Error syntax error, & # 39; $ result & # 39; unexpected (T_VARIABLE)

enter description of image hereHello, I hope you can help me by clicking on the connection I get this error Error syntax error, & # 39; $ result & # 39; unexpected (T_VARIABLE)
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magento2 – Get getTotalsAction result data

I have tried to update the basket using JS and the summary container is updating correctly. But I want to update the quantity of the item. So basically i added a custom button in checkout/cart page. When this button is clicked, I add a product to the cart. Now this product is fixed and the amount added per click is fixed. Now everything is working fine, including the summary container. But I want to update the Quantity field in the form container. But I don't know how to do this.

I discovered that getTotalsAction contains the total I want but I don't know how to get this result. I'm thinking of going through the result to update the value of the quantity. How can I do this?

Note: I do not wish to refresh the page.

Here is my code

), function ($, getTotalsAction, cartCache, totalsProcessor, quote, customerData) {
'use strict';

 $.widget('mage.poundToCart', {
     _create: function () {          
    processAddCart: function(form) {
        formData = new FormData(form(0));
            url: form.attr('action'),
            data: formData,
            type: 'post',
            dataType: 'json',
            cache: false,
            contentType: false,
            processData: false,
            success: function (res) {  
              var deferred = $.Deferred();
              getTotalsAction((), deferred); // <--- I want to retrieve this value
              return false;

How can I do this?

I have tried this link but this does not apply in my situation as there is no validation response that I get. So, I just want to refresh the cart form page like the picture below

enter description of image here

So basically I want to update the quantity field since adding the product is done via Ajax

magento2 – Result of the action of the administration menu of Magento 2 Invalid security key or form. Please refresh the page. on click

Forgive me for my question. Still new with magento 2.

So I managed to add a new admin menu. But the problem is that every time I click on the admin menu button, I receive an invalid security or form key. Please refresh the page.

Here are some of my codes.

This is my menu.xml


And here are my directories.

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dnd 5th – When using the Augury spell, how good or bad must the course result be to warrant a Weal / Woe response?

My players are considering using Augury to decide whether to enter a dungeon, and I'm trying to decide what the outcome of the spell should be.

I can see that some extremes should be obvious: for example, if the dungeon contains four ancient dragons that will wipe them out, that’s Woe. If the dungeon contains a platinum stack and no danger, it's Weal.
But what if it is a "typical" dungeon with monsters and traps but also a treasure? Does this count as Weal, Woe, Weal and Woe, or neither? And if, again, as is often the case, there is first a danger before there is a treasure? What happens if there is a difficult puzzle that could make them leave after having suffered damage but before finding a treasure?

If it makes a difference, what I think it could be, I would like them to explore this dungeon, and I think they have the skills to survive there and find the treasure. I've seen people suggest that Augury is really a way for PCs to communicate with the DM, and if it is, I would be tempted to say Weal, as code for “ yes , please, do it & # 39; & # 39 ;. But I don't want them to feel betrayed when they are injured (non-lethally).

As noted in the comments, Augury only covers events for the next 30 minutes. I would be interested in answers for the following two situations:

1) It is a very short dungeon which can be cleaned in less than thirty minutes; or

2) Players only ask if they should enter the first room in the dungeon – I think that exacerbates the problem as it is even less clear whether it will be good or bad.

real analysis – The inverse of a Poincaré result on regular limit points

Let $ V $ be a delimited open set $ mathbb {R} ^ n $ with $ n> $ 1. According to a well-known result due to Poincaré, if $ x $ is a point in the border $ partial V $ and there is a ball $ B $ such as $ x in partial B $ and $ B cap V = emptyset $, then $ x $ is a regular point for the Dirichlet problem.

Is there a reciprocal for this result? More generally, on what condition (s) can we say that if $ x in partial V $, there is a ball $ B $ such as $ x in partial B $ and
$ B cap V = emptyset $?

maximum result – Forex Training

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how to make sure that vulnerability management doesn't result in reduced security compromised

Take your example Node.js. You are using a version of with a known vulnerability. Therefore, you have two options:

  1. Stay on the version you know is vulnerable
  2. Upgrade to a version that may to be vulnerable.

The only correct choice is # 2. Is it possible that you are upgrading to a version that also has vulnerabilities? Absolutely! In fact, this is probably the case, since there is rarely any software without bugs.

However, the potential presence of unknown vulnerabilities is a misstep here. When you know there is a vulnerability (especially when the vulnerability is known to the public), it is important to correct it. Obviously, you don't want to release a half-baked patch, but staying on a known vulnerable version just because you're afraid the upgrade will have its own vulnerabilities is definitely a bad idea.

angular6 – Get the result of subscribing to an observable http, before the rest of the code. Angular 6

I'm doing angular development work, it turns out that I need to initialize certain variables with the results of a subscription, but that gets the result when the rest is already executed. How can I make the code wait until the subscriber receives the response from the server?

    .pipe(finalize(() => {
      this.isLoading = false;
      data => {
        this.solicitudArrendamiento = data(0);

        this.fecha_caducidad = new Date(this.solicitudArrendamiento.fecha_caducidad);
        if (this.solicitudArrendamiento.dias_registro_solicitud > 30 || this.fecha_caducidad < new Date()) {
          this.modalSaCaducada = true;
        } else {
          if (data.length === 0) {
            this.modalErrorConsultaCodigoForm = true;
          } else {
            this.router.navigate(('solicitudes_arrendamiento/actualizar_solicitud' + this.solicitudArrendamiento.tipo_solicitante),
                queryParams: {
                  tipo_persona: this.solicitudArrendamiento.tipo_persona,
                  valor_canon: this.solicitudArrendamiento.Valor_Canon
      error => {
        this.modalDataConsultadaNoExiste = true;
        log.error(`Consulta SA get error: ${error.message}`);

Service with the function that requests the server

retomarSolicitudArrendamiento(codigo_formulario: string, nro_identificacion: string): Observable {
    return this.httpClient.get(`${routes.base}get/${codigo_formulario}/${nro_identificacion}/`);

Thanks for the help you can give me.

Link the result without content in copyscape using wordpress

I have a problem in my wordpress site that when i try to add a new page and publish it even without content when i check it in copyscape, it has a duplicate result. The result is here is the resulting link. I don't know how to delete or where the code resides. No matter which pages I add or on my previous page, they always arrive in the results in copyscape. This gives me a problem for my pages. Thanks for your advices.

algorithms – If I have an STD and add an edge to create a cycle, will removing the heaviest edge from that cycle result in an STD?

Let's say I have an STD, $ T $. I take an edge not in it $ T $ and change its weight, and add it to $ T $ to create a cycle. Will removing the heaviest edge from this cycle cause an STD?

MST stands for minimum tree covering a graph. I came across these two posts:

and I'm both up just in case $ w_ {old}> w $ and $ e notin T $. They both say that removing the heaviest edge will guarantee an STD, but I don't see how to prove it. The cycle property simply indicates that IF you have an STD, it cannot have an edge which is the heaviest edge of a cycle of the original graph $ G $; this does NOT mean that IF you have a tree which does not contain an edge which happens to be the heaviest edge of a cycle in the original graph $ G $, you are an STD.

To make the question more explicit in relation to the problem she was trying to solve, I will copy part of the first link:

If its weight has been reduced, add it to the original STD. This will create a cycle. Scan the cycle, looking for the heaviest edge (this could select the original edge again). Remove this edge.

I don't understand why this guarantees that we find an STD. Sure, we get a spanning tree, but why does removing this heavier edge result in a MINIMUM spanning tree?