## How to override complete core module of bundle product

Bundle Product Price is Not updating on product page – near to add to cart button. When selecting from options. I am using custom theme. can we override complete core module of bundle product???

## Magento 2 Add Custom fields to Bundle Product add options

want to do this

I have followed similar (Magento 2 add new custom option text field) topic but it’s about custom options for simple products. Somebody in commets say’s that he achieved this for bundle following this link. But It didn’t work for me.

Here I what i have:

di.xml file in my module

<?xml version="1.0"?> <config xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:noNamespaceSchemaLocation="urn:magento:framework:ObjectManager/etc/config.xsd"> <plugin name="bachus_bundlecontextpros_custom_option" type="Bachus\BundleContextPros\Plugin\Bundle\Ui\DataProvider\Product\Form\Modifier\BundleCustomOptions" sortOrder="1"/> </type>  </config> 

and my BundleCustomOptions class

namespace Bachus\BundleContextPros\Plugin\Bundle\Ui\DataProvider\Product\Form\Modifier;

class BundleCustomOptions {

public function afterModifyMeta(     \Magento\Bundle\Ui\DataProvider\Product\Form\Modifier\BundleCustomOptions $subject,$  meta     ) {         $meta['custom_options']['children']['options']['children']['record']['children']['container_option']['children']['container_common']['children']['custom_text'] =$  this->getTitleFieldConfig(             200,             [                 'arguments' => [                     'data' => [                         'config' => [                             'label' => __('Custom Text'),                             'component' => 'Magento_Catalog/component/static-type-input',                             'valueUpdate' => 'input',                             'imports' => [                                 'optionId' => '${$  .provider }:${$  .parentScope }.option_id'                             ]                         ],                     ],                 ],             ]             );         return $meta; } /** * Get config for "Title" fields * * @param int$  sortOrder  * @param array $options * @return array */ protected function getTitleFieldConfig($  sortOrder, array $options = []) { return array_replace_recursive( [ 'arguments' => [ 'data' => [ 'config' => [ 'label' => __('Custom Text'), 'componentType' => \Magento\Ui\Component\Form\Field::NAME, 'formElement' => \Magento\Ui\Component\Form\Element\Input::NAME, 'dataScope' => 'custom_text', 'dataType' => \Magento\Ui\Component\Form\Element\DataType\Text::NAME, 'sortOrder' =>$  sortOrder,                         'validation' => [                             'required-entry' => false                         ],                     ],                 ],             ],         ],         \$  options         ); } 

}

Update: Now I am able to view the custom field in bunlde options by modyfing Magento\Bundle\Ui\DataProvider\Product\Form\Modifier\BundlePanel.php

adding just after requierd

'bundle_template' => [                'arguments' => [                 'data' => [                     'config' => [                         'dataType' => Form\Element\DataType\Text::NAME,                         'formElement' => Form\Element\Input::NAME,                         'componentType' => Form\Field::NAME,                         'description' => __('bundle template'),                         'dataScope' => 'bundle_template',                         'label' => 'bundle template',                         'sortOrder' => 40,                     ],                 ],             ],         ], 

UPDATE I am able to save the value in data base but not see in admin

I just simply crated colum with exact name that my new custom field has in table catalog_product_bundle_option but it didn’t work.

I would appreciate any help. Thanks

## php code or mysql query to ‘bundle’ 2 attributes into 1

I would like to know if it’s possible to update a text attribute by appending the content of another text attribute. i.e. For all my products, I would like that the new content of attribute1 becomes the content of attribute1 + the content of attribute2. I already know the attribute_id values (obviously) from the eav_attribute table. I know that the attributes are stored in the catalog_product_entity_text table. Thank you for your help 🙂

## how to get the bundle product prices in the Magento 2 for specific customer group?

how to get the bundle product prices (Maximum & Minimum) in the Magento 2 for customer group and tax as well? I tried various functions in the Magento’s default code but did not get the exact output with functions.

## Difference in encrypting a sparse bundle for Time Machine before or after mounting the drive?

I created a sparse bundle to use as my Time Machine back up

hdiutil create -size 800g -encryption -type SPARSEBUNDLE -fs "HFS+J" -volname TimeMachineEncrypted TimeMachineEncrypted.sparsebundle  

When I mount the drive I need to use my passphrase to decrypt it. Once mounted I examine the drive in Disk Utility and see that it is not encrypted.

What’s the difference in encrypting the image bundle and the mounted drive? Is one better than the other performance, security, and automation wise?

## [GET] 454MB Envato DropShipping Graphics bundle for Facebook/IG/Twitter/Pinterest

SALES PAGE: https://elements.envato.com/dropshipping-graphics-bundle-ZQ2G3F

DOWNLOAD: https://speed4up.net/sai6jjxqjivi.html

VT LINK: Scan locally, file too big for Virus Total. (454 MB)

Disclaimer: This software is not cracked by mine and not belongs to me, it's just a sharing purpose so if MOD has objection then i will remove this post.

## Orientable surface bundle

Why every orientable surface bundle can be made into a symplectic fibration? Is it correct ?

If $$M$$ be a connected and compact 4-manifold, How about this case?

## Integrability of certain distribution associated to a connection form on the total space of principal bundle

Let $$P\to M$$ be a $$G$$-principal bundle where $$P,M$$ are smooth manifolds and $$G$$ is a Lie group with Lie algebra $$\mathfrak{g}$$ whose center is denoted by $$C(\mathfrak{g})$$.

Let $$\omega$$ be the connection form of a connection for our principal bundle.

We define a distribution on total space $$P$$ as follows: $$\{v\in T_xP\mid \omega(v)\in C(\mathfrak{g}),\quad x\in P\}$$

This defines a $$G$$-invariant distribution on $$P$$.

Under what algebraic conditions on $$\omega$$, this is an integrable distribution? What is a precise example of a foliation which can be generated in this way and the lie algebra $$\mathfrak{g}$$ is not commutative? Is there an example of this situation such that we have a leaf with non trivial holonomy?

As a second question, is there a geometric interpretation for the following algebraic condition:$$(\omega \wedge d\omega)(X,Y,Z)\in C(\mathfrak{g}),\quad \forall X,Y,Z\in T_x P,\quad x\in P$$