0BzRbX8OtyRvgfHgs5Nn1upG7lzQ1F6P2p2EQcfeSgbuXjI\/2I3Lq3\/D8Yz98mkmQ+sEzuDN5F+rtHgzxvW2InBOFgKOH4FE9CTEDuiM152giODVsiObGPTh0uQEGN1ZYdX0d08YRj7btwve\/PUDrN0LI9ZWo9JDAICoNzE21fyt3k5uqV8vO8L25C1fTOYGRXa8wN9XxQ0Jy3FRVhVlRWxmMHs3NaXrX9YX+94RScVONvZkC53ZuKI0ud\/3tY1C7d4KKLU0tVkA1sjHEH5VCwhWBclqKlN1LLty9ZFpFlLuXRDe2Q53+Yo7AEHH3ktfQULMQ4O4l7j9obx2F1qMrXOuZO70cB\/WE6Nu\/ocl8GrIrh6AN7AMX1poh9Ybbcw0Ru1pwQKkz2gz3wbL1N5DSoFE+19faYcoc11fDsUxyfSWqBFVbYBiN0Os00Gj13ANCCXlOZ6+Re3PKhFrPP91EkHDhCqmogDCifMnvpioSSSARi03Nw7luqtyjWiyFRJR7vfO+MopM8cRiqelzzn1RBm6qpVV\/iirLmuA2EPsEQ5R6j\/s9cl+4StyYEA2jUwCkSoEJC19Gg\/4xCA8Ddw+ZP7F7CRbOvODuJZHVGt5oN2u2w0RwbdEE9df+iX9u1UY\/izE95PpKVEWqrMAwck8PrVoNndFsmC0RC35iXJjeKIZcKc8dYMZXRvbCiHKFuamu230PYyYH4N6e3YgMC0c9J\/Z0NFrUD+xdkBOXXMXBb87Ri9niQwx2nXXZYdmWtvlgbqpipNxL4fZ2KcJ4BzlqtPdB7NkYqBFY4kGektA2kCcuRdrN6ZDXy0Taun85cdWrhKk+XsT1e0GpexuJxxKh7CZF2toDQPs3oXDirofaDTJVCrJiNECgERl\/XitC+bj4LtzVvJfMXWvXQtfP7F5K3B0Ft8mBUO\/ZCV1YF8gLcOaVhrWHLOFTpFx6BYrmEqRv3gtj\/XGcmBRBXK8LZPfWI\/XOaHiExCNpzcX8YsPBDR2HuuG79RHo9G5dcn0lqjxVVmCwKkYslUMh0kGtEeUZ9GXk3pAMIikcxKL8yt5OGFG+MDdVj\/1voumie0hUNMV7655BkDTX+Dx3RzF37QzsHRWGpBN4ZfCnOJkUhwvRiZjSdSi8q3XH0nVT0ajAt2RHtHltOMQvjEbj79wROngBNr7XsAA3VYYMYQN7QvXsAdzIapnPTbWoiHy6IuDTQ7jbuycemgZ5erMiVipEbu0R9OMgREzohf+SOcGm7IsaJ3qYRbwiDN5vNkDEsKFIa1QDUjdlTvmMSccROXgRshLjkBmdgLvhgyEN6I7gDS9lT8l0hMvMEXg0ZhSuLveAYvD\/EDKvsd1Bnqb8cPcS9r2BKx9HwaBoBv91z0JWQD0r8u6K4KVHETG4K2L0IkgCuyNofT+zOV3wQAQv5MLad8Z9j0A4NfeDKNHyCSKCe7smCFt\/GKeiwsj1lajyVFmBwZ5QUq7yMWi5akbsIGiE4LbpOBHBCYnMDI3pbVYml0Ga3TxuO4wod2S+GLp0LTZ4C9uTTXNIuId\/Pxx60A\/m7g8mDlnXCffPoz2W\/LUpu2Gbb73gWyw6YuO9tqauFoZr7yW431t4QDE8Or+GIxGvWc2Oe7\/vEG3DXEtR7xm8GjoB3x6biqVdnUsoVmVQPP8B6mS7aOn2v4ob80uUYDkghkPf11En4nUYIncjsucipJyMh3OgL3duZFCO\/Qr1x1qJ5tYWIX9ttpuutPNM1Lkzs2jZ4e4lz2Xr4GrFmVfk3R\/1rDjzsselcvg81Of+5ccBylGL0HASG8SRgeTXBkNXNzjfdWeur+FPOeGnjVFoN6uGyfX1hR+fzgl3bBaOuc2KVhTrkOsrUf5UXYGRjUFvhCjPRHsRxA5KOJraOAzQqbOg0YghkUvNrR42w4iKiFkXCpsiOClh0EHHhzNBITZCbzCLClNPmcFg7hZh4zdYa4dRX\/pd\/hIfPPf1DCQejkEmnGktDAHi4L4IPtkcRqVvFfpdZSHlredxb38axBI9xGFPI2RVbSvlE8O7fx+8aU2\/lCbk+kpUAKq2wOAqEYNRZBp\/kUdi5LRIcOJBJgE0BlMdxTbbCyPKD5FLR2x\/0NFya56xgbnkbjEKLx77a7onsud4sr9l2Ncgr94Lr1Uv\/XSlPb5EvR7mz8ZKNl2VR+zqW27HZs68NWNK25lXCbevN8GtlFMtNuT6SlQAqrTAMHJPXyYwpGJb6sBofvsVWRu+Zy+MqCiwwZwGyxkAglAzRsF3wSyAUps1QhAEQVhSpQUGmxFiYNMRczfAoNfDaJqiyH016KDRGCB2kHB1jb2wcivBY6ASF06UPYNEWAaReQaJeWKIGGLuu5GfJWISjGybWXiKWXyjLm98giAIolSowgKD9cUbALE0r0DgRIdGrTZVMCIx6waRQy7lKyVbYUTFxDzAMy9ik3AwaQejwXRNDTmNFLywYAN3zddbTw0YBEEQZUIVFhhcRSJTWgyuM09dVUqtLfFoL4yokBh1+QWCSTTobUcpIJwgCIIoHaqwwCAIgiAIorwggUEQBEEQRKlDAoMgCIIgiFKHBAZBEARBEKUOCQyCIAiCIEodEhgEQRAEQZQ6JDAIgiAIgih1SGAQBEEQBFHqkMAgiEqMqGqvY08QRCWGBMYTjFgsznYbpfWyKyVsSXsSGARBVFBIYDzBSCQS6JnBmzHb1pyoNDBhwf6xa0gQBFERIYHxhEMVFEEQBFEWkMAgCIIgCKLUIYFBVEoi\/7+98wCPolr\/\/3f7buomIQ1CSCEECF1ERKp0wUJRvAioSFFAUbno9a+Icm0oXn9eCyoWrmJBxYZIFVAREAtNIEBI6ARIAqmbrfOfs5uTTCa7mw0JbMr7eZ48mZ2Zc+bMnLN7vvOe95x3YzpmZ0Tgf1MjEaKAMyS7wlyA+ctK8eiUKAQ44AzZXnToKG5adBq2ADU0Gi26922JuTdEoFmtDTcOHNmajYNJ0bgh5spYgewFeZjyTDZmLWiHq\/S++l44kLntnLOcw6OVNbiaK116YlSl+xNKC\/GvBSfQ+7EOGGmsv\/4fQmkB5j55DAOfSMPwkJrct3c8tTM58vZJEE0REhhEg0MwF2PZjyaMvC\/c9eNtLcVnn57ExVYBKCixYs03R5AeGIU5g4Od5+sio\/H2U8lIMBXizVfTMVejwTvDQqCpXSmQufU01gY2u2ICQxUYinmzAhCjq0mPJSBr2xlnOWsmMFzp1l3B+6v3eGlneslpVdonQTRRSGAQDY6zf53C9ugYfNC8rOPT6DF+fDxWLf0bH\/xtQ3CPDpjXMwBa8VCRJJ0mJBiTbjTi2y9ycHxQCJLVAk79eRxPfJmDXLFDVYYacf\/URAyMUDnf1B99\/BCEtCBYL5qRlavCuHtTMb6lGsVZp\/DIp2Iexy3IzT2ASd8DkV0S8dyIEOi8lJu9Vc9+9BAcbQKhtNqRV6zG6LtaY1QLNVg\/5Ci8gKlPHkfX6wzYfbgURSag993tMDNRjb3fHcKinUU4fMGA116osGBUV865n5zHiROsnOm4axXQrHNCteX0lO7ZG4LhfOKCHX+tOoTlB4px0qbH1JltnNdj5B08g2eWZyPLooCg0WHshNYYn6yBN2nD7uGxeRlwtA+ELd\/ivIdbp6U483Qem3+03GJStD8Tt\/0QiI\/nRMP0ywHcvdGBGIsJtlahCDtbhCxREC2e3RItWcZ2GzZ+mo4PT5qRrwzAXfck49Z417P2Vk7P9eC5nXltnwTRRCGBQTQs2Fvk6mIMvCsREbzXEjuYjz8\/A1X3OAyy2TCo5Dz+sy4MDw4JqZLcEB6AILEDOWcTkGDKx8KPc9Hnwc64O16F9B\/248GPzqPb7BgY2cl2OzTdErCwiw4nNuzHfT9cxKjpzRCY2AJv\/L8YrF+0E98PbodXO8u7GM8IYp7BvZLwbFct8nZl4u4Pz+DaR1situxe7KYSHIpKxhtjg6AVHDDZXQc63pSK9\/u7hkiq4KWcr\/0rEhtf2YOVg9ri\/zppfJrWytK9+kgENr\/6d3k6js1ZB1bktmqD98cbcOT7fZizOh+jpkVAW3ABzy27gH4zO+HlGBVKjp7GPR+cxNVPJCK1OnNR2T28ID7Lkz8ewH1leeqrSaaPj8Erg0ox5fVi\/PPJVGx5JRN\/FcShZQArrBUl7VPx0fQAnN+egcnLzqAXe9bFnsvZTuelHry0s\/JyumufBNFEIYFBNCAEnN97EhuDI7EkQdJjaQ24Y0ISBHMhTh2woMf1zdGv7FCR23xclJ4vwLFAI2bHut5qEzuHI+SnfJywRLsEhvhme0281vlWGx6jg+MvK0oFUaTUwuytEPPsncjelBUISzAi7NwZHDXHIbYsU6UuEKO6BbreihVKGHz5hl6Gcnq\/nh4D2hmgEcVKXKIBjoM25\/Ucpy7iz9wSnP5gP75m5wkCTA4d8qziQU01hRHvoUdLTfk9CDtdeXoXGEoEG7XQGewIDdIgSKNChCgQ8kodABMYWj0GtTc4f+Si2oUjRhQHWWYBYd7KWSYw3NeD53bmwkP7JIgmCgkMouFgM+ObVfm45tZWiHLzdqjQBWPOP7xnYcorQVFwAKLUvMMT4G0FEBW\/Th121jZHWWYOocr6Iwq1j6JCxuUop0fEa6i59V+pqHRJQ\/MYLHo0Ds0v4e3d7T0oyv74Y3I+s4rDSrZInPMcVzlU4ol2txXq2skvUV05vdWDx3ZWTfskiKYGCQyiwZB\/KBvfKyLwemvNJfWj1sIifPz9RbS8LhXxYstXRoagVXEWfjptQ3K8Epm7cpEf2wwttWLu5urz0xkUKLpghQNarz4GUgSLCWv3luCGfgHI\/jsH2ZGhaKW9vKpAfJEvK6cGNfEKkKbz5f70LYxoc\/EovjwUjVltxTQ2Kw5kWhGXEoDgS7xFhVKDGJ0DWQUOIEyBI+nFKBGCfEtsKcX6fSaM7GvA2X15OCs+6wSdwms5Qy+tmE5q2z4JorFBAoNoGDgsWLUyD+1HpKFFDVut+fxZ3DM3F2q1Blf1ScSiIWUzSIJD8egd4Xh88U6scCigDjPikWmRrB\/zatVwoUSnwdFwvH8At\/2kQRzzgbgx1KvzJEOh0SDoQBbGrTahSBOEadObI7aaXt9RUogX38jC\/hIrDl604JmX9sBoDMPj98Yj2cdyCh+k4\/afNWjRtZVP5XSX7oWRIV4FiiokDE9OLcWzn\/2NkSYBCvGZxnWLx\/OtAy7dsqLRYczQIDz09t840MKAaFHUaX1Vc2o1gtOPYvxaEwpVQbhnWgyY36XCWzkvlVq0T4JorNBXgWgQFGVm4\/NiIxZ10PlsLWAEtUnAxncSPBxVoMVVrbBU\/KtyRB+MF1\/qXP45OC0Za9IqpzW2icMHL8TVoDQiKg0G35GGF9280iuDw\/Dey2FV9wcE419zO7nPT1N9OUNTWuC951q4Pvkcu6RyOo5dfC4vLOxY\/jmofRJ+aF9xPDw1Fi\/Pj\/XxGmVX8pqnAi17JePLXlXThfVNxYfOrRB8MM+1r\/UjPJ8QLHq5m8dreiunp3rwxqW2T4JozJDAIBoEQa3j8c0Cf5eCINxD7ZMgqnJJAqOoyJtvPuEvgoJ8HJuuBqrfy4USzz3NBjWKcSmPuK7qlyAI4kpwyRYM+rGrX9S1KKD6rV+Q6CMIoqFBQyQEQRAEQdQ5JDAIgiAIgqhzSGAQTRwzijKWojTyTjQLrbpupGD6Fru\/X4OkW95ESHWrURIEQRDlkMAgmjgWUWC8g3zdOLcCQ6HrhzbXd4ZeTeKCIAiiJpDAIBoMgnknTmyfj3PnLzpXeNTFzUO7q\/tDpbCh5NhzOPzHGljF85SGAUjo+yTCg3QQrNtx4Ku5ULboCHvJKZQWhSKu\/2JEhwfCmvMKDv62AabcC7AXT8Du3WroWy5ASudOUMKMi7tm4NjxdJQUd0La2AoLhrc8nce+fgHRI1cgIkAF66kZ2L3nenQZPlb8sjlgPrMYGTuWo5RFDVOloHmvRYiNqlhzIWfFRESONeGr3C8wKpxEDUEQDRcSGEQDoQDnf5uJPN0z6DLmeqgVpSi9mMNCUEAo3YQj27YgcsgGNA9XIX\/PbTi87QeEDBrlWnnSUQR1\/NNoGx+O4v1jkb73d0T26w9Ns4fQYcQUZK\/pj\/y0ZUhtaZRcTwdjl\/cQmuoaIqmChzy9SQLBtA4Z235D1MC1iAzVw5bzKvb+8hpCb3oSAWVLZOqTB2PmTCuS9SQuCIJo2JDAIBoGtkzknTMgcmAvuEYr9NAbXatoWgu3wqIbgLBQ11LPgfGDoTi4BaX2WxDIdqjiYYwIZxvQhsZAOJYLB1C7FRc95OltKW3bhdUoKDoIyy\/jcNq5xwyHkAwbi86lcgmKoC6T8PrrtSkYQRBE\/YAEBtGA8BYhxNsxBSpWyFZUc66veMiTR\/8sL5a9Uip12GSkjZgOT\/HNBGsx8vLtCAwPgZ7WnCYIogFDAoNoGKiTEB5VilPpvyCq52BoFGaYL+ZAY2wBdXAvaM0v4cLF2TBEqFB8bC0cxsnQM6uArbqMFVBpVbCX5IsSwVjrKJgKhRFadQFMJgsQIKDozEHYhcGuWwgbDn3xQmRnj0HL2GZQOHJQeO48AqLbcQMGCjY\/hvghh7AwcyVmJWpqWRqCIAj\/QQKDaCCEIPKaN2DeNg+7vngKCpUO+pbMybMFlPoBSO65FYc2DcApQRQMAQOR3O8G51BK9baKAISmjcOpX8Zj58FwBMQ\/gzZdOkNh2Y4jG59HsSUHJSV5OLzmZmgCBiGl\/wOoOtdEgioZsR06IH3TKFwMS4JWayi3dCgMQ9CmXyYydtyIP0T9AUGDgFZPoA0TGM4z7Mg5dBJCSn\/0iSFxQRBEw8bvAsPhcECpVEIQBGekR\/afwz7b7Xbnf3ZObZHmxa\/H9qlU3uNl83P5Ni+btOx8H3H5UOi6omX\/79GyyhE1AhLmo4v4VyWNpifa3\/ZN+WdNizfRvVKAUCW00XPQZeycygm1PdF62LfuC6LylqcGgSn\/xVUp7hIqoYudgbSbZ7jPV8jHtu8uYszLU9DR4P4UgiCIhoLfBQbr4G02W6WOmn1Wq9XQaDSwWq3looDtY\/COXY5UoPBtqTjgooBfjwkLts3KwK4lPZfD9rFztFqtsyzsj21Ly89geZHAIGqFIhwT1m7EBH+XgyAIog7wu8BgHbu3fXp9VYO0N4uDtJNn2\/LPcmGi0+ncppXu44KClctdeQnPSC1SbJsLSbmY8yTupOJQnic\/TsKOIAii\/uF3gUE0LeTDSdwa5W4ISr5Pmgc\/TuKCIAiifuJ3gcGGGKRWBWmnwjsf6X+pFcLdm6zcl0P+FuzO14PB8uaWEek50rduDt\/ny31J78eXdI0NuWCQ+9XIfVikwkNa1+6sG+72EwRBEPUDvwsM7gPB4H4M0s6c7eOdjdSHgg1V8LTsHC5AGPw8tp8LFZ4PO58Ni5jN5nIBwHw7pL4Y7D8vAxcKvGz8+mzohm27Ew3sPHYOvz5P1xTfut0JKl4XDKkwlD5Lfo67oRNpW\/Dkj0MQBEH4F78LDKkPhC9IOxPuCMqpbjYIO87Pl\/t2SMvBnUkZcp8LqbOpt45Nfl9XuiM0H5uEPQfH46ohw3xasVIwb0XmhkdwwayDMnQ6Ol5\/Gy41eKij+Htk\/Pw2Ci8ehKb9d+jYua1sfQkzSjIrRzB1J7qqe14kLAiCIOovfhcY1SEfHpEOZTDk01p5GulnOZ7G9vkx+UwUd+mkwyjyIRtp2aRWC\/l01\/pkybDlfowLytnoMvpWlBYVXbK4YCgDR6LN8MG4sGMkTro9w30E0\/r0PAiCIIja4XeBwYWDJ\/hwCO+QpUMZbJiDWROkgoKfK536ys3t7DObZsrSsD+2zWDH2Ta3cPBtnq80HdvPri8tNy8XH3Lh6Rh8SIbts1gs5dfm5v26m5VSisKD83B49zYI2uYINOZJFpnyEsXTvh9Zmx5Hfn46zMW78ff3HwFBdyOt3yhokI3srTNx+myumJcopAy9Ed9nHiKC9NVEDfWM9wimLop2fYh\/vWvFtBfvQaeAOno8BEEQxBXF7wKD4U1gsCmiUkdL1iHz81nHzZ0GGdzngf2Xigq+j\/1nabgFQtq5S\/Pi+6WWCZ6OX0fuL8JEAxdBUgsL32Z5sTykPgbVDenUBKHkOxzZeQJxI35CVGAuTm0Ygnx+zGsUz\/ZIHPQ1LCenYM++W9Bx6EiYuAVDCEVY5yWIDgqH+GRQcvAOpO\/4Gcbrh1xyoDDvEUxdlB5ZjzfeMGHggsmiwCCrBkEQREPE7wKDzyjwNmTAHTWlM0ukQoJbLLhDptypkyMVDPxazKrAO3ruOMrFgty5VCoo+AwIhtxiwS0U\/Hz+mV2L+X5cjqEAoeAXWAKHwhikExVbDMKS2uF0puuYL1E83WNH6alXcPjwn7CxpmI5Aov2NFiyy+n90GzMR3AzeuVXfJm1QjNbCIIgKvC7wODWAm8\/yvIFsuQOk3zYQY4vFgKDwVApP6lzpvw6njoQeVncXZt9Zte6bCjY8Ay3yLDnVfl5VBfF0x22C+8iY08ekkd8C2OABtaTM7Bzl4NfwmvU0PLdkunCzmRupggzpGLO3Wqs8qnC8pk57qYfy9Px41yAypeJd+dDI0d+DXdDfCQwCIIg6oHAYMg7BYa3GQLyY\/L0nn7gpWsruFsvg+HJmlLdcU\/Xu1IzHRRBvaE1bUGJeSK0+iIUnDxc7oPhSxRPdwi2XECbDL1eFC7CRVzI+gN2obvrel6ihrpQQq3XwZp\/DhZraygqiQOxHtQKWArzYLMHQ5A48LL\/xbuW4pEldtz3ynR01NnL\/V\/48JXUN4YLBnaMWYeYXw63bLF00rU2eB3yenE3NVkqWlxlVVQSKjydO4EjbVckMgiCaOr4XWCwH2v+48ydK7ljJEP6Buvp7VfaMcgX6GJwvwjpOhbSGSfSt1neMfHYI6wcPB4KP0fqdyF\/C5YKEJ6er4