When Did “Annexation” Become a Bad Word?
Or are alt-media comment sections just an assortment of snowflakes?
As early as 1836, Texans had voted for annexation by the United States, but the proposition was rejected by the Andrew Jackson and Martin Van Buren administrations. Annexation was approved by the Texas and U.S. congresses in 1845, and the transfer of authority from the republic to the state of Texas took place in 1846.
Americans freely referred to the incorporation of Texas as “annexation”. They didn’t seem to think it had a negative connotation. It was simply a technical term.
Yet repost an article in the alt-media on Russia’s incorporation of Crimea that styles it an “annexation” and you can be guaranteed major butthurt in the comment section over this one word. As someone who produced RI from late 2014 I can vouch for that.
This raises the question are alt-media commenters a bunch of crybaby snowflakes? Why get your panties up in a bunch over a word? Even if you suspect the author meant “annexation” in a negative way you simply don’t need to read it like that for yourself. Why allow others to redefine a neutral technical term for you as something bad? If tomorrow the word “black” is proclaimed a bad word will you conform and never utter that word again? Or will you refuse to have your mind insulted in such a way?
Also, where do you get the energy to still get outraged and butthurt? Do you live in a cocoon? We are surrounded by nasty, warped propaganda that offends every sensibility. Have you not yet learned to calmly read pieces that include such nonsense in quantities great or small and just take from them the parts that nonetheless have some good information, insight, or prose?
What enchanted cloud do you live on that you still manifest such rage and butthurt? I would love to live in your safe space where you are apparently so rarely subjected to propaganda points that you still haven’t been desensitized. Where do I sign up?
Breathtaking stupidity here. Crimea wasn’t annexed. Annexation is a seizure of property. Crimea voted in a referendum to return to Russia after its government was overthrown. When the U.S. does something, it doesn’t mean it’s alright to copy it. Marko Marjanović is super dumb.
Then, Kosovo was ennexed too?
Marjanovic writes mostly anti Russian articles if you look back. He knows full well it was a referendum voted on by the population.
No. That is exactly what happened.
Annexation is simply adding on to something bigger:
https://www.merriam-webster.com/dictionary/annexation
“the act of annexing something or the state of being annexed : the addition of an area or region to a country, state, etc.”
Texas also voted to join the U.S.A. Then it was annexed. The other 55% of Mexico did not have a vote to be annexed into the U.S.A. Of course this was before the UN. ( Based in the Second declared Capitol of the U.S.A., New York City).
https://www.ourdocuments.gov/doc.php?flash=false&doc=26&page=transcript
http://thetexasrepublic.com/history-of-this-republic/1845-annexation-agreement/
Crimea was part of the Ukraine SSR from 1954, and Ukraine proper from 1991-2014. Don’t blame Marko that the USSR was “stupid” to give a Russian speaking region to the Ukraine SSR, and then not take hold of it before granting independence in 1991. The same could be said for Military assets in Ukraine.
In modern times, in “International Law” , the borders of UN member is supposed to be assured, in practice that is not the case, like with Kosovo, East Timor, the USA’s recognition of the Golan Heights, etc. Please note many of the International treaties on Human Rights, Nuclear Non Proliferation, ( etc.) do not apply to states that have not ratified it, including the U.S.A. and others…so all “International Law” is not equal nor always binding.
TO ANSWER MARKO’S QUESTION:
“The Security Council, beginning with Resolution 242 in November 1967, has expressly affirmed the inadmissibility of the acquisition of territory by war or force on eight occasions, most recently in 2016.”
https://www.ohchr.org/EN/NewsEvents/Pages/DisplayNews.aspx?NewsID=24716
Annexation became a “dirty word” starting with the United Nations Charter.
https://www.un.org/en/about-us/un-charter/chapter-1
“All Members shall refrain in their international relations from the threat or use of force against the territorial integrity or political independence of any state, or in any other manner inconsistent with the Purposes of the United Nations.”
The good news as far as Russia is concerned is almost all power is vested in the Security council, which Russia is on. The security council determines if any violation of the UN charter has transpired:
” Article 39The Security Council shall determine the existence of any threat to the peace, breach of the peace, or act of aggression and shall make recommendations, or decide what measures shall be taken in accordance with Articles 41 and 42, to maintain or restore international peace and security.”
https://www.un.org/en/about-us/un-charter/chapter-7
There is much debate on Crimea’s vote to Re-Join Russia after at least 13 years inside a recognized UN member. Is it valid under “International Law”? Especially as it was under Russian occupation at the time…I guess they need to refer back to article 39 of the charter…
https://ericposner.com/would-russias-annexation-of-crimea-violate-international-law/
Although the Crimea re-established the Crimea ASSR in 1990 (autonomy), it did not declare independence, nor did it attempt to unite with Post Soviet Russia in 1991. On 11 March 2014 Crimea did declare Independence from the Ukraine…and as we know later voted to Re-Unite with Russia. But with both actions ( independence and Referendum) were under the wing of Russia. With Russian troops present, some question the validity of both Independence and annexation.
Others question the annexation of Crimea as Russia’s violation of of the Budapest Memorandum ( …what is even more interesting is the U.S.A. has claimed the memorandum is not legally binding in regards to Belarus in 2013…
https://web.archive.org/web/20140419030507/http://minsk.usembassy.gov/budapest_memorandum.html
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
WOW…my apologies on the mess above, not sure what happened to 1/2 of my comment.