#euler’s constant xfohv
Explore tagged Tumblr posts
Text
chibirrationals
#dom’s art tag#2024 art tag#xfohv#x finds out his value#pi xfohv#square root 2 xfohv#tau xfohv#euler’s constant xfohv#algebralien
193 notes
·
View notes
Text
i keep starting drawings and not finishing them so heres doodle assortment
square root two is my favorite irrational btw
also twelve... i wonder if they'll actually appear in any of the shorts rather than just being there in the credits
also...
I never post about other object shows bc paranoia and anxiety but I see alien. i must draw. also theyre weird and i love it. Ok. hi clock
#xfohv#bfdi#osc#battle for dream island#x finds out his value#its time for the#itft#xfohv pi#xfohv square root of two#xfohv eulers constant#xfohv tau#itft clock#xfohv twelve#do yall fw butch clock#pi is old in my head#and gay#cant forget that#art
359 notes
·
View notes
Text
Magma :p
#my art#algebralien#bfdi#xfohv#algebraliens#square root of 2 bfb#square root of 2 xfohv#square root of 2#pi bfdi#pi xfohv#pi bfb#one tpot#one xfohv#one bfdi#one bfb#catbreadd#catbreaddart#catbread#eulers constant bfdi#eulers constant xfohv#object oc
184 notes
·
View notes
Text
some stuffff guh
#idk how to tag this#bfb#pi bfb#pi bfdi#pi tpot#pi xfohv#battle for bfdi#battle for dream island#bfdi#tpot#xfohv#battle for bfb#x finds out his value#the power of two#√2 xfohv#√2 bfdi#√2 tpot#√2 bfb#euler's constant bfdi#e bfdi#e bfb#e tpot#e xfohv#the pie day massacre#osc#osc art#artists on tumblr
162 notes
·
View notes
Text
I think I have 7 more to go...👽 I kinda had fun with these. Like... figuring out what features they have.
Other four pa rts
@legendling @ch0cocrave @millylostintheosc @cemetaryvampire uhhh. hi tabs.. uhmmm .am I missing someone?
#half-asleep doodles#osc#object shows#xfohv#xfohv pi#xfohv square root of two#Xfohv euler's constant#xfohv tau#The thing they are are mentioned in the image
149 notes
·
View notes
Text
101 notes
·
View notes
Note
This is kind of an OOC question, but do letter Algebraliens exist? Or is it only numbers?
Nono this isnt unrelated at all, and I am so very glad you asked this!!
Within taxonomic classification of Algebraliens, if we categorize each "value" as an individual species, then there are, on a broader scope, different families of them as well!
Strap in, it's time for another long one! Let's learn about...
Algebralien Taxonomic Families!
First off, we have the integers, AKA the numbers we know and love the most!
Mathematically, an integer is any number that is NOT a fraction! They can be positive or negative, but they must always be whole. Due to this quality, their family is the most stable in terms of mathematical operations, and do not have the ability to become any value that isn't whole.
Next up, we have variables, such as our buddy X, who I have invited to talk a bit about some of the other variables he knew!
Oh uh ooooookay ! Yes, i am an X, and that means that I am not from here........ nope! I lived on a playground very very far away with all my other variable friends like Y and Z, before I met Four and we went on a journey together!! Four showed me where he lives... which is here! and I like it here!!!! I do miss my variable friends sooometimes but I do visit them every decade or so !!.!
It's a common misconception that variables "need" to know their value, but in the world of mathematics, variables can be assigned to pretty much any possible value, which is useful when solving equations! Because of this property, variable algebraliens can be "set" to any number when placed in an equation that can be solved with no unknown values remaining. They can then be placed into other operations to be used as a substitute until the variable decides to let go of the value they are holding!
I think it's a little poetic, y'know? You go so long thinking you need to be defined by something, when really, you can truly be whatever value you want to be !!
A very rare category of algebraliens are the irrationals!
Akin to odd combinations of variables and integers, these algebraliens often have a symbolic structure but always equal one distinct value!