khLa+7JbBrgyLwRiR12oPM9bfjlCFI7NAr4qVUH8XTPZqIqYgNn4X0Nbuh0xug1sZWCBIvUUPLUiOw9f0IXP9P7P42CAEJL6LdVd3F9OwkNcI6\/gNnfpmIPRkVEUx5Y7Qd\/xlLlpgw\/IXp6BpYYZ3i1i531iF304+rmwLtaWpyddBy8QRBENXjd4Eh\/WGX+kJwqotXwc9xZylwZ0HwZFGQloPHHuEdkLRjk1\/fXcckdUJ1d87lebvVIzj1FXROdXesmiieItq4d9E9TrZTFY\/mfb5Dc7cpvEUNLbtqwFCkjBxUyWrEy6OJetgZwbTSqqllRyNGfyh+rjydV2ppovUvCIIg6j9+Fxg1oaYdc113RGT2rjlSq5F02XcGE14mk6mS3wq39kgj3bLjPB+p9YiEBkEQRP3F7wJDPubNkS9K5S0SJ0M6hOEJT4G25MMuJCTqDulsG3cwx1fp85bWnzx6bV1O6yUIgiAuL\/VCYPCpnNK3XOmCVfIgWTyd1M9CGpuEv\/FK4SKCncPP5z4S0rgk7oZBiMsHPWuCIIjGid8Fhru4HzV5U\/U0xVQO78i4f4X0fHlcEoIgCIIgaoffBUZtoXH4+o27tUPk++pbXBaCIAii9jR4gUHUDfbsb9H7qjV4Lv1NXO1zX2\/GvqVL8de1d2JialUrkD1nKx4e8Qi+ztEh8uqZ+PajW9BCzTO3I+Pd+zDp0H1Yv7ArAsv22na9jIP36JH8SQiO3pyBhJ1PQ689i7M33IIz24rhsBRBMIvCMihIFCV6hCz6AonTWuHKyhMLihc\/geMv\/gLLhQIoEm9A\/IpnYEyqWWTgukAo3I6M1BcQ+fsKGFvU3EdFEOvoxMhHUSjWkUaso6Rlo6C5DL8KrJyZ7V5ExG9f1KicjuPf48SEJSj++yDUD3+LlCdSfapr88EdePVNBSYtuhoxNZxV7LYN8jXySvbj0QELkfzZEkxL1HrNhyCaOiQwCCeqiH54d2VnxAeKP98lvqayiALjHXwcPs6twCj882N8rpmNXYfHIkrSKzgtGIV\/4vlFRZi6rhMM7LM3C4YqGtFrtyFa3LTueAbpN+ciOeM\/CAj0l9VDgDJuKBJ3PQ99UAFyJ92Ak0\/9jtAPe19hoVN7bGIdFYh11FasI3U9LLwyfiRa\/TwY+bNvxLkapNO1bo9rA9dg08403N4joO7qJaAtZs1QY9iCbbj9\/X4IqYfPjCDqC34XGJ4WzpI7c8pDrMtnlchnmLjb16jN8IVbMDxuPux920NpLsG53EhM+2AhpncMdP64Os6vQp+276LP5Bj8+stp5OcrccPSZXjhGjV+mz8D93+djt0nOmHN8QoLBnvrHJs8F45hHWE5fQoHskIxa8ViPNwlEIU7XsHoWRtwaOcFZB+bgO4L1Gh+8wIsnycKBtN+zBv9OL4\/mI7sE7sxtMdHCO00DZ8tGYlY58urgPM\/\/Q\/rY0bhmTjWBB0V9awOhDpCJ7ZMgyh6guBLz2D7eR7SpwchZdejYG41wrm1ONz1PURt\/xShoVtxOP6fUIrPRRCfi018LtHicwnvGOi8rmXjYhx9YDksTFTpUxC9ZBEirwur5oo6GG4c6Nq0mmDNsUPbK9yHSrLB9OVzODp3DWwsnkvsAMR9+iRCE8oWlRPrKF2so2CxjorFOrKLdRQu1lHMNYHes3UUIH\/BNJxZvxul5rZoueptNOtSTRqxjk6OeQJFYh1ZTuzBYbGONGIdJbwzAhq1DeavnsGJf60vL2fzj5+oVM5D7d9H0N3RKNlyxlnOsA8+QnSPakLfiuUs+Pd0nN2wx1nOFisXl5XTAeumt3Bs9ufl9RD1zkto1svoNTsWf+dIwiNQ9Gknal2Ts24j33veVbeqQFw1rgW2LTuIvG5dESH5pRNM2Vg24xcIXSPguFCMc2e16DV3AHqXWSS8t0Elmg8bg6jHl2JzXh\/cFFF5iDZnxUREjjXhq9wvMCq8Ef\/eEIQP+F1geFo4iyN3+JSvgClf1tnb8caOIHZ2oXe\/iOWjInDumwdxzdTPMGzLPUgoq2V7fjp2tV6EDS8lQ+cwo8jKflAVuObp97DtPtcQSRWsRdCOfhorbglHxitjMeC53zHt8\/4I7vEQ1u+Ygs\/798f7Dy\/DmpuMFWkM7fHv1V\/joVVT0G7RLfhp00iESrJUKCw4sHI\/jH1nIVzJfrIrpgqrOtyL1HWu81J+9e2+1ddMEt8k70HuHzPR\/LoAmL79H2w97kZwnNh2Cl3PRSM+l1biczGLzyVDfC7B4nNR567DsWm\/odmqtQhP1cP++6tIn\/Aagnc\/CZ\/8fm3nkTv9TuTpZqH1I+2r1ULC+U04ft8WRKzbgKiuKhQ+exuOTv8B7VaPgrqsnxLEOrKIddRGrCOFWEcOqw9m+NKzsHd\/D23fao6ip27BMbGOwsU68uqdJNZR3A9fwSLW0aGXRyF144jy81k5T83ahrA165zlLHpuHI7dtwaBq24uv0dXOV9C6xeTaljOd9FmcSyKnx6FY8\/\/gfDl\/aA4uw7Hp+9A+MrV5fVwaNLrCNr5RLX1wOpWK9ZtvNg+Ld8+hCPTP0fwz3eLIkmBgLQ0dBPW4ecD7XFLR13l+rFboenZE7f3MCBHvO6SFdno8c94sMtV1wZVYW3R33gQ3+0rwU19gyod0ycPxsyZViTrm8ZvDkF4w+8CQ4q3NS7k62J4WvNCvnYGn+7qLk6Ep+tJV4v0do7UUlIfUBgSMbJHuLPDjry6H6IOf4v04slICHWVXRnUEVPHJML5HqrUIcgXlwFDPAZfxfJUIaptDOwrcmEStUBQrX4\/LTibkY9g8Q21PDxbbUSgLgnNZsbi6KvbENM9BXlvnkLoq9c5lzVnsoU9l9AezMKghFZ8LgrxuZjF54I9q1F09CCsd4zDWZaPYIZgS4aN3aAPHYT19zdwZks\/JO2cCK0PcexsR7bCGj4Aoe1cb\/oBNw+G4q0t4sv3LVCXDfcoxDpqJtaR85NYR0qf6igZYUPixWeogv6aVhB+zHVFo73ER8rKaQnrX15Ow02DoHiblfMm6Mo6fFbOiNEJNS6ncXDL8nJiY56znI69a1z1MPEfOM\/Oq0E9sLoNuZpZnJTQdO8r1u1KsW7vgoa1eXUweoyNxFufZ6CgfRpCpT8X2iCkJOnF8isQFBcIYXsprOxyvjwgjRGtQk3YfLpUbF9BlR5zUJdJeP11XzIhiMZPvRIY3qwN0v1su7rYEdK8uBBxJ1yqs6BUd079so44YC0LairYbXDIFxDTBiCoJuFUXanK365dfhJ1EUdd7OgNKthN1jrJTaxhGG69G+qFH+LChjTkm4ej9TUhkuOO8mCv7LlIY8GrOkxGyvbpl+bYWFwIVeoA6AJq8kwF7\/cs1pGipnXEIuny8jvFbl081StbTlYPyVuneq4Hj5fyXLcsUUi3Tmj\/ySZszUzB8JTKVhalovy0miHYIDZdGMQ2LE8qWIuRl29HYHgI9PXjvYMg\/Ea9EhhE7RCKD+GTH45j0r0tcXz19zie3BepNer8aooCAeJrYf7JfNhh9Bo4TRrWXBA0SO4Vg7N\/nEapEA\/5yL3cglR+NYmYYxYs3nyd50Reh2bX\/xvHJu1ByLyvodEK5X0Ney554nMJnR4H0w8rYUvu5xQF6k7DoTu1EDmbxyBmUDMoLDko\/vU8DP3awRejlKrtODSfHeVz\/6RO7gVN3kso2Dcb+m4qFH+9FkL7yaLYqk8i1VVO7QVWzgec5Sz5Zp1Yzntc5awbRVgJVcdhYj28hNyfRiN6YISzHkq25kDft21ZPSihjtLBduicePnKs0hY3V5YfQJGsW7Na1aV1205WiOuGx2KJZ8fRe\/H2iC4Ljr90jPYeT4SPZOrmq0KNj+G+CGHsDBzJWYlUlA8omlDAqMRodBHIWz9XHR4\/jgu6rviqc\/HI6Ga3zjHxe2YdfPz2HEhB7tO52Fq35thjO6P979+GB2rvWIArn14HDBxPNLeCkfS6Gew4qnOkP7sss6frZhqKxtScq2+qkTiyEEIvP1HpBdfjY5aR6UotQx5xFu27Vyt1e56XWUCw2JxOPe5QrTrEThtEJRfpCN0dAtnCHhmwRHYyq26SEB8LvueOwaH+FxafP4PONd0ix6CxOWZOHb\/jdibzzLVwDD2CST2befdf8F1Z7BueRVZCwci7ffJUPrwTVJEDkD8m1uRNWoAsu0KqOIGouXyGyosRPUEVs4Wr\/2C42MG4lxZOVt8OsxZzrLHX7fXE+sh4bMsHH\/gJuwrqwf9mMeR0KdtWT2I9TJpFvQj\/on9iUHQjV2I5Je6O4UGa\/Osbg+8cMJZt7Gf3Y7KwW4VMPbshOTPt+D3E4m4vlXtO31Txmb8ahiAz1rLB1TsyDl0EkJKf\/Sp6dxYgmiE+F1gSN9s+X\/uX8H+S\/0b5DNJ3C0b7i1eifRcafpGgyYat731OVZEVu2xlJEj8Ou5EVX3G3vizZ++rbSvqKgIQU6V0BMrTn9Tvt847E1kD6uUGhH95mDb8TluixM+4l24uaQrvHrH8Xgo+U4s2VGMN\/oHQ+WjH4vh2vnoeKbyPtdKrBYUbdoJ9YhZCGupKw8rL7Bl47UxaCY+l+AI+cJsSmivn4GUfZ6jzHpGAd3tH6PL7TVJo4bh1vloL\/65zVGso3buHpi3UgT3RIqkjjRiHXUc5vl8OVqxjjpUuaQaujHz0Pa2pzyWMzW75uVMPvlVxRWGvoG0ofyTEpoB9yF5730e0zunBe8eWmmf81dAbPMRiz9DqJs2X35tfQT6jQzAB1+eFAVxIgyGGEx896by44Yu\/fB4F1\/vpBjbF69DwpzFaCfXF0I+tn13EWNenoKOPvjkEERjp14IDAZ7y2UdBev0eUwRvs3gsUakcIHA9rO0LA2PZ8LzlsYr4f4UFouFYo\/4G1UU7nj9QeT\/nA2zMrTKMElNEAp\/Q1av2SiydEf8mn7l4kJOfXHGJa40SjS7YSjm3lAHWZnO4WTre\/HahPiqP56KcExYuxET6uAyBNEY8LvA4M6aUqdNTzFFpOPyUlHA02o07s2SUquF\/FqNhuDeWH2uBq+u9QB94lCIL5S1RhF8DZL2bnd\/LKQP2pzrU\/uLEPUOVrets69w3RoSMXFOHTRagmgCNMietqYWB3pz9S\/epvkSBEEQjZMGKTCIhofUb4b7yPD9Ut8aEoMEQRCNA78LDLmTp3QmAe+I+AwD6XHptvSYu7zk+Urzli5DTtQ98vqs7jyybBAEQTQO\/C4w5G+s8kWu5Nve9rlbSMvdtrvPxOXFnfCTrqzqTXy44\/jGdMzOiMD\/pkY6A045WLw0cwHmLyvFo1OiEOBwruuEokNHcdOi07AFqKHRaNG9b0vMvSECzWoeeFSGA0e2ZuNgUjRuiKl1Zj5hL8jDlGeyMWtBO1zl81LUDmRuO+cs5\/DomliHXOnSE6Mq3Z9QWoh\/LTiB3o91wEhj\/f0OCaUFmPvkMQx8Ig3DQ+rOKuapncmRt0+CaIr4XWAQjZvaikR3COZiLPvRhJH3hbt+vK2l+OzTk7jYKgAFJVas+eYI0gOjMGdwsPN8XWQ03n4qGQmmQrz5ajrmajR4Z1gIardSgYDMraexNrDZFRMYqsBQzJsVgBhdzVYOzdp2xlnOmgkMV7p1V\/D+6j1e2pl0xmqV9kkQTRQSGMQVQz6ExeBDZDWxKJ396xS2R8fgg+ZlHZ9Gj\/Hj47Fq6d\/44G8bgnt0wLyeAWALQxdJ0mlCgjHpRiO+\/SIHxweFIFkt4NSfx\/HElznIZSHYQ424f2oiBkaonG\/qjz5+CEJaEKwXzcjKVWHcvakY31KN4qxTeORTMY\/jFuTmHsCk74HILol4bkQIvIXkYG\/Vsx89BEebQCitduQVqzH6rtYY1ULtinhbeAFTnzyOrtcZsPtwKYpMQO+722FmohoH12Thv\/ssOHzBgNdeqLBgVFfOuZ+cx4kTrJzpuGsV0KxzQrXl9JTu2RuCXau1Cnb8teoQlh8oxkmbHlNntnFej5F38AyeWZ6NLIsCgkaHsRNaY3yyxuvCZeweHpuXAUf7QNjyLc57uHVaijNP57H5R8stJkX7M3HbD4H4eE40TL8cwN0bHYhhkVRbhSLsbBGyREG0eHZLtGQZ223Y+Gk6PjxpRr4yAHfdk4xb413P2ls5PdeD53bmtX0SRBPF7wKDxtybHlJRUeO6Z2+Rq4sx8K5ElEfKFjuYjz8\/A1X3OAyy2TCo5Dz+sy4MDw4JqZLcEB6AILEDOWcTkGDKx8KPc9Hnwc64O16F9B\/248GPzqPb7BgY2cl2OzTdErCwiw4nNuzHfT9cxKjpzRCY2AJv\/L8YrF+0E98PbodXO\/sQSbQMQcwzuFcSnu2qRd6uTNz94Rlc+2hLxJbdi91UgkNRyXhjbBC0ggMmu+tA6rBEvD\/E4hwiqYKXcr72r0hsfGUPVg5qi\/\/rpPHpebN0rz4Sgc2v\/l2ejuNcicZqRW6rNnh\/vAFHvt+HOavzMWpaBLQFF\/DcsgvoN7MTXo5RoeToadzzwUlc\/UQiUqszF5Xdwwviszz54wHcV5ZndcHH9PExeGVQKaa8Xox\/PpmKLa9k4q+COLRkC6vYrChpn4qPpgfg\/PYMTF52Br3Ysy72XM52Oi\/14KWdlZfTXfskiCaK3wUG62zYH3PkpBkEjRvuZyFdz4Qvguabs62A83tPYmNwJJZI10DXGnDHhCQI5kKcOmBBj+ubo1\/ZoSK3+bgoPV+AY4FGzI51vdUmdg5HyE\/5OGGJdgkM8c32mnit8602PEYHx19WlIq3UJvQIQoxz96J7E1ZgbAEI8LOncFRcxxiyzJV6gIxqlug661YoYTBl2\/oZSin9+vpMaCdARqxvuISDXActDmv5zh1EX\/mluD0B\/vxNTtPrF+TQ4c8FqZUU01hxHvo0VJTfg\/CTlee3gWGEsFGLXQGO0KDNAjSqBAhCoS8UgecK7dp9RjU3uD8kYtqF44YURxkmQWEeStnmcBwXw+e25kLD+2TIJoofhcYTFi4C7tOND7kFgsem4RvV4vNjG9W5eOaW1shyo0WVeiCMecf3rMw5ZWgKDgAUWp+Pe9RQ1XlkWSrL56v2BxlmTmEKs6tCrWPokLG5SinR1gkdP6VVSoqXdLQPAaLHo1D80t4V3B7D4qyP\/6YHBVB7FyXF8rOcZVDJZ5od1uhZeLWx3J6qweP7aya9kkQTQ2\/Cwyi6eBusS15XBlv5B\/KxveKCLzeWnNJ\/ai1sAgff38RLa9LRbyaxWcJQaviLPx02obkeCUyd+UiP7YZWrIw5Obq89MZFCi6YIUDWh+Co7kQLCas3VuCG\/oFIPvvHGRHhqJVTcOe1xDxRb6snBqvEW+9pfPl\/vQtjGhz8Si+PBSNWW3FNDYrDmRaEZcSgOBLvEWFUoMYnQNZBQ4gTIEj6cUoEYJ8S2wpxfp9Jozsa8DZfXk4Kz7rBJ3CazlDL62YTmrbPgmisUECg7hicN8L+eJaPlkvHBasWpmH9iPS0KKGrdZ8\/izumZsLtVqDq\/okYtGQshkkwaF49I5wPL54J1Y4FFCHGfHItEjWj\/kQlVyJToOj4Xj\/AG77SYM45gNxY6hX50mGQqNB0IEsjFttQpEmCNOmN0dsNb2+o6QQr76egYNmBw5etOCZl\/bAaAzD4\/fGI9nHcgofpOP2nzVo0bWVT+V0l+6FkSFeBYoqJAxPTi3Fs5\/9jZEmsV7FZxrXLR7Ptw64dMuKRocxQ4Pw0Nt\/40ALA6JFUaf1Vc2p1QhOP4rxa00oVAXhnmkxYH6XCm\/lvFRq0T4JorHi96+Ct4W2eDRVHiFV3ilJ11PwZUEueb6X5GRI1Bppffu60FlRZjY+LzZiUQedz9YCRlCbBGx8J8FTSdDiqlZYKv5VOaIPxosvdS7\/HJyWjDVpldMa28ThgxfialAaEZUGg+9Iw4tuXumVwWF47+WwqvsDgjF7VgqCgty8uWuqL2doSgu891wL1yef23vldBy7+FxeWNix\/HNQ+yT80L7ieHhqLF6eH+vjNcqu5DVPBVr2SsaXvaqmC+ubig+dWyH4YJ5rX+tHeD4hWPRyN4\/X9FZOT\/XgjUttnwTRmPG7wJA6drKOXy4GuBOoL8ijrXrD1zzrGh7BtSlSGyfeoNbx+GZBHRaGIOoQap8EURW\/CwwpTaHz9Zewqa80JQuSQh+C\/77cufoTCYIgGgH1SmAw+HCHu+EL+XAKP7+6GCUcd8Ml7tK68xPg\/+Uh4+VOiny\/dK2Hmi6DTRAEQRANnXooMBxlHTKfn8Y6b1enzoZQOGq12jkkIhcjvDNnx\/kxdp4nIcGxWq3Q6\/WwWCzQ6XTlQzM8b7bNxAU7j6PRaJx5s\/1S8cOuzcoqFxfk80EQBEE0FeqdwOD9r+s\/FxouuMOn67iifHEuuTVBej6DCQFPVgSejgsSJi64wyh3QJSKGOk+BkvHy8KtLzw\/qZiQWkGI+g+tMEsQBFE76p3AYEhDqbt+6F37mZWAO3IyIcCsCVxEcIsGtzZwUSH1eWDns\/PYn9lsdp7DLRPyYRUmGLjTKT\/OVxyVHmNwwcHP49YLdxaOprZaqdQKxJ4L97GRWnzkuBva4mmkQ1T8mCeBKbdaSdNX1HspijKWwtRsEpqF6svrqlxUmldi9\/drkHTLmwipbjVKgiAIopx6KTBcHYNr2+FgP\/RCeYcthYkMKfLj8g6dCQsOGw5h8A7P3Rur9Hw51R3j+fEySTvWpgTvrLnYYiKDbXOxJx164uKNC0f5sBc\/T+qHw9KzPFlbYKKRW5LYf6l45ENeXFSyNKwNWK3FosB4Bxc0tyI8WFvJf8aJti\/aXN8ZejWJC4IgiJpQ7wQG60uYzwUTFZ5GE9w5WErXtuDIrRM8jac3ZGn+0mGR6oY1PL1Fu3MAbWpIhZhUEPJtLryks4fkwpEjmHfi1Pb5OHf+onOFR13cPLS7ur8oGhQoOfZvHP5jDZiHjNIwAAl9n0R4kA6CdTsOfDUXyhYdYS85hdKiUMT1X4zo8EBYc17Bod82wJR7UTx2J\/b9rYa+5QKkdO4EhVCK\/N0zcex4OkqKOyFtbIUFw1uezmNfv4DokSsQESCKpVMzsHvP9egyfKz4ZXPAfGYxMnYsRykzxKlS0LzXIsRGVay5kLNiIiLHmvBV7hcYFU6ihiCIhku9ExjcoZP5XrB+mfU7vIPmQyBMTGi12vK3Uu7vIHWs5I6WUnM3tyzwYQyp+HBdu7LzJ7see+PlwyG8E5Q7cPI3clYm6bn8zZmXhV+DuBQKcP63mcjTPYMuY66HWlGK0os5zjYilG7CkW1bEDlkA5qHq5C\/5zYc3vYDQgaNcq086SiCOv5ptI0PR\/H+sUjf+zsi+4nCpNlD6DBiCrLX9Ed+2jKktjRWXE6hh7HLewhN\/dY5RFIFD3l6q13BtA4Z235D1MC1iAzVw5bzKvb+8hpCb3oSAWX6Sp88GDNnWpGsp3ZCEETDph4KDM8\/rPK3XS4aOHybd\/JceEgtGdL\/3srA0jDBIBUWDGm+Up8C+VAIg12Df+Zla2pDJHWGLRN55wyIHNgLrtEKPfRG1yqa1sKtsOgGICzUtdRzYPxgKA5uQan9FgSyHap4GCPC2Qa0oTEQjuWC1UKtvGE85OltFRfbhdUoKDoIyy\/jcNq5xwyHkAwbi86lcrX7oC6T8PrrtSkYQRBE\/aDeCQxvSB0muTWCwa0S3OJQnTMot0DInQa58JDOCJE7jvI0fPor2+a+BXwGitTvQGrtIOtFbfE2xOTtmAIVj15Rzbm+4iHPitnVZcWyV0qlDpuMtBHT4Sm+mWAtRl6+HYHhIdA3LX9ggiAaGQ1KYPCZIdwqwDt63ulz0cHP4wKEWSLkU0v5jBB3M0j48Ak\/V+pDwdLwvLjVgs9M4edJHUflU12bmgWD3698po0n5Ban8rSqRIRHleLkgZ8Rde0QKB0lsBVegMbYAsrAntCaX0bexQecQyTFx9bCYZwMnViFgq2yCJVu81KotCrYS\/LFz0anE5C7MrhEY+UZLO7yBUKhVRegpMSMiACg6MxB2IXBzuPqsOHQFy9EdvYYtIxtBoUjB4XnziMguh03YKBg82OIH3IICzNXYlZiZadlgiCIhkSDEhh8kSveubNZA66ZAK4ZCXwGArc0cAsEn1HA4Z9ZR8LzlK6vIbWA8NkPUrhlgltMGFILB8+b7+MLgvFrNyX4c+d+L8zKw58nf\/5cEHKBxs9jadnCZ67jATB2+z+U\/v40dn3xtFhhWujinkD7Hs1hV\/VGYo+tyNh0PU4LCij0A9CqzxBRXFjLr8\/yLC21Ohs8tzLZnPWkQ2DqGJzaNh5\/pYdBH1fm5GnZjoyfXkSJJVcUC3k4sm4UVPrrEX\/tdAQpXeW3iWV36Fz+NyxPp6VMFEJR7drh0KZRyA9PFsWtoWJtF8MQtOmXiYwdN+IPCyuIBgGtnkAbJjBcpUTOoZMQUvqjTwyJC4IgGjYNSmDIOyI+1VQ664BZKxjyjlw+HZULCncdvny6q3x5cAa3Wsjz51MtpUjPa2oWDOm98+cqrUfp4mnyNOw5GgwG57bzfE0PxA9YhXj5NXSB0CU9jS7iX1WuQ\/vbrqv42OJN9OABQnmdNX8EXcY+Ksu0N9oM711pV0X99xHz7FO+PzDxXVydWHFeSNs30L2tm6JACV3sDKTdPMPdQfEC+dj23UWMeXkKOhrcn0IQBNFQaFACg+HRhO5hW3pubZfqJh+KuoM\/S18XHrucz97XvC97\/SvCMWHtRky4vFchCIK4IjQogSF1mJQ6brobL2fwaaM8nbu3ZeLywoeopEhn8XB\/F0+i0dNUYvlnbyt6ekpbebVYEo8EQRB1Sb0SGNxvwhvSVR05Uv8JhnS9Cul53A\/An1Q3RbaxwQSG1OeC\/TG\/CjYMwgSg1EdG6gTryWeD17\/U\/4WnkwoFLlp4Xnx2EMuT++zwfNhx7ghMEARB1A31SmB4W36baJhwPxkp3E+GIV+1Uyq+3PlsMLjzrBR3vjTS5cI5ct8ZgiAI4vJAv7REg0BqXaiJBagpWYsIgiDqEyQwGgu2M1g66TG88HMuUmcvxvKH2qKq7YAgCIIgrgx+FxjSIGV86W25Y6A7Bz5P4bmlkTClMUXc5SdN424qaoNCHYu7PvwSozc9grSHNuL0rLZIqgdLKVxpJ08p0iEVeX7SNTd8WTaebzfItkEQBOEH\/C4wuLMed+qTdvg8WJk8vLd0nxS+OBNfKIt9lgoW5lzIHfp4vBK2bTKZEBgY6Fy4i6Xlay80RJSBIdA5rLDVk8Ctvjp5svrgK7HykO7svJo4eUq35UKCp+VLv0vFB9snXUKeL\/\/O1zRh5eCrvvKykdAgCILwjt8FhrtFsvh\/ucMf+1GvLqw3d+CTLt3tbkEuad5MXHjKr6GhDomEPncvsoodaKP1v\/+Br06e7oLW8bS+OnleqvWJp5O2Lem29B6a2kqsBEEQl4rfBYav1NRZr6k69+lb34K5Pd7D8PjBGPfqe\/hwcgLqwUhJrfHFyfNSrQpkjSAIgqh7GozAIHzDcmI9XtvWAV9mLMHoaP+\/bXvzwZD6X\/BzpEupV+d\/wfPix6Tncb8LaRp3Fg5vC3NJy8rhwy\/SYTyp9UTuQ0LihSCIpgoJjEaGNecE8iM7on2Y\/8UFw5sPBuuAuY8FP8Y6bi48uJ+MXCjIo9O6Eyk8SBr385AOr7A\/PoTG03M\/C2lwOu6LwQPq8eBsLE\/uz8F9RqRrbvBgau7i0hAEQTQV\/C4wajLLQLrioxxPocCl+6VvlPIVQaX5So\/J98udBqXb0nLLZy7I33zlC0DVFYJD7PSUKtSXAaLqfDAYUt8Xdwthyf0vqntuXChw5P4a8nMZUsdeqf8OLwvPw9siXSQmCIIgKqgXAqOmS0nzKa3ymQLsXKnI4B05z59ts86Mv3XytHwGAS+DfEaDVDjIY1lIQ8GztLwMfBYLD+vO743HRuHlq1sEFJ86iWJDEgLrSV\/naeqot2nHnqaiSrfrQ\/AzgiAIwjN+Fxi8w5f+qEvfIPnbLRcWfKoqEx+8Y5cHPWPwDomPj0stCXy\/1ELB3lB5enchxr3h7s1V\/uYrze+ydJBlC229si8Q9zw7GDH1SGBIpyBLhyAYfNqn1LLDPrMpw1zkMeTrldBy3wRBEPUbv\/9K8yBV8rFxvgYGExhs3Juvg8E7I56Wd0hSSwM\/n09tlQbO4vlwSwMXK3z9gyvBZXlDLlto6666z7lW8GcqFWHuBBw\/zv+7G1ohCIIgGg5+Fxiexq2l+1knJLUE8A5KKgjY+bzjlp\/PBAb\/zC0iNF5OEARBEJcPvwuMusKbVYDG1P3HpS4VzpD62HiaSir1x5Huk6eTz0aRr\/gpL5c3Z2G5M7DcyVc+1ZYgCKIp0mgEBlE\/udSlwqXTVPl5fDqo3NGT+3dIp6lKxYV06W+5KJDulw6jSX1DuDMv2y8XEFKxwdNzJ15+bYIgiKaI3wWGt0WO3EHWiMuDPftb9L5qDZ5LfxNX+\/yIzdi3dCn+uvZOTEyt6jNhz9mKR0c8gq9zdIi8eia+WzYKsUqhbB0JGzLfvxcT0qdjw4vdEFDWyTv2vIKMKQYkfRyMY7ccQfyf88WOXoDw+79x8LplcBhDoRD7d821\/0Cr\/81BULSqisOnu+EvX4bEpI65qjNrcWz82yj++yA0c75Dm3ltZX4iZhSL924R7z1MvHfpMFx1jsGC+KzTxWcdLz7rwODL1Z4FlGYewlcfHEJBQDQGTO+GFKNnsVO8bQP+szYJjzyVBKT\/hldeF3Dnyz0QU8NlYG27XsbhqQFIXBaE46MynfWnr2ehfYTCXzEq9RWM\/Ws5JtSlN3TJfjw6YCGSP1uCaYna6s8niEaO3wUGCYb6gSqiH95d2RnxgWJ9lPiayiIKjHfwcfg4twKj8M+PsVz9AP48MArhdhu0ojKwWl3Tdy152\/HcS4WY\/EMa9GwqscRxl3XWzFrAhx0sFisczKoRfztSDzwHvfo0zo6+EUcf6oH2n\/S\/LGt+KONHInHLYFx8YCTOebj3EvHei8R7ZwKjJu1YIT7rBPFZ6wIvY9u3l+CPD7OQNGMI0s78hWVfnUXC5Fj40u3pU9LQK3AVNu3sgNt7BIC+oT4S0BazZqgxbME23P5+P4TQgyOaOH4XGEQdUbgFw+Pmw963PZTmEpzLjcS0DxZiesdAZwfhOL8Kfdq+iz6TY\/DrL6eRn6\/EDUuX4YVr1Pht\/gzc\/3U6dp\/ohDXHKywYQuF2jE2eC8ewjrCcPoUDWaGYtWIxHu4SiMIdr2D0rA04tPMCso9NQPcFajS\/eQGWz+sEg2k\/5o1+HN8fTMfZE7sxotcyhHaahs+WjESsjr0xCijY+inWx4zCswl6qJQon8Vj14VA00wHbUAw1M2CoVKrREGigtVpXSiLnquNQcgtich+7TDsNlFgqB2wbFyMow8sh4WJI30KopcsQuR1YeIHO0q\/fhaZD62GXWOAQhmNqE\/fR1Q3g\/P+MlJfQOTvK2BsIV5jzQykP3M92v8yFiovnYNVvPcs8d5LxXt3iPd+QLx3vXjvrcR79y52zCgQn\/Vp8VmbxGfd5rjUguG5nBzbrg9x+l0rol68B\/qA6psEsw0q2bAUuxlHmaVQsItiTgW1yo7Ta3\/Fp8tPwRYYhObxFpQP7KgC0eXWWGz79CDyunVFhORXQjBl46P7t0LoGgHHhWKcO6tFr7kD0LvsjV2hDoQ6Qiyz2iCK1iDUVp2wOrot5VHYh3aA9cxpZxuc8cUbzjboPNbuRYz47QvcJdZf\/tqZaPfsQOz+6RYUv3M7rvmvAq2KM2Hp3gdRh7ZjX8Td2LR2KlKcD\/M8Vtx\/B17cfRK5qg741yeLMKurWF44cFZsS5PFtrRfbEuC2JZmiG3pn2JbYnXr+XvEAiYq0XzYGEQ9vhSb8\/rgpojKrSFnxUREjjXhq9wvMCqc1AfR+PG7wHC3JoSv+4jKCFYTQu9+EctHReDcNw\/imqmfYdiWe5BQVsv2\/HTsar0IG15Khs5hRpGVdQoKXPP0e9h2n2uIpArWImhHP40Vt4Qj45WxGPDc75j2eX8E93gI63dMwef9++P9h5dhzU3GijSG9vj36q\/x0KopaLfoFvy0aSRCK2Vqxv7v9sHYdybCyn6Dy6ezdrgXqetc+1J+9XCjpSeR\/2UWtNd2BNMdwtl1ODbtNzRbtRbhqXrYf38V6RNeQ\/DuJ6FXnUDO\/NUIfns1Wg4Vy1h6AVZb7czXGvHe24j3fl689yLx3hOl9+4VHULEZx18n2uIpBLW6svpOLIe598wwbhgsigwqvkuqAJw9aREfP32BuzWNcOASYHI+P43\/LnXhnZ390QXVRZWfFKAPgtvRY9IM7Yt+BqHyrNUICAtDd2EH\/Hzgfa4paOusk6wW6Hp2RO39zAgZ+VqLFmRjR7\/jHdaR1j9pZTdWvIvPj6W6ihrg1\/eHIYj\/3crBjz\/B6Yt74fAapIFdJuF7x\/egetGnsQTu9\/HqkHz8FP2ZKQw3Vmag8LBH+LPL+Jw+sN70XPqMgzfdi+SL67DVLEtjRLb0vdiWyoS21JPsS0NFttS1zIjnfvvkQtVWFv0Nx7Ed\/tKcFPfoErl0ScPxsyZViTr6XeMaBr4XWC4Ew2+7iMqozAkYmSPcPE9SonIq\/sh6rDYkRVPRkKo69kpgzpi6phEOCfqKnUI8iU6vSEeg69ieaoQ1TYG9hW5MIkvw0G1qg4LzmbkI7iXsUaRXh3HP8OBFqsgXCyEetBjaPNyD2fHZ92zGkVHD8J6xzicZScKZgi2ZNhYQY0RCOwdhONz5kKxow+C+g9ASO+w2hT+8qCuvpzaMR\/hKp9dlhTQJ6Vi1MxQ7PkhHVs\/2oc2gzrg9pGh0LBRsJ2ncKFZS7SJVDOnErTtF4H1P0vLE4weYyPx1ucZKGifhlCpq4I2CClJevEKCgTFBULYXgqrWC7t5fqKim1wULew8jbo+CrP2Qa9Cww1jM2N0Ic0Q0SEFaH6IMQGiu2u0AawxxrQGrcOjRPbnwpxg0eg1UNf4EDRdESLbWmz2JayxLb0FstGbEtFYls6yy6o9+F7pDGiVagJm0+XQkBQJWEW1GUSXn+9Tp8MQdRr\/C4wyIJRlzhgLbNzC3YbHPJlurUBCKpxL6CAmlt6nc+\/Zk653I9CqLRP7IwMKthNVtjYbA1ZjBY+XCKfasp8MNrsfxa6Cz8iq898nP3xZsTfGOk8puowGa23TYNGXXlmB\/uRD3tjFQJ270Dhps04O24kcp74Bon3thLvTHCZ8AXXTBSBzf4Q+IqwCuftshyk01gryuSQ3maVmSXS4Gs+oQh2ljNwz+\/l5cyd9y2S7ku4xFEGARd\/\/wOrtivR8YbuGH5iH9as3I6Dm5uh3+SuaM7kgVIF\/pWqWlYFQrp1QvtPNmFrZgqGp1S2pigV5afVrFTWYuTl2xEYHgK9z84zHtqgwvWxvJk77JA2eaWK3aOSmcecQ0UqBfP14ScIFfk424Gy\/J4CxLb03fbpSPTw6+j1eyTYIDZrGMT2LT\/j0u6dIBoufhcYZMGoO4TiQ\/jkh+OYdG9LHF\/9PY4n90Vqdab0WqFAgPhqm38yH3YY4a47ZR0yW\/bbDOk0VQda9WiGs3+cRvE9MQiWdG68c5bHleFTP0tLS6FvMQCxr65ExoOvo6D34wjpNBy6UwtxZv2NaD4kCkLpOZRuz4OuT6rYqZTAcrgIqvbXIKJzV6iyfsTJvedEYRMnHguGOjAfpjNmBEZbUbhunyjKBpdNkRUFmsMGVaQW9ozzsFhbOwUInybrbI\/B4r0cyxPThJZPhZVOe2V\/Pi9p7ih2llPd6TpnOdVHN+LUvhyx66sQGLadH+D021ZEvjwVhmodRBUwXn01bu8mPjfzOaxYYsPA+YMR8udP+GxDHu7u1wLhFzNxuqg9QoNtOP5nHmzyLLRGXDc6FEs+P4rej7VBcB10ioU\/\/T8kDD2M5zO+xazEGk5RkaFQGxEfVIAD2RYgTsC+Hw+iUBjiW+KSDCxffQJ3i9+Vk2vF70pSX7QTn2mQ2Ja6im3p9c1j8OKgZlBZcvDHr+fRul87eJmEU0HpGew8H4meyVWnzhRsfgzxQw5hYebKWt87QTQE\/C4wiLpDoY9C2Pq56PD8cVzUd8VTn49HQjW\/Y46L2zHr5uex40IOdp3Ow9S+N8MY3R\/vf\/0wOlZ7xQBc+\/A4YOJ4pL0VjqTRz2DFU50h\/WllHa9Oq4VOIhA1mlC0HTMCQbdtxHHhWnRSVV5cS7qmRbkFw\/nZUb6EuGHYw2gWNQbnP7oTgbMGIuGzIzj+wBgcmCYetGtgGPsEEvq1h0ooROGCaTi3tRDMSVQZNxAtP+0CHYsJo26DyEc64OiY0SjomASNMYi9yDpxrcmhgvLO+6EbMQcHWwdBN3YhWi+62unsp1AEIXTO7ciZNBEHloTDIN57q\/mdoJOs01FlsS7xWR8Tn7VJfNYm8Vlnic9a02IQWn3xAPTqi7jw5NTK5VzeuZLTqCNzI86\/bYLxOSYwqq2cchS6MHTpVIKV\/14jFsKA7veFQhsZhlFjT2PF0z9gq1ELFn\/XjayHsWcnJH++Bb+fSMT1rWrbKdqRc+gkhJT+6FPT+a\/u0Cfj3kfSMHLsGPwp1l+80eC7ZUAfifCN\/0LnF4\/hgrYrnlj+D7A+XxU9BEuXZ2LK\/TciLl98AmJbai22pS\/6tvMpW1PGZvxqGIDPWstnVdXxvRNEA8DvAoOGSOoQTTRue+tzrIis+iurjByBX8+NqLrf2BNv\/vRtpX1FRUUIcqqEnlhx+pvy\/cZhbyJ7WKXUiOg3B9uOz3FbnPAR7+L0MDsEhwPWsqEP3vmqU0bjgYTJeP2X+\/BG\/2Bn5yYdDmGWAL6ehLPeuz+BdkeYdYMtgqUUpUYswjdvQSyb8mqxQNFnKhJ3T5ctpGUXu+ooGD\/8GtHiecySwq0LLH82qqG78z9oe1fllTkdNitUZYtsWSP7o9XObeWrdCrYglplU2kV181G4qFZzv3OfFn8nDILDL8HJoh4u1WIzzpB9qwraIHo5T8g2sNRRs18MCQotGh9+0C0RmVLYPOhfXH\/0GqS6iPQb2QAPvjypCgmE6E1xGDiuzeVHzd06YfHu\/hYDiEf21fmY\/Sie9DRx7UxFME98cXJr8o\/hw59A6fLyyx2\/ne\/ivS7q6aLnP4J\/nRudcD2Xa59HbesLDt6Hb4595OHKyoRff0MrNw3w\/1RD98jF8XYvngdEuYsRju5vhDvfdt3FzHm5Sk+3ztBNHT8LjBoiKRxIx3bryQSNS0w8c2HUfjzedg04TBIjvEAdp7ykcPjy1SH\/DxpdFZPZTcYqvYG0jTuFtXiZfUlEm\/9R4lmNwzF3Btcn+zeT\/aOIhzjV2\/A+LooVn3EdA4nW9+L1ybEV\/1hFe99wtqNmOCPchGEn\/C7wKCVPOuI4N5YfW5Y9ef5Ceny3bwO9YlD8VCCwP0syzt8ebwQhtTpUxpDRB4XhCMVK\/yztO1InTL5Z2m8EWlMErn1TB4vhe\/jZePlp2XCmxiGREyck+jvUhBEvcHvAoMEQ+OGrcgpFQHSzlc6c0QuKOTBydhwA\/\/M\/jzFBeFDK2w\/j20iD0TGz+MCgJ3PttkQCkvDzuFxUPjwB7++QzbUw\/PisVTYNo9HwstCbZwgiKaI3wUG+WA0bljn7Mn6wDt4uRVALkg85Sv9L90vdRJ1d5zhbnYHH0JxNxzjbbiDHePHpfFMCIIgmjJ+Fxjkg9G4YeKBWzG4uOBTTqVDEgwuDjiXUufUTgiCIOoHfhcYVwzbGSydfD9e+DkXqbMXY\/lDbVE1PBdxOaC3eYIgiKaH3wXGFRsiUcfirg+\/xOhNjyDtoY04PastkqjfIwiCIIjLgt8FxpUeIlEGhkDnsMJ2KesJEARBEAThE34XGFfayVMdEgl97l5kFTvQRkvTCAmCIAjicuB3gXGlLRj61rdgbo\/3MDx+MMa9+h4+nJxQo4ieBEEQBEFUj98FxpVeaMtyYj1e29YBX2YswejoGkS7JAiCIAjCZ\/wuMK70tEJrzgnkR3ZE+zASFwRBEARxufC7wLjSCA4bBKUK5H1BEARBEJePJiYwBBSfOoliQxICyYBBEARBEJcNvwsMFq9BvjSzdBlptuqjPG4FG1aRLj8tDUglDfld+UJn8L97HsAr+wIx+ZmBiFayNJVDhPsyU0Ue04JWjiQIgiCIqtQLgcH+GLzDtlgszpgOWq22XIBIO3S2Ld3Pl6PmQa4YTAhI01ltYbjzf1\/gjrIgV4IoXOxAJXHB\/niALC4ieH48LwZf6prHvCCRQRAEQRCV8bvA0OurLtjNhAWHB6CSIg2DLQ9qVV1wq5osWy0PCe4uCBZBEARBEFXxu8Co75B1giAIgiBqDgkMgiAIgiDqnDoSGGYUZSxFaeSdaBZaH2KU2nHkvfsw8eC92PBiNwQ49zlg3f4usu58H6WFAlRd7kDixzMRwNfDKNmPRwcsRPJnSzAtUeslb4IgCIIgqqOOBIZFFBjvIF83rl4IDKHgTzz3UiGmre9cJi5ETOk4fcd70L\/4LVJG6ZB7xwgcnX8d2v73KteaGAFtMWuGGsMWbMPt7\/dDCI2MEARBEMQlU0lgCKWrsOebdxHaOgaFZ0\/DZlUisvcyxDUzwHxmMTJ2LEepDXAokhHX+z+IjQqDNecVHPxtA0y5F2AvnoDdu9XQt1yAlM6doLBux4GvX0D0yBWICFDBemoGdu+5Hl2Gj3Ve2NP1WoTuxYGv5kLZoiPsJadQWhSKuP6LER0e6MMtCcj56X9YHzMKz7aocMq0H9mIwvzOSBgUDkcxEDr1Wpyevg7W0qugc2oiJZoPG4Oox5dic14f3BRReSmunBUTETnWhK9yv8CocFIfBEEQBOGNKhYMhyUd5pBFSOueDKVghsOhhWBai4xtvyFq4FpEhupRcPx5HPn1NYTe9CQCmj2EDiOmIHtNf+SnLUNqS2N5Xr5EGXF3PbDZoI4iqOOfRtv4cBTvH4v0vb8jsl9\/H1bgNGP\/d\/tg7DsTYZKThfNH4QhpCcePD2H3xCIk\/dAFigvpsFoFUWCUzRIJa4v+xoP4bl8JbuobVClXffJgzJxpRbKexAVBEARBVEcVgaHUdERUq0RXR67QQakCrBdWo6DoICy\/jMNpcbfDYYJDSIHNLkoIVe06XHfXE5jAUMXDGBHONqANjYFwLNepO6oXGBaczchHcC+jmyipCmj6P47UzQ7otF9WTaoxolWoCZtPl4riKAjSOwvqMgmvv35p90gQBEEQTY2qPhjKACiVVUWDOmwy0kZMh1Y8VFRUhKCgoCrnVEFR9scR7FXP8XA9lrBihijb8DXqqhJagwp2k7VSCkWUKGIKdsGujkXQ1QpYfzwBISwBCiUrU9ljEGwQk8EgppeXSLAWIy\/fjsDwEOjrMJCJUPZHsVHqHraGCVsUja+B4pcygOqXIIimiU+\/vOqw4dAXL0R29hi0jG0GOHJQmH0CAdHtygwYCqi0Yqdeki\/+mBrLO2eFwgitugAmkwUIEFB05iDswuDLdjMudEjuFYNzf56BGa3KnTxVSQMQHPo\/5K7JRuAYHfLf2Qb18NdgCJQ8gtIz2Hk+Ej2TDVVyLdj8GOKHHMLCzJWYlej7Yl3eYB2PczRI3ODGILday006GqipHraGib\/FBdUvQRBNFZ9+fRWGIWjTLxMZO27EHxY2hKFGYMI8tGECw3lGAELTxuHUL+Ox82A4AuKfQZsunaFUJSO2QwekbxqFi2FJ0GoNuPzrVmnQ+uahCLztRxwu7YnOfFKLoS2aL7sHRyfdhD2zBKivmojEt7pUerM0ZWzGr4YB+Ky1fCaMHTmHTkJI6Y8+MXUjLhjsUSjL\/rOOiHVCDmd8lArjD9t2WmKEirdh5znifzW9FtdrqH4JgmjKVBIYCv0IdB43ws1pSuhiZyDt5hnOT1WHSJTQRs9Bl7FzZOk0CEz5L65KcX9xT9dTaHqi\/W3fVOTS4k10b+HD3ZRhaD8ODybdicVb87H4+tCyt0ElNNdOR8rh6R5SFWP74nVImLMY7eT6QsjHtu8uYszLU9CxqnGjRjhjnlTaAWdvwt9snZ2RpLNhe4Syt1+uzZzb9IpbL6H6JQiCcNE4V\/JUReGO1x9E\/s\/ZMCG0Yi0Mb5jO4WTre\/HahPiqD0URjglrN2JCnRTO5U9S7lXipiORdi4C\/yzpoKjvqc9Q\/RIEQTAap8AQ0ScOxcOJNUhgSMTEOTVJcGnYBFf3U279ZiZyoaJTYWZxm6PClM7O4+P4ZaeT6bweQ\/VLEATholxgKBRJHk8ShMwrUpimgMZd56Hw4RyiQUD1SxAE4aLRWjAIgiAIgvAfJDAIgiAIgqhzKgSGMhzKO6dBlRIE4cc3YPvxjNeEbCYJ0Xih+iUIgiBqQ4XAcOTB8cELcKTeA82tHaHYfMbtwpsMn1bxJBosVL8EQRBEbak6RGIuARRqmitHEARBEMQlU1VglOaLr7DNodAqINh8jf9BEARBEARRQVWBcW4b7FnzoH7+aTiW\/xe2rTl+KBZBEARBEA2ZqgIjvCtUSZmwzXsDjgKyYBAEQRAEUXOqCoygKKAoC0IJiQuCIAiCIC6NqgJDUba2cWNAvA+7zQKL1Q6lzgCdinuuCrCVmmC28\/tUQCUe14tPw242oVTme6JQ6WAQD5Lfaz2jxvXrihDisFlhsdic0U0VKjV0Og1UFF2MIAiiTpEJDPFH1tgMsJxwBUhowAiCHVazGTbBFTRbpZRGmLKLnYsSOoMO5X1SWQej0gUgUMfPc8BSaoagUZG4qGdcav0KDrsoLuxOwaFTMiFSCotNDb1GQXVMEARRh1RdaCvWBMe3e1jf2qBh3YVSrYNeYYPZIgk+BVcn41CooVV661TYm64FdoVG7Iio66lvXHr9OiAoVFCyYywsOsUFIQiCuCxUXWjLj4WpU8SeQ60WRYJV7FCUWkmIbCYcxA5I7IRMJRbxNDU0Og3UchO5qLCsNgFqndgZkb6of1xi\/SpE4aGCWaxbGwTBBqsgChG1kqwXBEEQdUy5wGisEVMddgEKlbT7EN92tQYEON+BHbCZS2GxKKHSSX0sWMdlgUPsuLSkLuo1Na1fgZnmxA1mnbKIUkOn10JFVUwQBFHnNO5gZ4IoFASFc3y+UhdU\/rordjwaFWBxOP1a+W7BYYPFpoBGT2+29Zoa1i8EG8xmqyhA9DCIux2WUpgtdhh05GNDEARR1zRqgcHeVlkHpPZohRBcM2YUqkr77FYbBLWusuMgUe+oWf0KEOxWOJhPjcolSJQqpSg+7OIpKtAkEoIgiLqlUQsMNpvAwRz6KnbAYbeXOfmB2clhEd9uldqKDoZ1QlaHElqyXtR\/alS\/irIp2GIaUVComJC02UWVoSVxQRC+IhRjyyM3o88iLd45thJT45kpsBBbXvwnpry6C4XiKcHdxuP9j2ahV7iqmsxKsW3eDNyz5FccOKvH3Zu34P1+wVfiLhoslqyPcFXSfBwxGmFQiL9tEZ0w882XMW9wJKp72oAZ+5YuxV\/X3omJqforUNpGLTDEN1aHQ+xA1JU7ELGDsZjNzjdfhZKZ0HXQqctM7OIbsc1qg0KjJ8fOes8l1K9KC63dDHNJiShCFFCqNNBpaXiEIHxDQMFv7+DJfW2RbKjw2TPtW4p7XirB\/N2\/YnzzEqybPRp3PdUbu\/97FQxe81MjbuhkfDBuGpaPehAXL3PpGwuKoB74\/OinGBnqwLEPp6DLzA9w695HkKarLqVFFBjv4OPwcSQwao\/YgWiYs59sn1oHg9pDTSiU0OgDoLkCpSNqy6XVr1pngKfDBEF4xlG0F8\/OPYA7\/3szlvR9s3y\/+dQB5DbviR7RYneiDME1N7ZD3v2bkGW+Cu29ftfUaNm7N1qaD+ErUvmXgA0lBaVAQBD0StfnrC+fw\/i5a3BGEKsidgAWfvokbk3QoXDHKxg9awMO7byA7GMT0H2BGs1vXoDl8zpVIwJrRyMWGARBEESdIJTgt+efwe6xz2NB\/BEskRzSJ3RB7Kkf8WPWZCQnFeHHz3Yi77wSuWxFZB0ph7pGKNqBO9peC4MpF2dLUzFv0x1IEt+K7ec3YcZ9WzBi3QY83lWFnc\/ehuHTf0C\/1aMQ1eMhrN8xBZ\/374\/3H16GNTcZr0hZSWAQBEEQXin68x08uOk6vL8xGdqSI5WO6VMn4KMXsjBj5FAsVISj543XIinASkOPlwk2RPJx+qcYGWJF5hf\/DwMmLsINuxYg7chWpIcPwIvtApzPvt3NgxH+1hZkmG5BVKB\/aoMEBkEQBOEFG05v\/Q1H0o9gSPKn4qtyCU4XFWHXdZNg\/vF9zGoTgC7TnsfWaexcATmr7keH9e3RXCtZWchajLx8OwLDQ8rM+UStUWiROHwUOt47DxuOmZHm3CngckUSU6lUsFqtUCrdV6DD4YBGU9nBgAQGQRAE4QU12jzwKXIecH0S8tahT6tXceevH7pmkcCC7IwLCE2OhjpnB1547FckT34ILSV9TcHmxxA\/5BAWZq7ErETycqsbHLiw6xfss0ZifLgGAVG90DbvJXyzbzY6dlNh39drkdt+MlobygMyISBUhfyT+bDD6MOsk8qEhobi7NmziI2NdXu8pKQEzZo1q7SPBAZBEARx6Qgm7HjmDkxakQ2bwogeU57BZzOSJc7yduQcOgkhpT\/6xEjFhRl\/PPkPDHslHblFpcCQa\/FNwo34\/q\/n0MtPJv2GAPPBuC2hG\/QsrlJIa9yx+CWMjmVT7wfgzTe34vZRA\/C2XQFN3EC8vvwGRJUbHAJw7cPjgInjkfZWOJJGP4MVT3X22cmzVatW2Lt3r1NEKGRz+5n1IiMjAz169Ki0nwQGQRAE4TOK8CHYUjhEsiMUNy3dgItLPSQQ8rHtu4sY8\/IUdKzUm+nQfcFXyFlw+cra2NAmTsReYaKHo2ok3jofv4l\/7lEiot8cbDs+55KuHRkZiYKCAvz4449o3749IiIiYLfbceHCBRw8eBDJyclo3ry5rEQEQRAEcblQhGPC2o2Y4O9yELUmJSUF4eHhyMrKwu7du5372Ofu3bujRYsWVc4ngUEQBEEQhE9ERUUhJibG6ezJHD\/Zf0+OnyQwCIIgCIKoc9TMOeONN37wdzkIgiAIgqiHZGZmVn+SG\/4\/dQuoIcX1mrcAAAAASUVORK5CYII=\" alt=\"\" width=\"818\" height=\"1129\" name=\"Image4\" align=\"left\" border=\"0\" \/><\/p>\n<p><span style=\"color: #ffffff;\"><b>Basic Test Plan for Converter.c:<\/b><\/span><\/p>\n<p><span style=\"color: #ffffff;\"><b>a) Enter all valid options in order of cases with same test number = o 11 (=dec9); x 11 (=dec17); d 11 (=dec11). <\/b><\/span><\/p>\n<p><span style=\"color: #ffffff;\"><b>b) Check Help: ?\/h\/H<\/b><\/span><\/p>\n<p><span style=\"color: #ffffff;\"><b>c) Check continue function of the switch ignores non option input chars i.e. NOT qoxdh?QOXDH<\/b><\/span><\/p>\n<p><span style=\"color: #ffffff;\"><b>d) Test exit: q,Q, CtrlC<\/b><\/span><\/p>\n<p><span style=\"color: #3333ff;\">$ .\/converter <\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter Conversion and [SPACE] Number: <span style=\"color: #3333ff;\">o 11<\/span><\/span><\/p>\n<p><span style=\"color: #ff0000;\">Result is: 9<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter Conversion and [SPACE] Number: <span style=\"color: #3333ff;\">x 11<\/span><\/span><\/p>\n<p><span style=\"color: #ff0000;\">Result is: 17<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter Conversion and [SPACE] Number: <span style=\"color: #3333ff;\">d 11<\/span><\/span><\/p>\n<p><span style=\"color: #ff0000;\">Result is: 11<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter Conversion and [SPACE] Number: <span style=\"color: #3333ff;\">?<\/span><\/span><\/p>\n<p><span style=\"color: #ff0000;\">Letter Conversion<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> o Octal<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> x Hex<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> d Dec<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> q Quit prog<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> Enter Conversion and [SPACE] Number: <span style=\"color: #3333ff;\">h<\/span><\/span><\/p>\n<p><span style=\"color: #ff0000;\">Letter Conversion<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> o Octal<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> x Hex<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> d Dec<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> q Quit prog<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> Enter Conversion and [SPACE] Number: <span style=\"color: #3333ff;\">q<\/span><\/span><\/p>\n<p><span style=\"color: #3333ff;\"><span style=\"color: #ffffff;\">stevee@AMDA8 ~\/Cprogs\/calc1 $<\/span> .\/converter <\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter Conversion and [SPACE] Number: d dgwdf<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Result is: 0<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter Conversion and [SPACE] Number: s 12<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Type ? or h for help<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter Conversion and [SPACE] Number: w<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Type ? or h for help<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter Conversion and [SPACE] Number: d<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Result is: 0<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter Conversion and [SPACE] Number: j<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Type ? or h for help<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 8-1 : Print a **&amp;&amp;^$$ e.g:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*lines*\/ <\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main()<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"+-------+\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"+-------+\\n\" );<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"+-------+\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"+-------+\\n\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/lines <\/span><\/p>\n<p><span style=\"color: #ff0000;\">+-------+<\/span><\/p>\n<p><span style=\"color: #ff0000;\">+-------+<\/span><\/p>\n<p><span style=\"color: #ff0000;\">+-------+<\/span><\/p>\n<p><span style=\"color: #ff0000;\">+-------+<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 8-2 : The total resistance of n resistors in parallel is: 1\/R=1\/r1 + 1\/r2...