Date: 2026-01-05
| Date | Game | Prediction | Confidence | 1 | X | 2 | Over 1.5 | Over 2.5 | Over 3.5 | Under 1.5 | Under 2.5 | Under 3.5 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 2026-01-05 | Montpellier vs Dunkerque | 1X + Under 2.5 | 40.5% | 40.5% | 29.5% | 27% | 61.3% | 35.7% | 19.2% | 38.7% | 64.3% | 80.8% |
Prediction: 1X + Under 2.5 with confidence 40.5%.
The match may be low-scoring with under 2.5 goals.
Moderate confidence suggests caution when considering this tip.
Expert Tip / Commentary from Online Sources
(function(){var r='1';var ce=30;var sctm=false;var p='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\x3d\x3d';var g='knitsail';var eid='y5NbabODB-b-7_UPooLd8QU';var ss_cgi=false;var sp='';var hashed_query='';var cbs='';var ussv='';var content_bindings=[];var challenge_version=0;(function(){var q=typeof Object.defineProperties=="function"?Object.defineProperty:function(a,b,c){if(a==Array.prototype||a==Object.prototype)return a;a[b]=c.value;return a},t=function(a){a=["object"==typeof globalThis&&globalThis,a,"object"==typeof window&&window,"object"==typeof self&&self,"object"==typeof global&&global];for(var b=0;b<a.length;++b){var c=a[b];if(c&&c.Math==Math)return c}throw Error("a");},w=t(this),x=function(a,b){if(b)a:{var c=w;a=a.split(".");for(var f=0;f<a.length-1;f++){var h=a[f];if(!(h in c))break a;c=c[h]}a=a[a.length-1];f=c[a];b=b(f);b!=f&&b!=null&&q(c,a,{configurable:!0,writable:!0,value:b})}},y=function(a){var b=0;return function(){return b<a.length?{done:!1,value:a[b++]}:{done:!0}}},C=function(a){var b=typeof Symbol!="undefined"&&Symbol.iterator&&a[Symbol.iterator];if(b)return b.call(a);if(typeof a.length=="number")return{next:y(a)};throw Error("b`"+String(a));};x("Promise",function(a){function b(){this.i=null}function c(d){return d instanceof h?d:new h(function(e){e(d)})}if(a)return a;b.prototype.j=function(d){if(this.i==null){this.i=[];var e=this;this.l(function(){e.v()})}this.i.push(d)};var f=w.setTimeout;b.prototype.l=function(d){f(d,0)};b.prototype.v=function(){for(;this.i&&this.i.length;){var d=this.i;this.i=[];for(var e=0;e<d.length;++e){var k=d[e];d[e]=null;try{k()}catch(l){this.A(l)}}}this.i=null};b.prototype.A=function(d){this.l(function(){throw d;})};var h=function(d){this.j=0;this.l=void 0;this.i=[];this.D=!1;var e=this.A();try{d(e.resolve,e.reject)}catch(k){e.reject(k)}};h.prototype.A=function(){function d(l){return function(m){k||(k=!0,l.call(e,m))}}var e=this,k=!1;return{resolve:d(this.J),reject:d(this.v)}};h.prototype.J=function(d){if(d===this)this.v(new TypeError("A Promise cannot resolve to itself"));else if(d instanceof h)this.L(d);else{a:switch(typeof d){case "object":var e=d!=null;break a;case "function":e=!0;break a;default:e=!1}e?this.I(d):this.C(d)}};h.prototype.I=function(d){var e=void 0;try{e=d.then}catch(k){this.v(k);return}typeof e=="function"?this.M(e,d):this.C(d)};h.prototype.v=function(d){this.F(2,d)};h.prototype.C=function(d){this.F(1,d)};h.prototype.F=function(d,e){if(this.j!=0)throw Error("c`"+d+"`"+e+"`"+this.j);this.j=d;this.l=e;this.j===2&&this.K();this.G()};h.prototype.K=function(){var d=this;f(function(){if(d.H()){var e=w.console;typeof e!