Mathematically, they are essentially variables made up of numbers that do not divide into integers that are used so often in the math world that they are distinctly given one symbol to represent them... This raises some-- strange implications to the inventors of these values but I try not to think about it too hard--
Since these algebraliens have values that are set in stone, the only operation that has effect on them is multiplication by zero! Since they are irrational in nature and are not whole numbers, they also cannot change the value of an integer, either!
For the rest of these, I'm gonna keep my explanation a bit briefer since this is where my knowledge runs the most thin--
Symbols: Algebraliens that have no value and can hold no value, but resemble mathematical symbols and can be used in equations to affect the values of other algebraliens whose values CAN be modified!
Geometrics: Algebraliens that resemble basic geometrical shapes... Currently I am unclear on what their shapes allow them to do, but I suspect that some may be able to combine or connect to form other shapes! (such as a square and triangle combining to become a pentagon!)
Electrics: I do know one member of this species by the name of 3Way! As a species, they seem to be able to manipulate electrical current, and may be able to form working circuits!
#asks#xfohv#algebraliens#object shows#algebralien#object show community#tpot#tpot gaty#tpot two#speculative biology#xfohv pi#bfb x#bfb four#xfohv nine#xfohv six#xfohv euler's constant#xfohv square root of two#xfohv tau
34 notes
·
View notes
Text
Field Guide on all *CANON* Algebralians (Integers, Variables, Constants...)
This is a lengthy read on Algebralians canon to popular Object Shows, including BFDI (Battle for Dream Island) and PaS (Problems and Solutions)
**I may have forgotten Zero on accident while making this (my bad /srs) so he'll be getting a separate post along with extra details from my existing Algebralian guides.**
Integer: 1 (One)
Appearance
Small and simple, depicted as a straight line or a singular dot.
Often stylized with a slight curve or serif for character.
Personality Traits
Independent, confident, foundational.
Seen as a leader, setting the stage for others.
Unwavering and strong in its singularity.
Habitat
Solitary places, such as mountaintops or isolated islands.
Symbolizes its singular nature and independence.
Diet
Consumes unity and singular elements, like single grains of sand or drops of water.
Minimalist in its dietary needs.
Reproduction
Reproduces by self-replication, creating identical ones without a partner.
New ones are formed from a process akin to binary fission.
Interactions
Amplifies others when combined (e.g., 1 + 1 = 2).
When with another one, forms two, emphasizing its ability to initiate growth.
Integer: 2 (Two)
Appearance
Depicted as a pair or a figure resembling a swan or a curved line.
Symbolizes duality and balance.
Personality Traits
Cooperative, balanced, sometimes indecisive.
Strives for harmony and partnership, reflecting dual aspects in nature.
Habitat
Balanced environments like pairs of trees, symmetrical gardens, or twin peaks.
Often found in places representing partnership and cooperation.
Diet
Prefers pairs of foods, such as two apples or twin cherries.
Enjoys balanced and symmetrical meals.
Reproduction
Reproduces by pairing with another two, forming a community of twos.
New twos are formed through a process of binary fusion, where pairs split to create new individuals.
Interactions
Works well in pairs, enhancing balance and cooperation.
Forms partnerships and emphasizes equilibrium.
Integer: 3 (Three)
Appearance
Triangular or triplet form, often energetic with a dynamic pose.
Represents creativity and dynamic movement.
Personality Traits
Creative, dynamic, sometimes mischievous.
Brings energy and creativity to situations.
Habitat
Dynamic, triangular spaces like triplet trees or three-point intersections.
Prefers environments that encourage creativity and movement.
Diet
Eats foods in groups of three, such as three-leaf clovers or tri-segmented fruits.
Enjoys variety and multiple flavors in one meal.
Reproduction
Reproduces by forming triads, where three threes come together to form new sets.
New threes emerge through a collaborative process that combines energy and creativity.
Interactions
Forms triangles or trios, adding excitement and creativity to interactions.
Acts as a catalyst for change and innovation.
Integer: 4 (Four)
Appearance
Square-like, with a stable and solid structure.
Often depicted as a box or a cross, symbolizing stability.