<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Suppose we have a network of two resistors with the values 400 and 200.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Then our equation would be: 1\/R=1\/200 + 1\/400<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Substituting in the value of the resistors we get: 1\/R = 1\/(0.005 + 0.0025) = 1\/0.0075 = 133.3...<\/span><\/p>\n<p><span style=\"color: #ffffff;\">So the total resistance of our two-resistor network is 133.3.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Write a program to compute the total resistance for any number of parallel resistors.<\/span><\/p>\n<p><em><span style=\"color: #ff0000;\">\/*parallel resistors.c - a prog to calculate 2 resistors in parallel <\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">\/*that can handle decimal points to 2 places*\/<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">float R1; \/*variable resistor 1 input*\/<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">float R2; \/*variable resistor 2 input*\/<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">char line1[10]; \/*user input 1 values*\/<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">char line2[10]; \/*user input 2 values*\/<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">float result; \/*calculation result*\/<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">int main()<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">{<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">printf(\"Enter R1 value: \");<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">fgets(line1, sizeof(line1), stdin);<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">sscanf(line1, \"%f\", &amp;R1 );<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">printf(\"Enter R2 value: \");<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">fgets(line2, sizeof(line2), stdin);<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">sscanf(line2, \"%f\", &amp;R2 );<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">result = 1\/((1.0 \/ R1) + (1.0 \/ R2));<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">printf(\"The result is %0.2f\\n\", result); \/*float answer needs some dec places to account for 1.3 recurring*\/<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">return (0);<\/span><\/em><br \/>\n<em><span style=\"color: #ff0000;\">}<\/span><\/em><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/resistors<\/span><br \/>\n<strong><span style=\"color: #ff0000;\">Enter R1 value: 400<\/span><\/strong><br \/>\n<strong><span style=\"color: #ff0000;\">Enter R2 value: 200<\/span><\/strong><br \/>\n<strong><span style=\"color: #ff0000;\">The result is 133.33<\/span><\/strong><\/p>\n<p><span style=\"color: #ffffff;\"><i><b>Now it can be amended for function complexity for 2+ inputs...<\/b><\/i><\/span><\/p>\n<p><span style=\"color: #ffffff;\"><i><b>maybe using the prior calc.c code, as infinite input options are required and an IFELSE break, with an invalid input warning.<\/b><\/i><\/span><\/p>\n<p><span style=\"color: #ffffff;\"><i><b>int value;<\/b><\/i><\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*calc.c**\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char line[100];\/* line of data from the input *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int result;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char operator; \/* operator the user specified *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int value;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* the result of the calculations *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* value specified after the operator *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main()<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">result = 0; \/* initialize the result *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* Loop forever (or till we hit the break statement) *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> while (1)<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Result: %d\\n\", result);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Enter + and resistor value: \");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> fgets(line, sizeof(line), stdin);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> sscanf(line, \"%c %d\", &amp;operator, &amp;value);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> if (operator == '+')<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> result += value;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> }<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> else<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Unknown operator %c\\n\", operator);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> }<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> }<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\"><i><b>Working Program:<\/b><\/i><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>\/*parallel resistors.c by steve edwards: calculates summing parallel resistor values<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>including correct first solo series resistor value. The hardest part of the logic was <\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>placing a mechanism for the running current total for the initial resistor value to <\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>give it's correct series value before the further addition of more in parallel that <\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>then inverts and adds the extra values! *\/<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>#include &lt;stdio.h&gt;<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>char line[100]; \/* line of data from the input *\/<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>float Rtot; \/* running total of all added resistor values *\/<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>float value; \/*first entered resistor value*\/<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>char operator; \/* operator the user specified *\/<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>float result; \/* inverse running total of all added resistor values *\/<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>int main()<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>{<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>\/* Loop forever (or til we hit the break statement) *\/<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>while (1)<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>{<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>printf(\"Enter + and resistor value or q to quit: \");<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>fgets(line, sizeof(line), stdin);<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>sscanf(line, \"%c %f\", &amp;operator, &amp;value);<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>printf(\"Resistor value entered: %f\\n\", value);<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>printf(\"Inverse resistor value is: %0.3f\\n\", 1\/value);<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>if (operator == '+')<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>{<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>result = 1.0 \/ value + Rtot;<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>Rtot = 1\/result;<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>printf(\"Total parallel circuit resistance is now: %0.3f\\n \", Rtot);<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>Rtot = 1\/Rtot;<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>}<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>else<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>{<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>printf(\"Unknown operator %c\\n\", operator);<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>}<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>if (operator == 'q' || operator == 'Q')<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>{<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>break;<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>}<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"> <b>}<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>return (0);<\/b><\/span><\/p>\n<p><span style=\"color: #ff0000;\"><b>}<\/b><\/span><\/p>\n<p>&nbsp;<\/p>\n<p><a href=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/uploads\/2016\/06\/parares2.png\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter size-medium wp-image-3112\" src=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/uploads\/2016\/06\/parares2.png\" alt=\"parares2.png\" width=\"760\" height=\"558\" \/><\/a><\/p>\n<p><strong><em><span style=\"color: #ffffff;\">Had to stop printfs repeating after quit break with comments.