import{E as f,m as h,c as p,l as $}from"./index-hc8lvKav.js";import{b as d}from"./Personne-5GsepHMl.js";import m from"./_TrouverSolutionMathador-GCZV9OCj.js";const Q=!0,E="AMCOpen",x="Translate a succession of operations by an expression",T="3406a",M="5C11-2";function v(){f.call(this),this.titre=x,this.consigne="",this.nbQuestions=4,this.nbCols=1,this.nbColsCorr=1,this.nouvelleVersion=function(){this.listeQuestions=[],this.listeCorrections=[],this.autoCorrection=[];let a,c,s,l,t,o;for(let i=0,e,n,u=0;i<this.nbQuestions&&u<50;){t=m(30,90),s=t[0],l=t[1],c=t[2],a=t[3],o=d(),e=`${o} found a mathador solution for the following drawing $${s[0]}~;~${s[1]}~;~${s[2]}~;~${s[3]}~;~${s[4]}$ and for the target $${l}$, here are its calculations:<br>`;for(let r=0;r<4;r++)e+=`$${c[r]}$<br>`;e+="Write this sequence of operations in a single expression.",n=`The expression corresponding to the calculation of ${o} is:<br>$${h(a)}$ or $${h(t[4])}$.`,p.isAmc&&(this.autoCorrection[i]={enonce:e,propositions:[{texte:n,statut:1,sanscadre:!1,pointilles:!1}]}),this.listeQuestions.indexOf(e)===-1&&(this.listeQuestions.push(e),this.listeCorrections.push(n),i++),u++}$(this)}}export{Q as amcReady,E as amcType,v as default,M as ref,x as titre,T as uuid};
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