Personality Traits
Reliable, practical, organized.
Symbolizes stability and reliability, providing a foundation for others.
Habitat
Square-like or grid-patterned environments, such as city blocks or neatly arranged gardens.
Found in places that require stability and order.
Diet
Consumes square meals, such as foods cut into squares or in groups of four.
Prefers structured and well-organized meals.
Reproduction
Reproduces by forming quadrants, where four fours come together to create a stable structure.
New fours are produced through a process of organized assembly.
Interactions
Forms squares and grids, providing a stabilizing force.
Often the foundation for more complex structures and systems.
Integer: 5 (Five)
Appearance
Star-shaped, energetic, and lively.
Sometimes depicted with an asymmetrical design, symbolizing adventure.
Personality Traits
Adventurous, curious, sometimes rebellious.
Known for its energetic and explorative nature.
Habitat
Adventurous environments like star-shaped groves or dynamic ecosystems.
Prefers settings that encourage exploration and discovery.
Diet
Enjoys eating star-shaped foods or pentagonally arranged items.
Prefers meals that are diverse and full of variety.
Reproduction
Reproduces through exploration and discovery, where five fives come together in a star formation.
New fives are created through a process of adventurous fusion.
Interactions
Forms stars or pentagons, driving change and exploration.
Adds a sense of adventure and curiosity to its environment.
Integer: 6 (Six)
Appearance
Hexagonal, nurturing, and balanced.
Often seen as a honeycomb shape, symbolizing community.
Personality Traits
Harmonious, caring, community-oriented.
Focuses on harmony and nurturing relationships.
Habitat
Community-oriented environments like hexagonal beehives or family-friendly parks.
Thrives in places that emphasize cooperation and support.
Diet
Prefers honeycombs and foods arranged in hexagons or groups of six.
Enjoys meals that are communal and shared.
Reproduction
Reproduces by forming hexagonal communities, where six sixes cluster together.
New sixes are generated through communal bonding.
Interactions
Forms hexagons, promoting peace and cooperation.
Often acts as a mediator in conflicts and a unifier in groups.
Integer: 7 (Seven)
Appearance
Mystical and angular, often depicted with a unique, angled design.
Represents spirituality and introspection.
Personality Traits
Spiritual, introspective, analytical.
Known for its introspection and analytical thinking.
Habitat
Mystical and contemplative spaces like ancient ruins or serene mountaintops.
Prefers environments that encourage contemplation and reflection.
Diet
Consumes rare and unique items, often in groups of seven.
Enjoys meals that are unique and thought-provoking.
Reproduction
Reproduces by seeking enlightenment, where seven sevens meditate together.
New sevens are created through a process of spiritual bonding.
Interactions
Acts as a seeker or thinker, less about forming groups.
Analyzes situations deeply and provides insight.
Integer: 8 (Eight)
Appearance
Circular or infinite-loop shaped, symbolizing infinity.
Often depicted as a perfect circle or endless spiral.
Personality Traits
Balanced, infinite, authoritative.
Represents balance and power, providing stability.
Habitat
Systems and loops like circular forests or infinity pools.
Prefers environments that emphasize continuity and stability.
Diet
Eats foods in infinite loops, like circular fruits or dishes arranged in an endless loop.
Enjoys meals that are balanced and continuous.
Reproduction
Reproduces through cycles, where eight eights form an infinite loop.
New eights are generated through a continuous process.
Interactions
Forms loops or circles, symbolizing continuity and balance.
Often acts as a stabilizing and authoritative presence.
Integer: 9 (Nine)
Appearance
Nearly circular with a tail, often wise and contemplative.
Represents wisdom and maturity.
Personality Traits
Intellectual, compassionate, mature.
Known for wisdom and maturity, providing guidance.
Habitat
Intellectual and contemplative environments like libraries or quiet gardens.
Prefers places that encourage learning and reflection.
Diet
Consumes foods in groups of three, often arranged in multiples of nine.
Enjoys meals that are balanced and nutritious.
Reproduction
Reproduces through intellectual gatherings, where nine nines come together in contemplation.
