php update dateformat to mysql
How can I prevent SQL injection in PHP?
Prevent parameter expansion in shell script I often have to do a recursive search in files. Tired of typing the whole "find/grep" combination all the time, I just created a script with the following line:  find . -name $1 -exec grep $2 {} + 2&gt;/dev/null   The idea is that I should be able to run it as, for example:  myfind '*' hello   The problem is, when '*' gets passed into the script, the script is expanding it to each file in the directory.  I tried putting a quote around $1:   find . -name '$1' -exec grep $2 {} + 2&gt;/dev/null   However, this turns $1 into a literal string.  Would appreciate your help in finding the right syntax. Must be something simple that I am missing. Reversing Drop Bars If I need to sit more upright on an old Fuji road bike, can I turn the drop handlebars upright and reversed so that they come up and then point to the rear?  I haven't seen anything on the net from anyone who has done that. How to plot stacked bar plot inside table? I have following code in Latex. Which plots only one data series (data2). I would like to plot staked bar plot inside table for both data1 and data2 with different colours.  Any ideas.?  Many thanks.  \documentclass{article} \usepackage{booktabs} \usepackage{multirow} \usepackage{pgfplotstable} \usepackage{filecontents}  % The data \begin{filecontents}{data.txt} accession,data1,data2 C1,150708.4564,481.0388003 C2,49652.53112,275.2190163 C3,37379.1284,58.85806921 C4,34165.85698,26.06571636 C5,30856.19158,35.96802428 C6,15204.22768,26.71594573 \end{filecontents}   \pgfplotstableread[col sep=comma]{data.txt}\data  \newcommand{\errplot}{% \begin{tikzpicture}[trim axis right] \begin{axis}[y=-\baselineskip,   scale only axis,   width=5cm,   enlarge y limits={abs=0.5},   axis y line*=middle,   ytick=\empty,   axis x line*=bottom,   xbar,   bar width=1.5ex,   xmin=0,   visualization depends on=x \as \rawx,   nodes near coords,   every node near coord/.style={   anchor=east,   shift={(axis direction cs:-\rawx,0)}   }  ] %   \addplot [draw=black, fill=red]  table [x=data2,y expr=\coordindex]{\data}; \end{axis} \end{tikzpicture}% }  \begin{document}  % Get number of rows in datafile  \pgfplotstablegetrowsof{\data} \let\numberofrows=\pgfplotsretval  % Print the table \pgfplotstabletypeset[columns={accession,data1,data2},   % Booktabs rules   every head row/.style={before row=\toprule,after row=\midrule},   every last row/.style={after row=[3ex]\bottomrule},   % Set header name   columns/accession/.style={string type,column type=l,column name=accession},   columns/data1/.style={string type,column type=l,column name=data1},    columns/data2/.style={     column name={Data2},     assign cell content/.code={% use \multirow for Z column:    \ifnum\pgfplotstablerow=0    \pgfkeyssetvalue{/pgfplots/table/@cell content}    {\multirow{\numberofrows}{6.5cm}{\errplot}}%    \else    \pgfkeyssetvalue{/pgfplots/table/@cell content}{}%    \fi   }  }, ]{\data} \end{document} $N(ab) \geq N(a)$ is not necessary for the ring to be euclidean The definition of euclidean ring in my textbook is 1) $N(ab) \geq N(a)$ 2) Euclidean algorithm works. However there is a note that the first condition is not necessary. There is a hint that we can choose a following norm: $N'(a) = \min_{b\sim a} N(b)$. I do not understand why it works. We need to check that euclidean algorithm still works with this norm.   I tried to do the following. If $a \sim b$, then $a = bx, x \in K^*$. Let $N'(a)$ be $N(ax)$. Let us divide $ax$ by $bx$ instead of $b$. We get $ax = bxq + rx$, $N(rx) \leq N(bx)$. Here I am stuck and have no idea how to continue. How can I tell if two Minecraft mods are compatible? If I want to use two mods together, e.g.  and  (which don't state compatibility with one another), how can I tell if they will work together (and not break Minecraft - forcing me to re-download a fresh copy)? How do I disable network manager permanently? I'm using Ubuntu 18.04.1 LTS. I want to disable network manager on an Ubuntu machine, because (1) I don't need it, (2) I prefer having hardcoded configuration, and (3) network manager regularly causes issues by changing the DHCP configuration. I tried to follow :  Stop network manager sudo systemctl stop NetworkManager.service  Disable network manager (permanently) to avoid it restarting after a reboot sudo systemctl disable NetworkManager.service   Despite this, the network manager is back again every time I reboot the machine. How can I make it go away? How much of 32-bit support is dropped in macOS Catalina? macOS Catalina is said to have dropped support for 32-bit apps. It’s not clear how much support is dropped.   Is there any supported way for a 64-bit app to request the kernel to create a 32-bit code segment? Elements order in a "for (… in …)" loop How can I take shallow depth of field photos with a point-and-shoot camera? I have a compact digital camera, and in macro mode I can manage to achieve a blurred background, if the background is far enough away. Can this be done when taking non-macro pictures, and if not, is there a way to simulate it?  When I shoot portraits with my brother's DSLR, it is quite easy to fade out the background. But with my point and shoot camera, I haven't been able to take such photos.   I choose a large aperture for my camera but it still doesn't work. I know that standing further and zooming will result in a smaller depth of field, but it doesn't seem to be enough to get the really nice "bokeh" look. I've tried macro mode, and that will work if the subject is close enough and the background far enough away, but how can it be done with non-macro pictures?   