Forwarded from Vinnie Sullivan
Would you prefer a booming, capitalist economy like today or would you be prepared to see it fall in place of wholesome homesteads?
Many say the economy matters, but does it? We'd rebuilt easy, especially if the land is finally ours, what do you think?
Many say the economy matters, but does it? We'd rebuilt easy, especially if the land is finally ours, what do you think?
Anonymous Poll
9%
Capitalist Wealth & Housing/Mass Congestion
91%
Wholesome, Traditional Homesteds
Forwarded from TRR In Convo (Podcasts/Clips)
Media is too big
VIEW IN TELEGRAM
Public Penetrationβs Demented Breakdown π€―
Public Annoyance has an emotional episode, packed with love, hate, threats, drama and suspense! with Luke Uncaged & Vinnie Sullivan
Public Annoyance has an emotional episode, packed with love, hate, threats, drama and suspense! with Luke Uncaged & Vinnie Sullivan
Forwarded from π―π½β― πππ½β―ππΆβ―ππ
The question of mathematics Part.1 - Introduction.
A subject that has always remained dear and close, one to which I am most proficient and well versed in, yet rarely discuss in conversation: I am of course referring to mathematics, especially to its most sublime form, pure mathematics. To me and as to other great mathematicians, the subject is but the definition of pure reason, an abstract study that attempts to describe the facets of reality either by conceptualising abstract quantities from empirical finding (Applied) or from rationalised axioms (Pure). As such, mathematics is more then mere counting, and consists of four main topic areas and one Meta-Mathematical area. These being as follows: numbers (arithmetic and number theory), formulas and related structure (geometry and or topology), and quantities and their changes ( Calculus and analysis). With meta-mathematics consisting of Logic and set theory that attempt to solve, prove and deduce the axiomatic and theoretical proofs of mathematics as whole.
As such, the mathematician uses a variety of methods to prove, categorise and periodically stage the steps of the branches. With mathematical proofs serving as the Pure staging of deductive rules from previous axioms, formulas or sequences to further construct wider rules of concerning abstract concepts: example being Eulerβs Identity. While mathematical models serve as the applied staging of theories constructed around empirically backed data used most often in: physics, statistics,economics, finance,psychology and etc. Example: The motion equations that describe the prescribed movement and temporal displacement and distances of a moved object in a plane.
The upcoming parts will continue to explain in thorough detail the structure, problems and questions all relating to this great and bountiful subject
#Thequestionofmathematics
Part.1
A subject that has always remained dear and close, one to which I am most proficient and well versed in, yet rarely discuss in conversation: I am of course referring to mathematics, especially to its most sublime form, pure mathematics. To me and as to other great mathematicians, the subject is but the definition of pure reason, an abstract study that attempts to describe the facets of reality either by conceptualising abstract quantities from empirical finding (Applied) or from rationalised axioms (Pure). As such, mathematics is more then mere counting, and consists of four main topic areas and one Meta-Mathematical area. These being as follows: numbers (arithmetic and number theory), formulas and related structure (geometry and or topology), and quantities and their changes ( Calculus and analysis). With meta-mathematics consisting of Logic and set theory that attempt to solve, prove and deduce the axiomatic and theoretical proofs of mathematics as whole.
As such, the mathematician uses a variety of methods to prove, categorise and periodically stage the steps of the branches. With mathematical proofs serving as the Pure staging of deductive rules from previous axioms, formulas or sequences to further construct wider rules of concerning abstract concepts: example being Eulerβs Identity. While mathematical models serve as the applied staging of theories constructed around empirically backed data used most often in: physics, statistics,economics, finance,psychology and etc. Example: The motion equations that describe the prescribed movement and temporal displacement and distances of a moved object in a plane.
The upcoming parts will continue to explain in thorough detail the structure, problems and questions all relating to this great and bountiful subject
#Thequestionofmathematics
Part.1
Telegram
π―π½β― πππ½β―ππΆβ―ππ
Mathematics
The Art of the Rationale
https://t.me/TheAthenaeumTRR
The Art of the Rationale
https://t.me/TheAthenaeumTRR
π€©1
Apparently people are asking for Tommy Robinson to be returned to Twitter..
