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React: what are the supported versions of the Office user interface for spfx 1.1.0

There are many threads and answers regarding this question. But there is no "good" answer.

I am currently working in a SPA for Sharepoint 2016 OnPrem. I scaled my project with Yeoman Generator version 1.8 or something like that. So my SPFx version is in version 1.1.0. because that is the highest version that supports OnPrem SP2016. But unfortunately it did not install Fabric UI by itself (only the Core package for the local Workbench function)

Then I did the following steps:

  • I made the solution for the internal microsoft gulp bilder to use TypeScript 2.4.2 (Solution for SPFx TypeScript version)
  • I found someone saying that only "office-ui-fabric-react": "2.34.2" will work for my SPFx version, so I installed that.

Working with that combination put me in really old versions. I also found an old error in the Fabric user interface (a Chrome problem with drag and drop), so I looked for a solution to update the Fabric user interface.

Now I have it pumped to:

{
  "name": "timeplan",
  "version": "0.0.1",
  "private": true,
  "main": "lib/index.js",
  "engines": {
    "node": ">=0.10.0"
  },
  "scripts": {
    "build": "gulp bundle",
    "clean": "gulp clean",
    "test": "gulp test",
    "preversion": "node ./tools/pre-version.js",
    "postversion": "gulp dist"
  },
  "dependencies": {
    "@microsoft/sp-core-library": "~1.1.0",
    "@microsoft/sp-lodash-subset": "~1.1.0",
    "@microsoft/sp-office-ui-fabric-core": "~1.4.0-0",
    "@microsoft/sp-webpart-base": "~1.1.0",
    "@pnp/common": "^1.3.6",
    "@pnp/logging": "^1.3.6",
    "@pnp/odata": "^1.3.6",
    "@pnp/pnpjs": "^1.3.5",
    "@pnp/sp": "^1.3.6",
    "@types/es6-promise": "0.0.33",
    "@types/react": "^16.9.12",
    "@types/webpack-env": "1.13.1",
    "office-ui-fabric-react": "5.135.3",
    "react": "15.4.2",
    "react-dom": "15.4.2",
    "react-router-dom": "^5.1.2"
  },
  "resolutions": {
    "@types/react": "15.0.29"
  },
  "devDependencies": {
    "@microsoft/sp-build-web": "~1.1.0",
    "@microsoft/sp-module-interfaces": "~1.1.0",
    "@microsoft/sp-webpart-workbench": "~1.1.0",
    "@types/chai": "3.4.34",
    "@types/mocha": "2.2.38",
    "ajv": "~5.2.2",
    "gulp": "~3.9.1",
    "gulp-sequence": "1.0.0",
    "typescript": "^2.4.2"
  }
}

My swallowing task accumulates and even serves. But sometimes I have strange type mismatches. So does anyone know the golden rule for versions for SPFx + Fabric Ui + React + Typecript?

linux – RHEL cannot be installed – ucsi_acpi USBC000: 00: PPM init failed (-110)

I am trying to install Redhat 8.1 Linux OS from the bootable USB to my HP Omen 17 personal laptop for the purpose of learning. During installation, I still receive an error such as "ucsi_acpi USBC000: 00: PPM init failed (-110)" and I cannot proceed to install the operating system. But the same boot image is being installed in Oracle VirtualBox 6.0.14. Running Virutalbox is slowing down my laptop, so I try to start dual Windows 10 and RHEL 8. I even tried a different version of RHEL 7.7, the error message remains the same. Can you guide me how to solve this error and install RHEL? The details listed below and attached the error message snippet for reference. Did I forget to provide additional information? Let me know Thank you very much for your time in advance.

From Google Search below is what I could find, that is, the message is informative and harmless. But I can't install the operating system.
Some research leads to this:
https://www.intel.com/content/dam/www/p … i-spec.pdf
UCSI = "Type C USB connector system software interface"
PPM = "Platform Policy Manager. Hardware / firmware that manages all USB Type-C connectors on the platform".
Since there is no USB-C in H2, the UCSI PPM is expected to fail. The UEFI is mistakenly claiming its present through an ACPI table entry. Therefore, we can conclude that the message is "informative" and harmless.

I even tried to disable my ACPI UCSI device through Device Manager, but the same error follows.