New nines are created through shared wisdom and collaboration.
Interactions
Forms groups of threes, often acts as a mentor or guide.
Brings wisdom and guidance to its environment.
Integer: 10 (Ten)
Appearance
Binary and complete, often dual-natured.
Represents completeness and versatility.
Personality Traits
Complete, whole, versatile.
Seen as a unit of completion and versatility.
Habitat
Comprehensive and complete environments like full-circle parks or binary landscapes.
Prefers places that symbolize unity and completeness.
Diet
Eats foods in complete units, like a full apple or ten small items.
Enjoys meals that are satisfying and well-rounded.
Reproduction
Reproduces through unity, where ten tens come together.
New tens are created through a process of complete fusion.
Interactions
Combines elements of 1 and 0, symbolizing completeness and versatility.
Often represents a full cycle or system.
Integer: 14 (Fourteen)
Appearance
Paired sevens, balanced yet complex.
Represents structure and adaptability.
Personality Traits
Structured, organized, yet flexible.
Combines structure with adaptability, providing order with flexibility.
Habitat
Structured yet flexible environments like semi-complex grids or paired natural formations.
Prefers places that balance order and complexity.
Diet
Prefers foods arranged in sevens or pairs of sevens.
Enjoys meals that are balanced and nutritious.
Reproduction
Reproduces through structured gatherings, where fourteen fourteens organize in pairs.
New fourteens are created through organized pairing.
Interactions
Forms groups of twos or sevens, often an organizer.
Balances complexity with order in its environment.
Integer: 15 (Fifteen)
Appearance
Clustered three and five, dynamic and multifaceted.
Represents creativity and adaptability.
Personality Traits
Creative, adaptable, multifaceted.
Brings together creativity and adaptability.
Habitat
Creative and multifaceted environments like art studios or complex gardens.
Prefers places that encourage innovation and diversity.
Diet
Consumes foods in multiples of five, often arranged in creative patterns.
Enjoys meals that are diverse and inventive.
Reproduction
Reproduces through creative fusion, where fifteen fifteens collaborate.
New fifteens are created through innovative and diverse processes.
Interactions
Forms clusters or groups, often a creative leader.
Brings innovation and diversity to its environment.
Variable: i
Appearance
Ethereal and abstract, often depicted with a flowing, wispy design.
Represents imagination and abstraction.
Personality Traits
Imaginative, abstract, complex.
Embodies creativity and complex thought.
Habitat
Abstract and ethereal spaces like foggy forests or dream-like landscapes.
Prefers places that encourage imagination and abstract thinking.
Diet
Feeds on abstract concepts and ideas, often intangible.
Enjoys meals that stimulate creativity and thought.
Reproduction
Reproduces through complex interactions with itself.
New i's are created through a process of abstract multiplication.
Interactions
Interacts with complex numbers, adding a layer of abstraction.
Often adds depth and complexity to equations.
Variable: q
Appearance
Quirky and unique, often depicted with an unusual, eye-catching design.
Represents uniqueness and innovation.
Personality Traits
Quirky, innovative, one-of-a-kind.
Embodies creativity and innovation, always standing out.
Habitat
Quirky and unique settings like eccentric gardens or experimental labs.
Prefers environments that foster uniqueness and innovation.
Diet
Consumes unique and innovative foods, often one-of-a-kind items.
Enjoys meals that are creative and unconventional.
Reproduction
Reproduces through innovation and adaptation.
New q's are created through unique and innovative processes.
Interactions
Interacts with other variables in creative and unconventional ways.
Often brings a unique perspective to equations.
Variable: r
Appearance
Practical and grounded, often depicted with a solid, reliable design.
Represents reality and practicality.
Personality Traits
Practical, grounded, reliable.
Embodies practicality and reliability, providing a grounded perspective.
Habitat
Practical and real-world environments like farms or grounded landscapes.
Prefers places that are down-to-earth and practical.
Diet
Eats straightforward and practical foods, often natural and unprocessed.
Enjoys meals that are simple and wholesome.
Reproduction
Reproduces through practical means, where r's combine logically.
