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And we all know, how difficult it is to remember passwords and PINs in the case of multiple devices that we own. Enter Blumoo just released a cool app called “Secret App” to make life a bit easier.
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Draw a curve using 4 points, and color it 2 different colors when the two points are the same

I have tried researching for this problem, but I just don’t understand how to figure it out. I am hoping someone can explain this to me.
From a given set of points $P_1$, $P_2$, $P_3$, $P_4$ which lie on a line, determine a curve containing all of the points and pass through the points $P_1$ and $P_2$.
The problem then is that I have to color the curve twice, depending on whether the points $P_1$ and $P_2$ are equal, and also color whether the points $P_2$ and $P_3$ are equal.
I will update my problem and clarification once I find a solution to this, and I will post it as an answer if it is useful. Thank you in advance for the help!


In general, the problem is relatively easy if you know how to generate a quadratic Bezier curve. For example, you can generate them with code like this:
x1 = 1; y1 = 1;

I know for sure that the first one is a javascript script but i’m not sure about the rest.


From looking at the data, it looks like the files are the result of an HTTP GET request to the site. The HTTP HEAD request returns the request headers, but the body is empty, and the content-type of the response is http/1.1.
The first of the two is
The second is
You can use a tool like Fiddler to show the headers and the full response.

The present invention relates to a method for treating water such as sewage and industrial waste and drinking water contaminated with metal ions.
In recent years, there is a growing concern that water contaminated with heavy metals is unsuitable for use as drinking water and waste water. For example, according to the report “The Quality of River Water in the Kanto-Koshinetsu Area of Japan,” written by Takahiro Onoe and Yoshiharu Naito (Ankoku Butsuri, No. 52, pp. 35-41), the mercury concentration in river water ranges from 0.10 to 0.23 ppm, the nickel concentration in river water ranges from 0.39 to 0.70 ppm, and the concentration of cadmium ranges from 0.01 to 0.10 ppm. It is also known that heavy metals, such as mercury, nickel and cadmium, exhibit strong toxicity to fish, and are, therefore, not suitable for use as drinking water or waste water.
In order to remove heavy metals in water, water desalination, reverse osmosis, ion exchange, and the like have been proposed, and the application of these water treatment methods has increased. However, these known methods have disadvantages in that they are expensive or result in only a low water recovery, and that the result of purification is unsatisfactory. In addition, it is well known that heavy metals are generally insoluble or almost insoluble in water and tend to precipitate when the pH of the water is adjusted to a low value. Known methods for reducing metal ions include a method in which an aminocarboxylic acid having a high dissociation constant, e.g., EDTA (ethyl