How do I remove horizontal GridLines from the Kendo Bar / Column chart?

I want to remove horizontal gridlines from the background of the chart. I can successfully remove vertical gridlines.
Below is an example of my current map code.

majorGridLines: {visible: false} hides grid lines for Y-axes.
If I use the same code to hide xAxes gridlines, it will not disappear.



Trigonometry – What angle do the wall make with the horizontal?

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Plotting – A strange straight horizontal line appears in the graphic

b1 = {1.8743, 1.8784, 1.88248, 1.89049, 1.89828, 1.90587, 1.91327,
1.96335, 2.03035, 2.12536, 2.23701, 2.30098, 2.34255, 2.37175,
2.3934, 2.42334, 2.44307, 2.48725, 2.51208, 2.5173, 2.52799
2.53164, 2.53348, 2.53533, 2.53625, 2.53745, 2.53793, 2.53894
2.53909, 2.53543}
b2 = {4.69367, 4.69699, 4.70034, 4.70701, 4.71363, 4.72021, 4.72675
4.77457, 4.84965, 4.98446, 5.20483, 5.37646, 5.51306, 5.62373,
5.71474, 5.85448, 5.9557, 6.20643, 6.35701, 6.38884, 6.45382
6.47579, 6.48682, 6.49788, 6.50342, 6.51055, 6.5134, 6.51939,
6,52013, 6,52016};
b3 = {7.85466, 7.85573, 7.8568, 7.85896, 7.86111, 7.86327, 7.86542
7.88165, 7.90884, 7.96374, 8.07494, 8.1869, 8.29843, 8.40858
8.5166, 8.72433, 8.91931, 9.69739, 10.484, 10.6298, 10.8023,
10.8332, 10.8456, 10.8564, 10.8613, 10.8672, 10.8694, 10.8739,
10,8743, 10,8743};
b4 = {10.9954, 10.9955, 10.9955, 10.9955, 10.9956, 10.9957, 10.9957
10.9961, 10.9969, 10.9984, 11.0014, 11.0047, 11.0081, 11.0116,
11.0154, 11.0235, 11.0324, 11.0955, 11.3746, 11.5723, 12.2776,
12.5831, 12.7365, 12.8841, 12.9543, 13.0401, 13.0729, 13.1386,
13.1457, 13.1457};
ks1 = {0.01, 1st, 2nd, 4th, 6th, 8th, 10th, 25th, 50th, 100th, 200th, 300th
400, 500, 600, 800, 1000, 2000, 4000, 5000, 10000, 15000,
20000, 30,000, 40,000, 70,000, 100,000, 1 * 10 ^ 6, 1 * 10 ^ 8, 1 * 10 ^ 12}

s1 = normal[
   ListLogLinearPlot[Transpose[{ks1, b1}], Joined -> True, Mesh -> 12,
MeshFunctions -> {"ArcLength"}, MeshStyle -> Black,
PlotStyle -> {Black, Thick[0.01]}, AxesStyle -> Black]]/.
Point[pt_] :> Inset[Style["[SixPointedStar]", 60], pt]s2 = normal[
   ListLogLinearPlot[Transpose[{ks1, b2}], Joined -> True, Mesh -> 12,
MeshFunctions -> {"ArcLength"}, MeshStyle -> Black,
PlotStyle -> {Black, Thick[0.01]}, AxesStyle -> Black]]/.
Point[pt_] :> Inset[Style["[EmptySquare]", 60], pt]s3 = normal[
   ListLogLinearPlot[Transpose[{ks1, b3}], Joined -> True, Mesh -> 12,
MeshFunctions -> {"ArcLength"}, MeshStyle -> Black,
PlotStyle -> {Black, Thick[0.01]}, AxesStyle -> Black]]/.
Point[pt_] :> Inset[Style["[EmptyUpTriangle]", 60], pt]s4 = normal[
   ListLogLinearPlot[Transpose[{ks1, b4}], Joined -> True, Mesh -> 12,
MeshFunctions -> {"ArcLength"}, MeshStyle -> Black,
PlotStyle -> {Black, Thick[0.01]}, AxesStyle -> Black]]/.
Point[pt_] :> Inset[Style["[EmptyCircle]", 60], pt]fig = show[s1, s2, s3, s4, Frame -> {{True, False}, {True, False}}, 
  PlotRange -> Automatic, 
  FrameLabel -> {"!(*SubscriptBox[(K), (1)] "", "[Beta]"},
LabelStyle -> {FontFamily -> "Arial", 40, GrayLevel[0]}]fig = style[fig, GraphicsBoxOptions -> {ImageSize -> 1000}]

I have a bunch of data and I recorded that data separately. I put all the plots together with the Show function, but I notice that in my last plot (near y = 2), a strange horizon line appears, from which I come nowhere. I do not know where she comes from. In all plot plots, this straight line does not appear, but in my last plot it is seemingly. How can you overcome this and what is the reason?

ag.algebraic geometry – what is the formula for a uniform horizontal distance of blocks?

