@_microbe101🔒🛡🔐 @_microbe101@social.privacytools.io

@OCRbot #blackfriday

Am 1.12.2019 erscheint „Dann haben die halt meine Daten. Na und?!“. Zur Feier des Tages gibt es am 1.12. um 18:00 Uhr einen Live-#Podcast mit @meet_judith und mir. Dafür suchen wir Eure Fragen und die besten Geschichten rund um #DigitaleSelbstverteidigung, #Datenschutz und #InternetSicherheit. Die drei besten Fragen und Stories werden mit je einem Exemplar des Buches belohnt! #indieauthor #naunddasbuch #Launchday

I'm seriously considering getting rid of phone contracts/sim card. Preaching about privacy but using the cell network on a daily basis feels hypocritical.

To begin with, I turned off mobile data on my phone for the last 7 days. There's still plenty of stuff to do while traveling offline like consuming RSS, podcasts, videocasts, ebooks, ... I'm missing looking things up online thou. Offline messaging actually feels way less stressful to me.

#disconnect

@zeccano

NOTE: for those who cant read the below equations (they aren't rendered) you can follow this link to see: http://mathb.in/38381

Here you go a full derivation from the math equations you started with to the one I provided you several times...

axioms (given by you, agreed by physicist):

\[E = {m}_{rel} \cdot {C}^{2}\]

\[{E}^{2} = {p}^{2} \cdot {C}^{2} + {{m}_{rest}}^{2} \cdot {C}^{4}\]

De Broglie's Equation for the momentum of a photon:

\[p = \frac{h}{\lambda}\]

Formula to convert wavelength \(\lambda\) into a frequency:

\[\lambda = \frac{C}{f}\]

Simplify given axioms:

\[{({m}_{rel} \cdot {C}^{2})}^{2} = {p}^{2} \cdot {C}^{2} + {0}^{2} \cdot {C}^{4}\]

\[{{m}_{rel}}^{2} \cdot {C}^{4} = {p}^{2} \cdot {C}^{2}\]

\[{{m}_{rel}}^{2} = \frac{{p}^{2} \cdot {C}^{2}}{{C}^{4}}\]

\[{{m}_{rel}}^{2} = \frac{{p}^{2}}{{C}^{2}}\]

\[{m}_{rel} = \sqrt{\frac{{p}^{2}}{{C}^{2}}}\]

then use de broglie's equation for the momentum...

\[{m}_{rel} = \sqrt{\frac{{(\frac{h}{\lambda})}^{2}}{{C}^{2}}}\]

\[{m}_{rel} = \sqrt{\frac{\frac{{h}^{2}}{{\lambda}^{2}}}{{C}^{2}}}\]

\[{m}_{rel} = \sqrt{\frac{{h}^{2}}{{C}^{2} \cdot {\lambda}^{2}}}\]

Now convert wavelength to frequency...

\[{m}_{rel} = \sqrt{\frac{{h}^{2}}{{C}^{2} \cdot {(\frac{C}{f})}^{2}}}\]

\[{m}_{rel} = \sqrt{\frac{{h}^{2}}{{C}^{2} \cdot \frac{C^2}{f^2}}}\]

\[{m}_{rel} = \sqrt{\frac{{h}^{2}}{\frac{C^4}{f^2}}}\]

\[{m}_{rel} = \sqrt{{h}^{2} \cdot \frac{f^2}{C^4}}\]

\[{m}_{rel} = \sqrt{\frac{{h}^{2} \cdot f^2}{C^4}}\]

and bam you arrive at the equation for the relativistic mass of a photon.

\[{m}_{rel} = \frac{h \cdot f}{c^2} \]

#physics #relativity #einstein #math #maths #mathematics

@CCoinTradingIdeas

RT @_w0bb1t_@twitter.com

🚨 Take Action to save .org and prosecute those who sold out the internet. @doctorow@twitter.com #SaveORG

👉🏻 https://drewdevault.com/2019/11/29/dotorg.html

🐦🔗: https://twitter.com/_w0bb1t_/status/1200676077212962816

„In der Falle: Julian #Assange zwischen Politik und Justiz”

Ein ausgezeichnet recherchierter, couragierter Dokumentarfilm über den Kampf Assanges für eine rechtsstaatliche Behandlung.

Verfügbar bis 31.03.2020.
https://www1.wdr.de/mediathek/av/video-in-der-falle-julian-assange-zwischen-politik-und-justiz-100.html
#Pressefreiheit #whistleblower #WikiLeaks /c

Linux und die Unterschiede zu Windows kennenlernen? Etwas Theorie und dann viel Praxis: Workshop „Umstieg von Windows auf Linux“ am 5. Dezember um 19 Uhr im Chaotikum, Lübeck https://chaotikum.org/blog/2019/11/27/linuxworkshop/

instead of the ⭐ Favourite option, activitypub would need
✔️ ACK
⭐ Favourite
❤️ Like
Yay
🔖 Bookmark (this saves into a private list, and you can add tags!)

L'anonymat en ligne : les données anonymisées peuvent être reconstituées à l'aide de l'apprentissage automatique selon les résultats d'une étude

https://www.developpez.com/actu/280714/L-anonymat-en-ligne-les-donnees-anonymisees-peuvent-etre-reconstituees-a-l-aide-de-l-apprentissage-automatique-selon-les-resultats-d-une-etude/

#Anonymat #Anonymisation #DonnéesPersonnelles #ViePrivée

Wenn ihr crosspostet, dann erstellt den Beitrag doch in #Mastodon und den #Crosspost in #Twitter. Wir brauchen hier keine Werbung für Twitter, aber Mastodon könnte Werbung auf Twitter gebrauchen.

Hey @internetsociety@twitter.com, we love your work, however you really need to rethink this sale of the .org registry to a VC.
---
RT @accessnow@twitter.com
.@in@internetsociety@twitter.comtends to sell the control of the .ORG domain registry for an undisclosed amount to a for-profit private equity firm. We call on @ICANN and Internet Society to halt that sale and #SaveDotOrg. https://www.accessnow.org/access-now-calls-on-icann-and-inte…
https://twitter.com/accessnow/status/1199684185478316033