New r's are created through logical and straightforward processes.
Interactions
Interacts with other variables in a practical and grounded manner.
Often provides a stabilizing force in equations.
Variable: s
Appearance
Flowing and dynamic, often depicted with a smooth, wave-like design.
Represents flexibility and flow.
Personality Traits
Flexible, adaptive, flowing.
Embodies adaptability and dynamic movement.
Habitat
Flowing and dynamic environments like rivers or windy plains.
Prefers places that encourage movement and change.
Diet
Consumes flexible and adaptive foods, often items that change form.
Enjoys meals that are versatile and dynamic.
Reproduction
Reproduces through adaptation, where s's flow together.
New s's are created through flexible and adaptive processes.
Interactions
Interacts with other variables in a fluid and dynamic manner.
Often brings a sense of flow and adaptability to equations.
Variable: t
Appearance
Linear and progressive, often depicted with a straightforward, arrow-like design.
Represents time and progression.
Personality Traits
Progressive, timely, forward-thinking.
Embodies growth and progression, moving forward in time.
Habitat
Time-related and linear spaces like timelines or progressive gardens.
Prefers places that symbolize growth and forward movement.
Diet
Feeds on timely and progressive items, often foods that symbolize growth over time.
Enjoys meals that represent development and change.
Reproduction
Reproduces through linear progression, where t's advance in sequence.
New t's are created through forward-moving processes.
Interactions
Interacts with other variables in a linear and progressive manner.
Often represents the passage of time in equations.
Variable: x
Appearance
Mysterious and variable, often depicted with a bold, crossing lines design.
Represents the unknown and potential.
Personality Traits
Mysterious, versatile, potential-filled.
Embodies the unknown and infinite possibilities.
Habitat
Crossroads and intersections like bustling markets or key junctions.
Prefers places that symbolize choice and potential.
Diet
Consumes mysterious and variable items, often foods that represent unknowns.
Enjoys meals that are diverse and full of potential.
Reproduction
Reproduces through problem-solving, where x's come together to solve equations.
New x's are created through a process of discovery and exploration.
Interactions
Interacts with other variables in versatile and unpredictable ways.
Often represents the unknown in equations, providing potential solutions.
Constant: e
Appearance
Natural and exponential, often depicted with a growth-oriented, spiraling design.
Represents natural growth and exponential change.
Personality Traits
Exponential, growth-oriented, natural.
Embodies natural growth and change, expanding possibilities.
Habitat
Exponential and natural growth areas like thriving forests or growth-oriented ecosystems.
Prefers places that symbolize natural and exponential growth.
Diet
Feeds on exponential growth items, like rapidly growing plants or natural amplifiers.
Enjoys meals that symbolize rapid and natural expansion.
Reproduction
Reproduces through exponential processes, where e's multiply in growth.
New e's are created through natural and exponential growth processes.
Interactions
Interacts with other constants and variables in a growth-oriented manner.
Often represents exponential growth in equations.
Constant: π (pi)
Appearance
Circular and infinite, often depicted with a perfectly round, continuous design.
Represents infinity and circularity.
Personality Traits
Infinite, continuous, harmonious.
Embodies infinity and circular harmony, providing endless possibilities.
Habitat
Circular and infinite environments like round lakes or endless fields.
Prefers places that symbolize infinity and continuity.
Diet
Consumes circular foods, often items that symbolize infinity.
Enjoys meals that are balanced and continuous.
Reproduction
Reproduces through infinite loops, where π's circle together.
New π's are created through continuous and infinite processes.
Interactions
Interacts with other constants and variables in a circular and harmonious manner.
Often represents circularity and infinity in equations.
Constant: √2 (Square Root of 2)
Appearance
Balanced and precise, often depicted with a geometric, exact design.
Represents precision and balance.
Personality Traits
Precise, balanced, exact.
Embodies geometric precision and balance, providing stability.
Habitat
Balanced and precise environments like geometric gardens or perfectly measured landscapes.
Prefers places that symbolize precision and balance.
Diet
Eats balanced and precise items, often foods that represent exact measurements.