=="undefined"&&e.error(d.l)}},1)};h.prototype.H=function(){if(this.D)return!1;var d=w.CustomEvent,e=w.Event,k=w.dispatchEvent;if(typeof k==="undefined")return!0;typeof d==="function"?d=new d("unhandledrejection",{cancelable:!0}):typeof e==="function"?d=new e("unhandledrejection",{cancelable:!0}):(d=w.document.createEvent("CustomEvent"),d.initCustomEvent("unhandledrejection",!1,!0,d));d.promise=this;d.reason=this.l;return k(d)};h.prototype.G=function(){if(this.i!=null){for(var d=0;d<this.i.length;++d)v.j(this.i[d]);this.i=null}};var v=new b;h.prototype.L=function(d){var e=this.A();d.B(e.resolve,e.reject)};h.prototype.M=function(d,e){var k=this.A();try{d.call(e,k.resolve,k.reject)}catch(l){k.reject(l)}};h.prototype.then=function(d,e){function k(n,u){return typeof n=="function"?function(z){try{l(n(z))}catch(A){m(A)}}:u}var l,m,B=new h(function(n,u){l=n;m=u});this.B(k(d,l),k(e,m));return B};h.prototype.catch=function(d){return this.then(void 0,d)};h.prototype.B=function(d,e){function k(){switch(l.j){case 1:d(l.l);break;case 2:e(l.l);break;default:throw Error("d`"+l.j);}}var l= this;this.i==null?v.j(k):this.i.push(k);this.D=!0};h.resolve=c;h.reject=function(d){return new h(function(e,k){k(d)})};h.race=function(d){return new h(function(e,k){for(var l=C(d),m=l.next();!m.done;m=l.next())c(m.value).B(e,k)})};h.all=function(d){var e=C(d),k=e.next();return k.done?c([]):new h(function(l,m){function B(z){return function(A){n[z]=A;u--;u==0&&l(n)}}var n=[],u=0;do n.push(void 0),u++,c(k.value).B(B(n.length-1),m),k=e.next();while(!k.done)})};return h}); var D=this||self;function E(){var a,b;return(a=window.performance)==null?void 0:(b=a.getEntriesByType)==null?void 0:b.call(a,"navigation")[0]};function F(){var a;if((a=window.google)==null?0:a.rdn)return E()}function G(){var a,b;return(a=window.performance)==null?void 0:(b=a.navigation)==null?void 0:b.type};var H=google.c.fbts;function I(a,b){google.c.e("load",a,String(b))};var J=window.location;function K(a){return(a=J.search.match(new RegExp("[?&]"+a+"=(\\d+)\\b")))?Number(a[1]):-1} function L(){var a=google.timers.load,b=a.e,c=google.stvsc;c&&(b.ssr=1);c?c=c.isBF:c=(c=F())?c.type==="back_forward"?c.notRestoredReasons===void 0?!0:!!c.notRestoredReasons:!1:G()===2;c&&(b.bb=1);((c=F())?c.type==="reload":G()===1)&&(b.r=1);if(c=E()){var f=c.type;f&&(b.nt=f);f=c.deliveryType;f!=null&&(b.dt=f);f=c.transferSize;f!=null&&(b.ts=f);c=c.nextHopProtocol;c!=null&&(b.nhp=c)}(c=window.navigation)&&(c=c.activation)&&(c=c.navigationType)&&(b.ant=c);b=a.m;if(!b||!b.prs){c=window._csc==="agsa"&& window._cshid;f=!!google.stvsc;b=K("qsubts");f||((f=F())?(f=f.type,f=!f||f==="navigate"):f=!G(),f=!f);f=f||c?0:a.qsubts||b;var h="r";c=a.fbts||K("fbts");c>0&&(f>0||H)&&(a.t.start=Math.max(f,c),h=a.fbts===c?"i":"u");var v=a.t,d=v.start;c={};a.wsrt!==void 0&&(c.wsrt=a.wsrt);if(d)for(var e in v)if(e!=="start"){var k=v[e];c[e]=e==="sgl"?k:e==="prs"?d-k:Math.max(k-d,0)}f>0&&(c.gsasrt=a.t.start-f,e=K("qsd"),e>0&&I("qsd",e),I("ests",(a.qsubts===f?"i":"u")+h),a.qsubts&&a.qsubts!==b&&I("qd",a.qsubts-b));e= a.e;a="/gen_204?s="+google.sn+"&t=sg&atyp=csi&ei="+google.kEI+"&rt=";b="";for(m in c)a+=""+b+m+"."