Cannot restart Mac, Finder issues in El Capitan

Try the following:

/give MaxWelfrice potion 1 16389 {CustomPotionEffects:[{Id:7,Amplifier:1,Duration:0}]}

If you'd like to give a potion to a particular player, simply just enter their username. Instead of a selector and NBT tag with their username in it.

I've found a way to fix this on one our client's Magento 1.9 websites.

In the app/code/community/Webshopapps/Wsacommon/Helper/Shipping.php file, there is a function called getItemInclFreeTotals. We've found that it was breaking on the following line (around line 312 I believe):

self::processItemGroup($itemGroup, $item);

We added a check in to determine if the variable $itemGroup was an array or not. If you add the following lines of codes above the line earlier in the post:

// Applying fix for PHP 7.2
if (!is_array($itemGroup) && empty($itemGroup)) {
    $itemGroup = array();
}

We've been able to load in the relevant shipping rates on our website.

The final code for the whole function:

$freeMethodWeight = $totals->getFreeMethodWeight();

// Applying fix for PHP 7.2
if (!is_array($itemGroup) && empty($itemGroup)) {
    $itemGroup = array();
}

self::processItemGroup($itemGroup, $item);

return true;

a) $T$ is bijective, and $C[0,1]$ is infinite dimensional, so $T$ is not a compact operator.

d) After having showed that $T$ is well-defined, define $S_n(x)(t):=\sum_{j=1}^nx(j^{-1})\frac{t^k}{k!}$. What about the dimension of the rank of $S_n$?

e) The set $\{x_p\colon t\mapsto t^p,p\in\Bbb N\}\subset C[0,1]$ is bounded, and $T(x_p)(t)=e^{t^p}$. The task is to show that no subsequence of $\{T(x_p)\}$ form an equi-continuous set.

f) Arzelà-Ascoli's theorem is useful.