Why are DSLR cameras are so much better in this area? What are the general recommendations to do this using a compact or super-zoom camera? Dropping z dimension programmatically Fighter War Magic, Using Booming Blade / GFB If my Fighter (Eldritch Knight) use War Magic (PHB p. 75) to use the cantrip Booming Blade, will I be able to use my Extra Attack, and bonus action attack, to make 3 attacks at level 7? "All sites" overview should not require scrolling when selecting a site Given a DateTime representing a person's birthday, how do I calculate their age in years? Hi is it possible to exclude traffic from a certain country in google analytics?  If yes, how do I do it? How can I withdraw my paper from a fake conference? Obscure fantasy movie involving flying sea-galleons and a time weapon Been trawling the internet for hours, can't find any trace or reference of this movie. Not really sure what station I saw it on (only once), but it was probably Sci-Fi Channel (mind you, a very long time ago:  Movie opens with flying ships (sailing galleons), that proceed to siege a towering city. The city fires back with its own cannons, and drives the invaders away. The main protagonist is a young boy who longs to be a knight... or this movie's equivalent thereof. He has an older brother who is already recognized as a warrior. The boy lives in the city that successfully repelled this siege.  The king of this city has some sort of wizard or wise-man as a councilor, who conceives an "ultimate weapon" against their enemies- an hourglass of sorts that accelerates time against a target. However, during the course of the movie this weapon is stolen by the city's enemies (led by an evil queen or sorceress), who proceeds to use it against the city itself and all its inhabitants.  So the king sends out his armies to retrieve the artifact, all the while everyone and everything begins aging rapidly. Our boy-hero watches his older brother (now much older) set out with other knights on the quest, and there's a token romance between the boy and the king's daughter. The knights do not return, however, and the time-curse continues to wreak havoc on the city.  Ultimately, the boy (now a man) sets out to find his brother, the hourglass, and save the day. He finds his brother at a wreckage-site (I believe of a flying galleon), and they share a brief moment before the elder brother finally succumbs to old age. I'm sure I'm forgetting some other poignant details, but that's essentially the crux of it. Ends... if I remember correctly, with  the artifact being disabled and the evil queen/sorceress defeated.  Question is: what is this movie titled? A proof using Yoneda lemma For $f$ Riemann integrable prove $\lim_{n\to\infty} \int_0^1x^nf(x)dx=0.$ Suppose $f$ is a Riemann integrable function on $[0,1]$. Prove that $\lim_{n\to\infty} \int_0^1x^nf(x)dx=0.$   This is what I am thinking: Fix $n$. Then by Jensen's Inequality we have $$0\leq\left(\int_0^1x^nf(x)dx\right)^2 \leq \left(\int_0^1x^{2n}dx\right)\left(\int_0^1f^2(x)dx\right)=\left(\frac{1}{2n+1}\right)\left(\int_0^1f^2(x)dx\right).$$Thus, if $n\to\infty$ then $$0\leq \lim_{n\to \infty}\left(\int_0^1x^nf(x)dx\right)^2 \leq 0$$ and hence we get what we want. How correct (or incorrect) is this? What causes yogurt in sauces to split? How to prevent it? A lot of my favorite curry recipes have a yogurt based sauce in them, but on a pretty regular basis when I make them, the yogurt ends up splitting into basically curds and whey. What causes that, and how can I prevent it?  As an illustrative example, last night I made a simple tofu curry as follows:   warm evoo in a pan add chopped onion, saute briefly add curry seasonings, allow to warm/season the oil add cubed tofu, toss to coat cook for a while, tossing periodically to lightly brown the cubes turn heat off add plain greek yogurt stir to combine   In the few minutes it took to finish the rest of the meal and start plating, the yogurt had separated so I had a clumpy, lumpy, yogurt soup instead of a smooth creamy sauce. The Cartesian product of a finite number of countable sets is countable The Cartesian product of a family $(A_i\mid i\in I)$ is defined as $$\prod\limits_{i\in I}A_i=\{f:I\to\bigcup A_i\mid f(i)\in A_i\}$$ Let $I_n=\{i \in \mathbb N \mid i \le n\}$ for $n\in \Bbb N$ and $A_i$ be countable for all $i\in I_n$. Then $\prod\limits_{i\in I_n}A_i$ is countable.   My attempt: Lemma 1: $(\prod\limits_{i\in I_n}A_i) \times A_{n+1}$ and $\prod\limits_{i\in I_{n+1}}A_i$ are equinumerous for all $n \in \mathbb N$. (I presented a proof ) Lemma 2: If $A$ and $B$ are countable, then $A \times B$ is countable. (I presented a proof ) I will prove the theorem by induction on $n$. The theorem is trivially true for $n=0$. Assume that the theorem is true for $n=k$, then $\prod\limits_{i\in I_k}A_i$ is countable. Since $\prod\limits_{i\in I_k}A_i$ is countable (by inductive hypothesis) and $A_{k+1}$ is countable, then by Lemma 2 $(\prod\limits_{i\in I_n}A_i) \times A_{n+1}$ is countable. Furthermore, by Lemma 1 $(\prod\limits_{i\in I_k}A_i) \times A_{k+1}$ and $\prod\limits_{i\in I_{k+1}}A_i$ are equinumerous, then $\prod\limits_{i\in I_{k+1}}A_i$ is countable too. Thus the theorem is true for $n=k+1$. This completes the proof.   Does this proof look fine or contain gaps? Do you have suggestions? Many thanks for your dedicated help!