(function(){var loadHandler=window['sl_{0A217E47-F0CF-4A62-B019-44734AB270CC}'];loadHandler&&loadHandler(5, '<div id="spr0_ae68569"><div id="spr1_ae68569" class="kern slide"><img id="img6_ae68569" src="data/img16.png" width="1440px" height="810px" alt="" style="left:0px;top:0px;"/></div><div id="spr2_ae68569" class="kern slide"><div id="spr3_ae68569" style="left:-31.185px;top:-95.79px;"><div id="spr4_ae68569"><img id="img0_ae68569" src="data/img0.png" width="500.79" height="500.79" alt=""/></div><div id="spr5_ae68569" style="left:500.79px;"><img id="img1_ae68569" src="data/img0.png" width="500.79" height="500.79" alt=""/></div><div id="spr6_ae68569" style="top:500.79px;"><img id="img2_ae68569" src="data/img0.png" width="500.79" height="500.79" alt=""/></div><div id="spr7_ae68569" style="left:500.79px;top:500.79px;"><img id="img3_ae68569" src="data/img0.png" width="500.79" height="500.79" alt=""/></div><div id="spr8_ae68569" style="left:1001.58px;"><img id="img4_ae68569" src="data/img0.png" width="500.79" height="500.79" alt=""/></div><div id="spr9_ae68569" style="left:1001.58px;top:500.79px;"><img id="img5_ae68569" src="data/img0.png" width="500.79" height="500.79" alt=""/></div></div><div id="spr10_ae68569" style="left:54.26px;top:137.99px;"><div id="svg22_ae68569" style="left:-4.5px;top:-1.697px;"><svg width="1341" height="623" viewBox="-6 -4.5 1341 623"><g fill="none"><g transform="translate(0,1.5)"><path fill="#ffffff" d="M0,0 H1328.48 V610.864 H0 Z" fill-rule="evenodd"/></g><g transform="translate(0,1.5)"><path stroke="#000000" stroke-width="3" stroke-linecap="square" stroke-linejoin="miter" stroke-miterlimit="8" stroke-dasharray="21,12" d="M0,0 H1328.48 V610.864 H0 Z"/></g></g></svg></div><div id="svg23_ae68569" style="left:1.5px;"><svg width="1329" height="616" viewBox="0 0 1329 616"><path fill="none" d="M0,0 h1328.48 v615.167 h-1328.48 Z"/></svg></div></div><div id="spr11_ae68569" style="left:374.715px;top:27.321px;"><div id="svg27_ae68569" style="top:5.634px;"><svg width="684" height="110" viewBox="0 0 684 110"><g fill="none"><g><path fill="#ff9c4c" d="M683.103,0 H0 L30.046,54.669 L0,109.338 H683.103 L653.056,54.669 L683.103,0 Z" fill-rule="evenodd"/></g></g></svg></div><div id="svg28_ae68569" style="left:26.291px;"><svg width="631" height="115" viewBox="0 0 631 115"><path fill="none" d="M0,0 h630.521 v114.971 h-630.521 Z"/></svg></div></div><div id="spr12_ae68569" style="left:129.646px;top:229.555px;"><div style="width:0px;"><span id="txt0_ae68569" class="nokern relpos" dir="auto" style="left:49.112px;top:11.576px;">•</span> <span id="txt1_ae68569" class="relpos" data-width="966.099731" style="left:77.982px;top:7.05px;">Grupurile egale sunt grupuri care au</span></div><div style="width:0px;"><span id="txt2_ae68569" data-width="936.127319" style="left:98.2px;top:88.05px;">același număr de obiecte în fiecare</span></div><div style="width:0px;"><span id="txt3_ae68569" data-width="259.932770" style="left:98.2px;top:169.05px;">dintre ele.</span></div><div style="width:0px;"><span id="txt4_ae68569" class="nokern relpos" dir="auto" style="left:49.112px;top:254.576px;">•</span> <span id="txt5_ae68569" class="relpos" data-width="1049.663940" style="left:77.982px;top:250.05px;">Înmulțirea cu grupuri egale înseamnă a</span></div><div style="width:0px;"><span id="txt6_ae68569" data-width="1064.043823" style="left:98.2px;top:331.05px;">pune toate obiectele împreună pentru a</span></div><div style="width:0px;"><span id="txt7_ae68569" data-width="305.151031" style="left:98.2px;top:403.208px;">găsi totalul.</span></div></div><div id="spr13_ae68569" style="left:490.127px;top:52.017px;"><div style="width:0px;"><span id="txt8_ae68569" data-width="401.512207" style="left:29.185px;top:-1.868px;">DE REȚINUT !</span></div></div></div></div>', '{"s":[]}');})();