What’s Real? metaphysical solipsism asserts that nothing exists externally to this one mind

MMS

Intensity Integrity Intelligence
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Are you saying that we're living in a world of illusion? @MMS
:lupe:
@010101

lazarbearandhippo.jpg


Scientific name -- Ursus magnificus cotnami
Size -- 1400 lbs. Utility belt adds an additional 40 lbs. Monkeys are about 12 lbs. each.
Diet --
mostly in the liquid form

From the dark reaches of Canada comes a superhero dedicated to truth, justice and liquid refreshment. Lazar bear is armed with his deadly lazar (TM) vision and a teleportation belt. He also packs a nasty punch. He is never far from his hordes of wicked monkeys. Lazar Bear has been known to occasionally make demands of the world goverments under threat of painful retribution, but most of the time he's a pretty good guy.

Rumors that his upgrade changes his art to a United States cape are groundless...at least until the Xpack.
55438c3165cb83bc83ddb57bd9a4cccb15080b9a.gifv



Horus spears Set, who appears in the form of a hippopotamus, as Isis looks on
800px-Edfu47.JPG

 
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010101

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@010101

lazarbearandhippo.jpg



55438c3165cb83bc83ddb57bd9a4cccb15080b9a.gifv



Horus spears Set, who appears in the form of a hippopotamus, as Isis looks on
800px-Edfu47.JPG

fever dreams*
 
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MMS

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fever dreams*
Specific aspects of fever dreams can include:

  • Spatial Distortion: Moving walls, objects melting, and spaces changing size were the most common type of dream in one study of fever dreams.
  • Threats or Danger: Study participants reported that their fever dreams contained threats from dogs, insects, terrorists, and stones.
  • Illness: Types of illness in dreams may vary. In one study, sleepers dreamed about illnesses such as respiratory distress, pain, and vertigo

:ehh:
 

010101

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MMS

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most religious texts were written by sick individuals

it's probably why it's hard to make sense of with a sober mind

ha

*
In category theory, an end of a functor
S:{\mathbf  {C}}^{{{\mathrm  {op}}}}\times {\mathbf  {C}}\to {\mathbf  {X}}
is a universal extranatural transformation from an object e of X to S.[1]

More explicitly, this is a pair
(e,\omega )
, where e is an object of X and
\omega :e{\ddot  \to }S
is an extranatural transformation such that for every extranatural transformation
\beta :x{\ddot  \to }S
there exists a unique morphism
h:x\to e
of X with
\beta _{a}=\omega _{a}\circ h
for every object a of C.

By abuse of language the object e is often called the end of the functor S (forgetting
\omega
) and is written

e=\int _{c}^{{}}S(c,c){\text{ or just }}\int _{{\mathbf  {C}}}^{{}}S.


I just took a huge Seshat

See how that makes sense?
 

010101

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In category theory, an end of a functor
S:{\mathbf  {C}}^{{{\mathrm  {op}}}}\times {\mathbf  {C}}\to {\mathbf  {X}}
is a universal extranatural transformation from an object e of X to S.[1]

More explicitly, this is a pair
(e,\omega )
, where e is an object of X and
\omega :e{\ddot  \to }S
is an extranatural transformation such that for every extranatural transformation
\beta :x{\ddot  \to }S
there exists a unique morphism
h:x\to e
of X with
\beta _{a}=\omega _{a}\circ h
for every object a of C.

By abuse of language the object e is often called the end of the functor S (forgetting
\omega
) and is written

e=\int _{c}^{{}}S(c,c){\text{ or just }}\int _{{\mathbf  {C}}}^{{}}S.


I just took a huge Seshat

See how that makes sense?
convolution*
 
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