+c[m],b=",";for(var l in e)a+="&"+l+"="+e[l];var m="";D._cshid&&(m+="&cshid="+D._cshid);(l=window.google&&window.google.kOPI||null)&&(m+="&opi="+l);m=a+=m;typeof navigator.sendBeacon==="function"?navigator.sendBeacon(m,""):google.log("","",m)}};var M=function(){var a=location.href;this.i=this.j="";var b=a.indexOf("#");b>0&&(this.j=a.substring(b),a=a.substring(0,b));b=a.indexOf("?");b>0&&(this.i="&"+a.substring(b+1),a=a.substring(0,b));this.l=a},O=function(a,b,c){N(a,b);a.i=a.i+"&"+b+"="+c},N=function(a,b){a.i=a.i.replace(new RegExp("&"+b+"=([^&]+)","g"),"")};M.prototype.toString=function(){return""+this.l+(this.i?"?"+this.i.substring(1):"")+this.j}; var P=function(a){this.i=a};P.prototype.toString=function(){return this.i};var Q=function(a){this.N=a};function R(a){return new Q(function(b){return b.substr(0,a.length+1).toLowerCase()===a+":"})}var aa=[R("data"),R("http"),R("https"),R("mailto"),R("ftp"),new Q(function(a){return/^[^:]*([/?#]|$)/.test(a)})],ba=/^\s*(?!javascript:)(?:[\w+.-]+:|[^:/?#]*(?:[/?#]|$))/i;function ca(a,b){var c=D[g];if(c){b=c.a;var f=[da()];b(p,function(h){return void h(a,f)},!1,void 0,void 0,void 0,void 0,!0)}else b(Error("f"))}function da(){var a={};content_bindings.forEach(function(b){a[b.key]=b.value});return a} function S(){var a;a:{if(window.st&&(a=window.st(location.href)))break a;a=performance&&performance.timing&&performance.timing.navigationStart?performance.timing.navigationStart:void 0}if(a)try{var b;((b=window)==null?0:b.sessionStorage)&&window.sessionStorage.setItem(eid,String(a))}catch(c){}}function T(){var a=eid,b=new M;N(b,"sg_ss");O(b,"sei",a);return b.toString()}function U(a){var b=eid,c=new M;O(c,"sg_ss",encodeURIComponent(a));O(c,"sei",b);V(c.toString())} function ea(a){if(window.prs){W("psrt");sctm&&L();var b=T();window.prs(b,a).catch(function(){U(a)})}else U(a)}function V(a){W("psrt");sctm&&L();window.prs?window.prs(a).catch(function(){X(a)}):X(a)} function X(a){if(window.pr)window.pr(a);else{a:{var b=b===void 0?aa:b;if(a instanceof P)b=a;else{for(var c=0;c<b.length;++c){var f=b[c];if(f instanceof Q&&f.N(a)){b=new P(a);break a}}b=void 0}}a=location;if(b instanceof P)if(b instanceof P)b=b.i;else throw Error("e");else b=ba.test(b)?b:void 0;b!==void 0&&a.replace(b)}}function Y(a){navigator.sendBeacon("/gen_204?cad=sg_b_e&e="+a,"")} function fa(){W("bsst");ca(function(a){W("bset");var b=challenge_version,c=cbs;a=b>0?"B."+b+"."+c+"."+a:a;b=new Date;b.setSeconds(b.getSeconds()+(Number(ce)||300));c="SG_SS="+a;var f=document.cookie.length+c.length;r&&(f<4093&&!ss_cgi&&(document.cookie=c+("; expires="+b.toUTCString())),S(),ss_cgi||document.cookie.indexOf("SG_SS=")<0?U(a):V(T()))},function(a){Y(a);W("bset")})}function W(a){sctm&&google.tick("load",a)};navigator||(D.navigator={});typeof navigator.sendBeacon!=="function"&&(navigator.sendBeacon=function(a){(new Image).src=a});window.onerror=function(a,b,c,f,h){navigator.sendBeacon("/gen_204?emsg="+(h instanceof Error?h.message:a)+"&srcpg=sgs&jsr=1&jsel=3")};W("sst");var Z;window.sgs&&ussv&&sp?(W("ssst"),Z=window.sgs(sp).then(function(a){W("sset");r&&(S(),ea(a));return!0},function(){return!1})):Z=Promise.resolve(!1);Z.then(function(a){a||fa()}).catch(function(a){Y(a)});}).call(this);})();