<\/span><\/em><\/strong><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/parallelresistors<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and resistor value or q to quit: +100<\/span><br \/>\n<span style=\"color: #ff0000;\">Total parallel circuit resistance is now: 100.00 Ohms<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and resistor value or q to quit: +100<\/span><br \/>\n<span style=\"color: #ff0000;\">Total parallel circuit resistance is now: 50.00 Ohms<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and resistor value or q to quit: +50<\/span><br \/>\n<span style=\"color: #ff0000;\">Total parallel circuit resistance is now: 25.00 Ohms<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and resistor value or q to quit: +25<\/span><br \/>\n<span style=\"color: #ff0000;\">Total parallel circuit resistance is now: 12.50 Ohms<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and resistor value or q to quit: q<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 8-3 : Write a program to average n numbers.<\/span><\/p>\n<p><strong><em><span style=\"color: #ffffff;\">I amended the parallel resistors code to write running total and averages. Interestingly, it shows 2 linear sequences for 1+2+3...with the averages increasing by 0.5 each time.<\/span><\/em><\/strong><\/p>\n<p><span style=\"color: #ff0000;\">\/*avgnumbers.c amended from parallelres prog*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><br \/>\n<span style=\"color: #ff0000;\">float avg; \/*average of all input values*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">int counter; \/*number of input loops so number of numbers for avg*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">char line[100]; \/* line of data from the input *\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float Rtot; \/* running total of all added values *\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float value; \/*entered value*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">char operator; \/* operator the user specified *\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float result; \/* running total of all added values *\/<\/span><br \/>\n<span style=\"color: #ff0000;\">int main()<\/span><br \/>\n<span style=\"color: #ff0000;\">{<\/span><br \/>\n<span style=\"color: #ff0000;\">\/* Loop forever (or til we hit the break statement) *\/<\/span><br \/>\n<span style=\"color: #ff0000;\"> counter = 0; \/*initialise counter*\/<\/span><br \/>\n<span style=\"color: #ff0000;\"> Rtot = 0; \/*initialise Rtot*\/<\/span><br \/>\n<span style=\"color: #ff0000;\"> while (1)<\/span><br \/>\n<span style=\"color: #ff0000;\"> {<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"Enter + and number value or q to quit: \");<\/span><br \/>\n<span style=\"color: #ff0000;\"> fgets(line, sizeof(line), stdin);<\/span><br \/>\n<span style=\"color: #ff0000;\"> sscanf(line, \"%c %f\", &amp;operator, &amp;value);<\/span><br \/>\n<span style=\"color: #ff0000;\"> ++counter;\u00a0\/*counts loops, so number of user inputs*\/<\/span><br \/>\n<span style=\"color: #ff0000;\"> if (operator == '+')<\/span><br \/>\n<span style=\"color: #ff0000;\"> {<\/span><br \/>\n<span style=\"color: #ff0000;\"> Rtot = value + Rtot; \/*Rtot is 0 to start*\/<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"Total sum of numbers is now: %0.2f \\n\", Rtot);<\/span><br \/>\n<span style=\"color: #ff0000;\"> avg = Rtot\/counter;<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"Avg of numbers is now: %0.2f \\n\", avg);<\/span><br \/>\n<span style=\"color: #ff0000;\"> }<\/span><br \/>\n<span style=\"color: #ff0000;\"> else if (operator == 'q' || operator == 'Q')<\/span><br \/>\n<span style=\"color: #ff0000;\"> break;<\/span><br \/>\n<span style=\"color: #ff0000;\"> else<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"Unknown operator %c\\n\", operator);<\/span><br \/>\n<span style=\"color: #ff0000;\"> }<\/span><br \/>\n<span style=\"color: #ff0000;\">return (0);<\/span><br \/>\n<span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><a href=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/uploads\/2016\/06\/avgnumbers.png\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter size-medium wp-image-3114\" src=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/uploads\/2016\/06\/avgnumbers.png\" alt=\"avgnumbers.png\" width=\"658\" height=\"649\" \/><\/a><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/avgnumbers<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: +1<\/span><br \/>\n<span style=\"color: #ff0000;\">Total sum of numbers is now: 1.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Avg of numbers is now: 1.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: +2<\/span><br \/>\n<span style=\"color: #ff0000;\">Total sum of numbers is now: 3.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Avg of numbers is now: 1.50 <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: +3<\/span><br \/>\n<span style=\"color: #ff0000;\">Total sum of numbers is now: 6.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Avg of numbers is now: 2.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: +4<\/span><br \/>\n<span style=\"color: #ff0000;\">Total sum of numbers is now: 10.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Avg of numbers is now: 2.50 <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: +5<\/span><br \/>\n<span style=\"color: #ff0000;\">Total sum of numbers is now: 15.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Avg of numbers is now: 3.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: +6<\/span><br \/>\n<span style=\"color: #ff0000;\">Total sum of numbers is now: 21.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Avg of numbers is now: 3.50 <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: +7<\/span><br \/>\n<span style=\"color: #ff0000;\">Total sum of numbers is now: 28.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Avg of numbers is now: 4.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: +8<\/span><br \/>\n<span style=\"color: #ff0000;\">Total sum of numbers is now: 36.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Avg of numbers is now: 4.50 <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: +9<\/span><br \/>\n<span style=\"color: #ff0000;\">Total sum of numbers is now: 45.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Avg of numbers is now: 5.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: +10<\/span><br \/>\n<span style=\"color: #ff0000;\">Total sum of numbers is now: 55.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Avg of numbers is now: 5.50 <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: +11<\/span><br \/>\n<span style=\"color: #ff0000;\">Total sum of numbers is now: 66.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Avg of numbers is now: 6.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter + and number value or q to quit: q<\/span><\/p>\n<p>A simpler program is to edit the total2.c prog to use the loop counter itself, which is quite cool, and use it as the dividend for the total:<\/p>\n<p><a href=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/uploads\/2016\/06\/total_avg.png\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter size-medium wp-image-4775\" src=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/uploads\/2016\/06\/total_avg.png\" alt=\"total_avg.png\" width=\"658\" height=\"369\" \/><\/a><\/p>\n<p><span style=\"color: #0000ff;\">\u00a0.\/total_avg<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter Number 1 of 5 1<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter Number 2 of 5 2<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter Number 3 of 5 3<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter Number 4 of 5 4<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter Number 5 of 5 5<\/span><br \/>\n<span style=\"color: #ff0000;\">The grand total is 15<\/span><br \/>\n<span style=\"color: #ff0000;\">The average is 3<\/span><\/p>\n<p><span style=\"color: #0000ff;\">.\/total_avg<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter Number 1 of 5 2<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter Number 2 of 5 4<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter Number 3 of 5 6<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter Number 4 of 5 8<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter Number 5 of 5 10<\/span><br \/>\n<span style=\"color: #ff0000;\">The grand total is 30<\/span><br \/>\n<span style=\"color: #ff0000;\">The average is 6<\/span><\/p>\n<p>Just have to expand it to a while loop that runs until quit so takes up to n numbers..<\/p>\n<p><span style=\"color: #ffffff;\">Exercise 8-4 : Write a program to print out the multiplication table.