Message from @johny1846

Discord ID: 647792272406085633


2019-11-23 13:26:01 UTC  

you sure

2019-11-23 13:26:18 UTC  

But that isn’t necessarily the case

2019-11-23 13:26:22 UTC  

That is

2019-11-23 13:26:30 UTC  

Assuming if they are whole numbers

2019-11-23 13:26:50 UTC  

noculation Theory of Resistance to Influence

At the core of inoculation theory (McGuire, 1961a,b) is a biological metaphor. McGuire (1964) suggested that attitudes could be inoculated against persuasive attacks in much the same way that one's immune system can be inoculated against viral attacks. In medical immunization, weakened forms of viruses are injected into the body, and the body then reacts to this injection (e.g., through cell adaptation), protecting the body from future attacks from stronger versions of that virus. McGuire (1964) contended that by exposing individuals to a persuasive message that contains weakened arguments against an established attitude (e.g., a two-sided message, or a message that presents both counterarguments and refutations of those counterarguments), individuals would develop resistance against stronger, future persuasive attacks.

2019-11-23 13:27:00 UTC  

there are a infinite amount of whole positive numbers

2019-11-23 13:27:26 UTC  
2019-11-23 13:27:30 UTC  

For example, an inoculation message designed to discourage teen cigarette smoking (e.g., Pfau et al., 1992) might begin with a warning that peer pressure will strongly challenge their negative attitudes toward smoking, then follow this forewarning with a handful of potential counterarguments they might face from their peers (e.g., “Smoking isn't really bad for you”) followed by refutations of these counterarguments (e.g., “Actually, smoking is harmful in a number of ways…”). This inoculation format can be adapted to a number of issues, so long as (1) the intended attitude or position is already in place with message recipients, and (2) message designers are aware of some counterarguments that might be employed in attack messages in order to provide weakened, or refuted, counterarguments in the inoculation treatment message (see Ivanov, 2012, for more information on message design).

2019-11-23 13:27:48 UTC  
2019-11-23 13:27:51 UTC  

As I said

2019-11-23 13:27:56 UTC  

But

2019-11-23 13:28:02 UTC  

They must in total be 4

2019-11-23 13:29:40 UTC  

@fuguer lol i know i just thought it was funny

2019-11-23 13:29:48 UTC  

<:dab:395562678153904128>

2019-11-23 13:29:58 UTC  

ok boomer is the epics

2019-11-23 13:34:05 UTC  

@BasedChris you have division

2019-11-23 13:34:17 UTC  

4,000,000,000‬/1,000,000,000

2019-11-23 13:34:20 UTC  

=4

2019-11-23 13:35:00 UTC  
2019-11-23 13:35:13 UTC  

so has infinite amount of solutions

2019-11-23 13:35:16 UTC  

Yes

2019-11-23 13:35:23 UTC  

ezpz then

2019-11-23 13:35:26 UTC  

As I stated

2019-11-23 13:36:59 UTC  

chris

2019-11-23 13:37:00 UTC  

vc

2019-11-23 13:37:06 UTC  

you shiddder

2019-11-23 13:38:44 UTC  

there isn't a solution it's a nice puzzle

2019-11-23 13:39:43 UTC  

at least my emulation of the series diverges fast

2019-11-23 13:40:08 UTC  

there is a solution

2019-11-23 13:40:22 UTC  

infinite amount of solutions

2019-11-23 13:40:24 UTC  

infact

2019-11-23 13:40:24 UTC  

Yes

2019-11-23 13:40:25 UTC  

a good boi would formulate a general dismissal

2019-11-23 13:40:54 UTC  

general case computer solve algorthims cant solve it

2019-11-23 13:40:56 UTC  

whole positive numbers? maybe i'm thinking those wrong

2019-11-23 13:41:10 UTC  

1,2,3,4,5,6,7,8,9,10,11

2019-11-23 13:41:12 UTC  

and so on

2019-11-23 13:41:23 UTC  

so what's 1 solution

2019-11-23 13:41:57 UTC  

i cant tell you im in the 5% club

2019-11-23 13:42:00 UTC  

i'm saying logically there isn't one