Laptop details for reference:

Microsoft Windows 10 Home operating system name

Version 10.0.18362 Build 18362

HP system manufacturer

HP Laptop PC OMEN system model

Type of x64-based PC system

Intel (R) Core (TM) i7-8750H CPU @ 2.20GHz, 2208 MHz, 6 Core (s), 12 Logic Processor (s)

BIOS Version / Date AMI F.08, 9/11/2018

SMBIOS Version 3.2

Built-in driver version 68.21

UEFI BIOS mode

BaseBoard Manufacturer HP

Safe boot status disabled

PCR7 configuration link not possible

Boot Device Device Hard Disk Volume1

Physical memory installed (RAM) 8.00 GB

Total physical memory 7.81 GB

Available physical memory 4.33 GB

Total virtual memory 10.8 GB

Virtual memory available 5.82 GB

Page file space 3.00 GB

Page File C: pagefile.sys

Virtualization-based security Not enabled

Error_Screenshot

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Homepage

The euro continues to approach the 1.10 mark – Debates and help

The governor of the European Central Bank, Nott, and others unexpectedly issued hawkish comments in opposition to President-elect Lagarde. Knott said: There is no need to restart QE at this time because there is no liquidity in the Eurozone. The comments echoed the ECB's outgoing statement, Nowotny, who said yesterday that the European Central Bank has gone too far in the past to try to meet market expectations, and that sometimes it should be prepared to disappoint the market .
That is, do not allow the market to expect to influence your own monetary policy decisions.

MT4 EURUSD EUR / USD
The pair continued to fall under the pressure of the 1 hour MA120 level.
Today, the Asian market was in the first operations, and the price fell below 1.1063, where the central axis of Pivot was located, and updated the weekly minimum to around 1.1040. Investors should pay attention today that the price is close to the lower support line (as shown in the white line in the figure). Before the K line is formed, the disadvantage cannot be determined. Investors are advised to wait for the price to fall below the 1.1035 support and to use the MT4 operation to consider short-term shorts.

MT4 NZDUSD NZD / USD
Commodity currencies continued the downward trend, with the New Zealand dollar trending weak. The New Zealand dollar against the US dollar continued to fall with the downward movement of the 30-hour moving average and fell below the 0.63 mark, setting a new low since October 2015. On the day of the day, it is expected that the Downtrend continues further, with an initial support of 0.6294 below, and can watch 0.6277 after the break.

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Python π = 1 + (1/2) + (1/3) + (1/4) – (1/5) + (1/6) + (1/7) + (1/8) + (1 / 9) – (1/10) … 1748 Euler

I wrote this code to show that my reddit post is correct https://www.reddit.com/r/mathematics/comments/cihfeu/this_euler_series_for_π_is_beautiful_and/?utm_source=share&utm_medium=web2x

"After the first two terms, the signs are determined as follows: if the denominator is a cousin of the form 4m – 1, the sign is positive; if the denominator is a cousin of the form 4m + 1, the sign is negative ; For composite numbers, the sign is equal to the product of the signs of its factors.

Basically, it is the harmonic series minus non-Gaussian prime reciprocals and reciprocals whose factors are an odd multiple of non-Gaussian cousins, who beautifully embody quadratic reciprocity. https://en.m.wikipedia.org/wiki/Quadratic_reciprocity "

This is a very, very inefficient way of calculating Pi. However, I think it is the most beautiful. Which is difficult to sell, because Pi's algorithms are practically the most harmonious things.

This formula for Pi is my favorite because it clearly shows how a circle relates to the harmonic series, and how that series relates to the prime number theorem and quadratic reciprocity.
I love all the algorithms for Pi, this is because of his & # 39; vision & # 39; which provides when relating Pi, prime and quadratic numbers.

import decimal
iters = int(input('Number of Iterations: '))
D = decimal.Decimal
decimal.getcontext().prec = 100
def prime_factors(n):
    i = 2
    factors = ()
    while i * i <= n:
        if n % i:
            i += 1
        else:
            n //= i
            factors.append(i)
    if n > 1:
        factors.append(n)
    return factors
s = D(0)
for x in range(1, iters):
    clist = (int(i) for i in prime_factors(x))
    plist = (n for n in clist if n%4==1)
    if len(plist)%2!=0:
        s-=1/D(x)
    else:
        s += 1/D(x)
    print(s)