I wonder who's behind those bots π₯Έ
I wonder who's behind those bots π₯Έ
Forwarded from UK Street Crime
Forwarded from Northumbria Heritage
Anglo-Saxon swords were not merely death-dealing weapons, βwigena weorΓ°myndβ (βjoy of warriorsβ (Beowulf 1559) but potent symbols of leadership, social status and ancestral lineage. Oaths of fealty and maybe even marriage vows were sworn on the sword, probably to invoke the power of the sword-god Tiw, who protected the sanctity of oaths.
The 10th Century Exeter Book contains numerous Anglo-Saxon Riddles; two of which clearly have a sword as the solution. In her seminal book on the Anglo-Saxon sword, HR Ellis Davidson discusses the sword-riddles in some detail. In light of previous discoveries; particularly that of the Staffordshire Hoard, the Sword Riddles are well worth re-examining.
The 10th Century Exeter Book contains numerous Anglo-Saxon Riddles; two of which clearly have a sword as the solution. In her seminal book on the Anglo-Saxon sword, HR Ellis Davidson discusses the sword-riddles in some detail. In light of previous discoveries; particularly that of the Staffordshire Hoard, the Sword Riddles are well worth re-examining.
β€1π1
Forwarded from UK Street Crime
Is it time to finally ban #fireworks?
Each year gangs terrorise innocents and carve each other up during Halloween. Is it time to ban fireworks and end the risk to the public?
Each year gangs terrorise innocents and carve each other up during Halloween. Is it time to ban fireworks and end the risk to the public?
Anonymous Poll
50%
Yes
50%
No
Forwarded from Ryan L.Damon
Urgent news regarding the brazilian riots: If the protests and the truckers do NOT stop in 72 hours, the army will have legal rights to seize power and take down communism and the supreme court, this is why BOLSONARO has NOT said anything yet, he is stalling
π3
Forwarded from Ryan L.Damon
72 hours and Article 142 will be put on effect
Forwarded from Brazil Updates Archive
Protests have now Intensified again, Rise and shine Revolutionaries! Rise and Shine!
π₯2
Forwarded from Brazil Updates Archive
The more Bolsonaro stalls the better, if he does not give a speech it'll be the ideal outcome for the possibility of a military takeover with Article 142, the eyes of Brazil and the world are fixed on the podium as the fate of the nation could be decided
Forwarded from π―π½π π
πΆπππ½πππ
David Hume: A Treatise of Human Nature
Book 1: Of the understanding
Part 1: of ideas, their origin, composition, connection, abstraction and etc.
Section 1: Of the origin of our ideas
>> Hume conceives reality based of our impressions and ideas.
>> Impressions are the perceptive inferences made by our senses of the reality surrounding us
>> Ideas are the concepts we form based of our immediate impressions e.g Redness from a red apple. They cannot be separated from our impressions.
>> He further divides the distinction into simple and complex
>>Simple impressions always correspond and equivocate and predate our simple ideas. E.g Our idea of red is equal to our impression and is only formed by our impression. Even when non-perceptive e.g in darkness, our ideas still reflect our impressions and can only be made by constituting impressions. Yet are ideas are not immutable as our impressions always change based of changing perceptions.
>> Hence Humeβs first maxim of Human Nature: βThat all our simple ideas in their first appearance are derived from simple impressions, which are correspondent to them, and which they exactly representβ.
>> Complex ideas are the summation of simple ideas: however they do not always relate to our complex impressions e.g New Jerusalem having a pavement of Gold with walls of rubies.
>> #davidhumeweek
Book 1: Of the understanding
Part 1: of ideas, their origin, composition, connection, abstraction and etc.
Section 1: Of the origin of our ideas
>> Hume conceives reality based of our impressions and ideas.
>> Impressions are the perceptive inferences made by our senses of the reality surrounding us
>> Ideas are the concepts we form based of our immediate impressions e.g Redness from a red apple. They cannot be separated from our impressions.
>> He further divides the distinction into simple and complex
>>Simple impressions always correspond and equivocate and predate our simple ideas. E.g Our idea of red is equal to our impression and is only formed by our impression. Even when non-perceptive e.g in darkness, our ideas still reflect our impressions and can only be made by constituting impressions. Yet are ideas are not immutable as our impressions always change based of changing perceptions.
>> Hence Humeβs first maxim of Human Nature: βThat all our simple ideas in their first appearance are derived from simple impressions, which are correspondent to them, and which they exactly representβ.
>> Complex ideas are the summation of simple ideas: however they do not always relate to our complex impressions e.g New Jerusalem having a pavement of Gold with walls of rubies.
>> #davidhumeweek