I have been struggling with this problem for some time, any help would be very grateful.

Depending on the total width of the window, I would like to clean up blocks appealingly. For example, if I have a width of 370 units and I want 4 blocks to be the same size, they are evenly distributed, being 8 sums larger than the spaces.

Visual (where each character is a unit and the window width is the sum of all units)

0 #### 0 #### 0 #### 0 #### 0 or 0 ## 0 ## 0 ## 0 ## 0

0 = Spacer

#### block

The visual shows that every block #### 4x is a wider field 0, Is there a formula that allows me to work with any window length?

These are the known variables that I will have each time:

  • L = length of the window
  • N = number of blocks
  • W = how much wider the blocks are to the rooms

So far, I've come up with this formula that may work, but I'm not 100% sure how to use it to search for X (or if I'm doing the right thing).

L = (N + 1) (X) + (N) ((W) (X))

An example works:

370 = (4 + 1) (X) + (4) ((8) (X))

370 = 5X + (4) (8X)

370 = 5X + 32X

370 = 37X

10 = X

This calculates that each segment consists of 10 units and the blocks consist of 80 units. This fits well in the width of 370.

Since I use this in the code, it needs to be rearranged where X = formula and not the L = (N + 1) (X) + (N) ((W) (X)),

Any help would be appreciated.

Many Thanks

What is the Mac keyboard key with an ⌅ symbol of an upward arrow pointing to a horizontal line?

It is called projectivewith Unicode U + 2305and it represents Enter that is different than Carriage return, represented by a ↩.

Although they work the same way most of the time, there is a difference between Enter and Carriage return, While EnterIn most cases, a GUI object will be executed with its default function Carriage return should put the position of the user at the beginning of the text line.

Just do it fn+return should trigger it.

On the short Keyboards can be found either the name or the symbol,

Enter the image description hereEnter the image description here

Ease of Use – Can Horizontal Scrolling Be Used in Mobile View?

Why not? With so little context, it's hard to know.

Do not use horizontal scrolling to navigate a page, as this is more time-consuming than scrolling vertically.

But for a page navigation or part of the page, you can use this option to make room for the smallest viewports.

Really you should revise your question if you want to get more insights.

sharepoint online – What options are available to optimize the horizontal space in our modern pages

We have a classic online team site where we've added a new modern page, and we've set the modern page as the homepage of the site. something like this

Enter the image description here

At the moment, however, we wereted 2 horizontal surfaces (I've highlighted them with red arrows in my picture above):

  1. the area in which the logo and site title are rendered.

  2. the homepage banner image (contains the desert image).

So are there approaches (built-in or with coding) that we can use to minimize the height of these two components, or at least one of them?

Horizontal scaling of a microservice containing a database


  • Your web front-ends should store data: they should be trivial.
  • Use a data store made scale horizontally (otherwise you will get to know shards)
  • Take advantage of the fact that "microservices" already Distribute load

First, your web front-ends should not really be stateful. You should not keep anything that you can not afford to lose anytime, All data should live in a dedicated database cluster. You should be able to throw a web front end in the trash or add a new one without affecting a user's sessions or data. scaling The should be "trivial".

That is, scale a service Database horizontal requires a kind of shards. If you choose to use document storage, shard-level horizontal scaling is typically a nested feature that you just need to configure. (Or it's a detail that you can completely ignore when using a scalable database hosting service like DynamoDB.)

Basically, sharding requires that you specify a field that determines how data is split across nodes. That could be one user identificationwhich is translated into a number. For example, which database node stores a particular user record depends on this ID and a hash algorithm.

A really basic example might be a module of a random, integer user ID. You take user_id% number_of_servers to determine where the record should be stored / retrieved.

With a nosql database, many details have settled for you – you just hit the cluster and find out what to do.

There can be more complex strategies if you need ACID-like compliance.

That is, one of the benefits of a MicroService is the deferral of this scalability problem. That's because yours user Database is different from yours product catalog and assignments Databases, etc., each of these databases can already be located on different hosts: The traffic is already distributed.

Unless you lead a really massive and unprofitable Service, you can probably postpone the remaining scalability work until you have the budget to address them!