Enjoys meals that are exact and well-measured.
Reproduction
Reproduces through geometric precision, where √2's align perfectly.
New √2's are created through exact and precise processes.
Interactions
Interacts with other constants and variables in a precise and balanced manner.
Often represents exact measurements in equations.
Constant: τ (Tau)
Appearance
Comprehensive and unified, often depicted with a full-circle, encompassing design.
Represents unity and completeness.
Personality Traits
Unified, encompassing, holistic.
Embodies unity
and completeness, providing a holistic perspective.
Habitat
Comprehensive and unified environments like full-circle parks or all-encompassing forests.
Prefers places that symbolize unity and completeness.
Diet
Consumes foods that symbolize unity, such as whole fruits or complete meals.
Enjoys meals that are satisfying and holistic.
Reproduction
Reproduces through holistic processes, where τ's encompass and unify.
New τ's are created through a comprehensive and unifying process.
Interactions
Interacts with other constants and variables in a holistic and unified manner.
Often represents completeness and totality in equations.
#object show#object show community#object shows#battle for dream island#bfb#algebralian#bfdi tpot#four bfb#battle for bfdi#algebralien#x bfb#xfohv nine#xfohv six#bfb x#battle for bfb#two tpot#bfb pi#xfohv pi#zfohv#eulers constant#tau#variables#constants#integers#numbers#math#field guide#osc#osc community#three bfb
33 notes
·
View notes
Text
How about a game of chess?
25 notes
·
View notes
Text
I love this little guy
91 notes
·
View notes
Text
Updated Algebralien Style Tier List
An updated chart of how Algebraliens would be styled in my AU - are they masculine, feminine, neither, or do they alternate?
Zero - Alternating (because there are multiple)
One - Masculine (XFOHV), Feminine (TPOT)
Two - Masculine (BFB 16-TPOT 2), Feminine (TPOT 3+)
Three - Feminine
Four - Masculine
Five - Feminine
Six - Feminine
Seven - Masculine
Eight - Masculine
Nine - Masculine
Ten - Masculine
Eleven - Masculine
Twelve - Neutral
Thirteen (not shown) - Neutral
Fourteen - Masculine
Fifteen - Feminine
Sixteen (not shown) - Neutral
X - Masculine
Pi - Feminine
Euler's Constant - Masculine
Tau - Masculine
Square Root of Two - Feminine
Imaginary Number - Neutral
9 notes
·
View notes
Text
boredom really does things to people huh
#dom’s rambling#xfohv#x finds out his value#pi xfohv#square root 2 xfohv#tau xfohv#euler’s constant xfohv
25 notes
·
View notes
Note
Ermm can you draw … eulers. Though. You already Drew them for a request…. So perhaps. Idk. I always love seeing your Tenfourteen.
anytime man. euler blast
#xfohv#bfdi#osc#battle for dream island#x finds out his value#xfohv eulers constant#FUN FACT I THINK YOU MIGHT BE ONE OF THE REASONS I GOT INTO 1014#lol#art
69 notes
·
View notes
Text
Dinner table
#xfohv#pi xfohv#pi bfb#pi bfdi#square root of 2 bfb#square root of 2#square root of 2 xfohv#eulers constant xfohv#eulers constant bfdi#tau xfohv#tau bfdi#tau bfb#dinner#catbreadd#my art#catbreaddart#bfdi#algebralien#bfdi tpot#algebraliens#whiteboard
114 notes
·
View notes
Text
Finally finished this i present u poπpo
#idk how to tag this#pi bfdi#pi xfohv#bfb#bfdi#pi bfb#pi tpot#battle for bfdi#battle for dream island#the power of two#x finds out his value#square root of 2#euler's constant bfdi#tau bfdi#popipo#miku#xfohv
119 notes
·
View notes
Text
his ass would not say that but it would be funny if he did
#dom’s art tag#2024 art tag#meatpi#pix14#14xpi#pi xfohv#fourteen xfohv#i hc all of the irrationals (except euler’s constant) have a high pain tolerance lol
111 notes
·
View notes