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*10 times tables, amended from avgnumbers.c prog*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><br \/>\n<span style=\"color: #ff0000;\">int counter; \/*number of input loops so number of numbers for avg*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">char line[100]; \/* line of data from the input *\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float value; \/*entered value*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float result; \/* result of multiplication *\/<\/span><br \/>\n<span style=\"color: #ff0000;\">int main()<\/span><br \/>\n<span style=\"color: #ff0000;\">{<\/span><br \/>\n<span style=\"color: #ff0000;\"> counter = 0; \/*initialise counter*\/<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"Enter number to timestable x 10: \");<\/span><br \/>\n<span style=\"color: #ff0000;\"> fgets(line, sizeof(line), stdin);<\/span><br \/>\n<span style=\"color: #ff0000;\"> sscanf(line, \"%f\", &amp;value);<\/span><br \/>\n<span style=\"color: #ff0000;\"> while (counter &lt;=10) \/* Loop 10 times *\/<\/span><br \/>\n<span style=\"color: #ff0000;\"> {<\/span><br \/>\n<span style=\"color: #ff0000;\"> result = counter * value;<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"%d X %f is: %0.2f \\n\", counter, value, result );<\/span><br \/>\n<span style=\"color: #ff0000;\"> ++counter; \/*counts loops*\/<\/span><br \/>\n<span style=\"color: #ff0000;\"> }<\/span><br \/>\n<span style=\"color: #ff0000;\">return (0);<\/span><br \/>\n<span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><a href=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/uploads\/2016\/06\/timestables.png\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter size-medium wp-image-3117\" src=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/uploads\/2016\/06\/timestables.png\" alt=\"timestables.png\" width=\"658\" height=\"411\" \/><\/a><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/tables<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter number to timestable x 10: 1<\/span><br \/>\n<span style=\"color: #ff0000;\">0 X 1.000000 is: 0.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">1 X 1.000000 is: 1.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">2 X 1.000000 is: 2.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">3 X 1.000000 is: 3.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">4 X 1.000000 is: 4.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">5 X 1.000000 is: 5.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">6 X 1.000000 is: 6.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">7 X 1.000000 is: 7.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">8 X 1.000000 is: 8.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">9 X 1.000000 is: 9.00 <\/span><br \/>\n<span style=\"color: #ff0000;\">10 X 1.000000 is: 10.00<\/span><br \/>\n<span style=\"color: #0000ff;\">$ .\/tables<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter number to timestable x 10: 1.414213562<br \/>\n0 X 1.414214 is: 0.00<br \/>\n1 X 1.414214 is: 1.41<br \/>\n2 X 1.414214 is: 2.83<br \/>\n3 X 1.414214 is: 4.24<br \/>\n4 X 1.414214 is: 5.66<br \/>\n5 X 1.414214 is: 7.07<br \/>\n6 X 1.414214 is: 8.49<br \/>\n7 X 1.414214 is: 9.90<br \/>\n8 X 1.414214 is: 11.31<br \/>\n9 X 1.414214 is: 12.73<br \/>\n10 X 1.414214 is: 14.14<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 8 -5 : Write a program that reads a character and prints out whether or not it is a vowel or a consonant.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*vowels.c amended from avgnumbers.c prog*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char line[100]; \/* line of data from the input *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char operator; \/* operator the user specified *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main()<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* Loop forever (or til we hit the break statement) *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> while (1)<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> {<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"Enter a lowercase letter, or ! to quit: \");<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> fgets(line, sizeof(line), stdin);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> sscanf(line, \"%c\", &amp;operator);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> if (operator == '!')<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> else if (operator == 'a' || operator == 'e' || operator =='i' || operator == 'o' || operator == 'u')<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"%c is a vowel \\n\", operator);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> else<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> printf(\"%c is a consonant or other char \\n\", operator);<\/span><\/p>\n<p><span style=\"color: #ff0000;\"> }<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/vowels<\/span><br \/>\n<span style=\"color: #ff0000;\">Enter a lowercase letter, or ! to quit: a<\/span><br \/>\n<span style=\"color: #ff0000;\">a is a vowel <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter a lowercase letter, or ! to quit: e<\/span><br \/>\n<span style=\"color: #ff0000;\">e is a vowel <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter a lowercase letter, or ! to quit: i<\/span><br \/>\n<span style=\"color: #ff0000;\">i is a vowel <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter a lowercase letter, or ! to quit: o<\/span><br \/>\n<span style=\"color: #ff0000;\">o is a vowel <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter a lowercase letter, or ! to quit: u<\/span><br \/>\n<span style=\"color: #ff0000;\">u is a vowel <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter a lowercase letter, or ! to quit: q<\/span><br \/>\n<span style=\"color: #ff0000;\">q is a consonant or other char <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter a lowercase letter, or ! to quit: 1<\/span><br \/>\n<span style=\"color: #ff0000;\">1 is a consonant or other char <\/span><br \/>\n<span style=\"color: #ff0000;\">Enter a lowercase letter, or ! to quit: !<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 8-6: Write a program that converts numbers to words. For example, 895 results in \"eight nine five.\"<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 8-7: The number 85 is pronounced \"eighty-five,\" not \"eight five.\" Modify<\/span><\/p>\n<p><span style=\"color: #ffffff;\">the previous program to handle the numbers through 100 so that all numbers come out as we really say them. For example, 13 would be \"thirteen\" and 100 would be \"one hundred.\"<\/span><\/p>\n<p><strong>Exercise 6xx with switch - program to convert metric to Imperial units:<\/strong><\/p>\n<p><span style=\"color: #ff0000;\">\/*units converter for dist, vol or mass*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><br \/>\n<span style=\"color: #ff0000;\">float km; \/*= 1;*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float miles; \/*= 1.60934 * km ;*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float litre; \/*= 1;*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float pints; \/*= (1.75975 \/ litre);*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float kg; \/*= 1;*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float lb; \/* = (2.204622 \/ kg);*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">char line[10]; \/*input value array space *\/<\/span><br \/>\n<span style=\"color: #ff0000;\">char operator; \/* menu operator the user specified *\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float value; \/* input value the user specified *\/<\/span><br \/>\n<span style=\"color: #ff0000;\">float result;<\/span><br \/>\n<span style=\"color: #ff0000;\">int main()<\/span><br \/>\n<span style=\"color: #ff0000;\">{<\/span><br \/>\n<span style=\"color: #ff0000;\">while (1)<\/span><br \/>\n<span style=\"color: #ff0000;\"> {<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"program to convert Imperial units to metric. Enter menu option: \\n\");<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"1: km to miles\\n\");<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"2: litres to pints\\n\");<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"3: kg to pounds\\n\");<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"q: quit\\n\");<\/span><br \/>\n<span style=\"color: #ff0000;\"> fgets(line, sizeof(line), stdin);<\/span><br \/>\n<span style=\"color: #ff0000;\"> sscanf(line, \"%c\", &amp;operator);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">if ((operator == 'q') || (operator == 'Q'))<\/span><br \/>\n<span style=\"color: #ff0000;\"> break;<\/span><br \/>\n<span style=\"color: #ff0000;\"> switch (operator)<\/span><br \/>\n<span style=\"color: #ff0000;\"> {<\/span><br \/>\n<span style=\"color: #ff0000;\"> case '1':<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"1: convert km to miles. Enter km value: \");<\/span><br \/>\n<span style=\"color: #ff0000;\"> fgets(line, sizeof(line), stdin);<\/span><br \/>\n<span style=\"color: #ff0000;\"> sscanf(line, \"%f\", &amp;value);<\/span><br \/>\n<span style=\"color: #ff0000;\"> result = value \/ 1.60934;<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"%f km is %0.3f miles \\n\\n\", value, result);<\/span><br \/>\n<span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">case '2':<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"1: convert litres to pints. Enter litre value: \");<\/span><br \/>\n<span style=\"color: #ff0000;\"> fgets(line, sizeof(line), stdin);<\/span><br \/>\n<span style=\"color: #ff0000;\"> sscanf(line, \"%f\", &amp;value);<\/span><br \/>\n<span style=\"color: #ff0000;\"> result = value * 1.75975;<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"%0.3f litres is %0.3f pints \\n\\n\", value, result);<\/span><br \/>\n<span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">case '3':<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"3: convert kg to pounds. Enter kg value: \");<\/span><br \/>\n<span style=\"color: #ff0000;\"> fgets(line, sizeof(line), stdin);<\/span><br \/>\n<span style=\"color: #ff0000;\"> sscanf(line, \"%f\", &amp;value);<\/span><br \/>\n<span style=\"color: #ff0000;\"> result = value * 2.204622;<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"%0.3f kg is %0.3f pounds \\n\\n\", value, result);<\/span><br \/>\n<span style=\"color: #ff0000;\"> break;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">default:<\/span><br \/>\n<span style=\"color: #ff0000;\"> {<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"Invalid key, try again! %c\\n\\n\", operator);<\/span><br \/>\n<span style=\"color: #ff0000;\"> break;<\/span><br \/>\n<span style=\"color: #ff0000;\"> }<\/span><br \/>\n<span style=\"color: #ff0000;\"> }<\/span><br \/>\n<span style=\"color: #ff0000;\"> }<\/span><br \/>\n<span style=\"color: #ff0000;\">printf(\"\\n\"); \/*tidy cmd line*\/<\/span><br \/>\n<span style=\"color: #ff0000;\">return (0);<\/span><br \/>\n<span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><a href=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/uploads\/2016\/06\/unitconverter.png\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter wp-image-3225\" src=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/uploads\/2016\/06\/unitconverter.png\" alt=\"unitconverter.png\" width=\"675\" height=\"1101\" \/><\/a><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/unitsconverter<\/span><br \/>\n<span style=\"color: #ff0000;\">program to convert Imperial units to metric. Enter menu option: <\/span><br \/>\n<span style=\"color: #ff0000;\">1: km to miles<\/span><br \/>\n<span style=\"color: #ff0000;\">2: litres to pints<\/span><br \/>\n<span style=\"color: #ff0000;\">3: kg to pounds<\/span><br \/>\n<span style=\"color: #ff0000;\">q: quit<\/span><br \/>\n<span style=\"color: #ff0000;\">1<\/span><br \/>\n<span style=\"color: #ff0000;\">1: convert km to miles. Enter km value: 1<\/span><br \/>\n<span style=\"color: #ff0000;\">1.000000 km is 0.621 miles<\/span><\/p>\n<p><span style=\"color: #ff0000;\">program to convert Imperial units to metric. Enter menu option: <\/span><br \/>\n<span style=\"color: #ff0000;\">1: km to miles<\/span><br \/>\n<span style=\"color: #ff0000;\">2: litres to pints<\/span><br \/>\n<span style=\"color: #ff0000;\">3: kg to pounds<\/span><br \/>\n<span style=\"color: #ff0000;\">q: quit<\/span><br \/>\n<span style=\"color: #ff0000;\">2<\/span><br \/>\n<span style=\"color: #ff0000;\">1: convert litres to pints. Enter litre value: 1<\/span><br \/>\n<span style=\"color: #ff0000;\">1.000 litres is 1.760 pints<\/span><\/p>\n<p><span style=\"color: #ff0000;\">program to convert Imperial units to metric. Enter menu option: <\/span><br \/>\n<span style=\"color: #ff0000;\">1: km to miles<\/span><br \/>\n<span style=\"color: #ff0000;\">2: litres to pints<\/span><br \/>\n<span style=\"color: #ff0000;\">3: kg to pounds<\/span><br \/>\n<span style=\"color: #ff0000;\">q: quit<\/span><br \/>\n<span style=\"color: #ff0000;\">3<\/span><br \/>\n<span style=\"color: #ff0000;\">3: convert kg to pounds. Enter kg value: 1<\/span><br \/>\n<span style=\"color: #ff0000;\">1.000 kg is 2.205 pounds<\/span><\/p>\n<p><span style=\"color: #ff0000;\">program to convert Imperial units to metric. Enter menu option: <\/span><br \/>\n<span style=\"color: #ff0000;\">1: km to miles<\/span><br \/>\n<span style=\"color: #ff0000;\">2: litres to pints<\/span><br \/>\n<span style=\"color: #ff0000;\">3: kg to pounds<\/span><br \/>\n<span style=\"color: #ff0000;\">q: quit<\/span><br \/>\n<span style=\"color: #ff0000;\">w<\/span><br \/>\n<span style=\"color: #ff0000;\">Invalid key, try again! w<\/span><\/p>\n<p><span style=\"color: #ff0000;\">program to convert Imperial units to metric. Enter menu option: <\/span><br \/>\n<span style=\"color: #ff0000;\">1: km to miles<\/span><br \/>\n<span style=\"color: #ff0000;\">2: litres to pints<\/span><br \/>\n<span style=\"color: #ff0000;\">3: kg to pounds<\/span><br \/>\n<span style=\"color: #ff0000;\">q: quit<\/span><br \/>\n<span style=\"color: #ff0000;\">q<\/span><\/p>\n<p>** added extra gallon value to switch 2 - useful for bike tanks!<\/p>\n<p><span style=\"color: #ff0000;\">gallons = result\/8;<\/span><br \/>\n<span style=\"color: #ff0000;\"> printf(\"%0.3f litres is %0.3f pints or %0.3f gallons\\n\\n\", value, result, gallons );<\/span><\/p>\n<p>This shows my XJ900 fuel tank off 22 litres about right:<\/p>\n<p>$<span style=\"color: #0000ff;\"> .\/unitsconverter<\/span><br \/>\n<span style=\"color: #ff0000;\">program to convert Imperial units to metric. Enter menu option: <\/span><br \/>\n<span style=\"color: #ff0000;\">1: km to miles<\/span><br \/>\n<span style=\"color: #ff0000;\">2: litres to pints<\/span><br \/>\n<span style=\"color: #ff0000;\">3: kg to pounds<\/span><br \/>\n<span style=\"color: #ff0000;\">q: quit<\/span><br \/>\n<span style=\"color: #ff0000;\">2<\/span><br \/>\n<span style=\"color: #ff0000;\">1: convert litres to pints. Enter litre value: 22<\/span><br \/>\n<span style=\"color: #ff0000;\"><strong>22.000<\/strong> litres is 38.715 pints or <strong>4.839 gallons<\/strong><\/span><\/p>\n<p>Jeez! I weigh in at:<\/p>\n<p>3: convert kg to pounds. Enter kg value: 90<br \/>\n90.000 kg is <span style=\"color: #0000ff;\">198.416 pounds in US measures...fat bastard!<\/span><\/p>\n","protected":false},"excerpt":{"rendered":"<div class=\"pvc_clear\"><\/div>\n<p id=\"pvc_stats_3097\" class=\"pvc_stats all  \" data-element-id=\"3097\" style=\"\"><i class=\"pvc-stats-icon medium\" aria-hidden=\"true\"><svg aria-hidden=\"true\" focusable=\"false\" data-prefix=\"far\" data-icon=\"chart-bar\" role=\"img\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 512 512\" class=\"svg-inline--fa fa-chart-bar fa-w-16 fa-2x\"><path fill=\"currentColor\" d=\"M396.8 352h22.4c6.4 0 12.8-6.4 12.8-12.8V108.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v230.4c0 6.4 6.4 12.8 12.8 12.8zm-192 0h22.4c6.4 0 12.8-6.4 12.8-12.8V140.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v198.4c0 6.4 6.4 12.8 12.8 12.8zm96 0h22.4c6.4 0 12.8-6.4 12.8-12.8V204.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v134.4c0 6.4 6.4 12.8 12.8 12.8zM496 400H48V80c0-8.84-7.16-16-16-16H16C7.16 64 0 71.16 0 80v336c0 17.67 14.33 32 32 32h464c8.84 0 16-7.16 16-16v-16c0-8.84-7.16-16-16-16zm-387.2-48h22.4c6.4 0 12.8-6.4 12.8-12.8v-70.4c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v70.4c0 6.4 6.4 12.8 12.8 12.8z\" class=\"\"><\/path><\/svg><\/i> <img loading=\"lazy\" decoding=\"async\" width=\"16\" height=\"16\" alt=\"Loading\" src=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/plugins\/page-views-count\/ajax-loader-2x.gif\" border=0 \/><\/p>\n<div class=\"pvc_clear\"><\/div>\n<p>Chapter 8 describes additional control statements. Included are while, break, and continue. The switch statement is discussed in detail. while loop example: #include &lt;stdio.h&gt; int total; \/* total of all the numbers *\/ int current; \/* current value from the user *\/ int counter; \/* while loop counter *\/ char line[80]; \/* Line from keyboard <a href=\"https:\/\/stevepedwards.today\/DebianAdmin\/chapter-8-notes-practical-c-programming-3rd-edition-by-steve-oualline\/\" class=\"more-link\">...<span class=\"screen-reader-text\">\u00a0 Chapter 8 Notes Practical C Programming, 3rd Edition By Steve Oualline<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[2],"tags":[],"class_list":["post-3097","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"a3_pvc":{"activated":true,"total_views":3,"today_views":0},"_links":{"self":[{"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/posts\/3097","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/comments?post=3097"}],"version-history":[{"count":0,"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/posts\/3097\/revisions"}],"wp:attachment":[{"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/media?parent=3097"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/categories?post=3097"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/tags?post=3097"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}