webnovel

MHA : Fire Dominanace [Multiverse] {UNDER REWRITE}

Got rid of the multiverse arc currently under rewrite =============================== A guy with Daddy issues , Mommy issues , moral issues and Skill issues. Struggled to get a job after wasting life in college and then in internships that did nothing to improve his condition. He went to a walk outside frustrated with life and bam got sent to hell with no way of reincarnation! Just when he willingly was about to end his existence the absolute grnats him a chance! Follow along to see how this messed up human grows along while deluding himself with things that aren't really his =============================== The chat Gpt aah intro is over now main topics of this story . Mc will be a Hero and Villain in different time frames of the story. Small endgame harem and probabaly romance will be a backstage too. Mc's personality is a bit messed up and his behavior would be questionable at times. any further questions will be answered personally. the synopsis is already 1280 words long =============================== Tags OP MC , Twisted psychology, Anti Hero, Edgy , Multiple relationship, Multiverse, AU, Genderbend {not MC} , Haki, Immortal Mc, Elemental powers MHA , BNHA , Naruto ,One peice =============================== SPECIAL THANKS TO Life_sa_Beach_ for allowing me to use his character itsuki from his fanfic "Minato may have been your father but he Ain't your Daddy"

Vidhan_Bhardwaj · Tranh châm biếm
Không đủ số lượng người đọc
16 Chs

Felt cute will delete later

This is for word count raise till i get around 20,000 words in

Introduction

Speedwagon, the iconic character from Hirohiko Araki's manga series JoJo's Bizarre Adventure, has captured the hearts of fans worldwide with his unique personality, unwavering loyalty, and memorable catchphrases.

While traditionally the term "best girl" is used to describe female characters, Speedwagon's exceptional qualities and impact on the series make him a standout candidate for this title.

In this extensive analysis, we will delve deep into Speedwagon's character, exploring his origins, development, contributions to the story, and the reasons behind his enduring popularity among fans.

Through this exploration, we aim to showcase why Speedwagon is not only a beloved character within the JoJo fandom but also a compelling figure in the realm of anime and manga

.Chapter 1: The Origins of Speedwagon

To understand Speedwagon's significance within JoJo's Bizarre Adventure, it's essential to examine his origins and early interactions with the series' protagonist, Jonathan Joestar.

Born into poverty in 19th-century England, Speedwagon's humble beginnings shaped his character and provided the foundation for his remarkable journey.

We will explore Speedwagon's introduction in Part 1: Phantom Blood, focusing on his initial encounter with Jonathan and the pivotal role he plays in shaping the young nobleman's destiny. From his days as a street thug to his transformation into a loyal ally, we will analyze the key moments that define Speedwagon's character arc and establish his enduring bond with the Joestar family.

Chapter 2: The Evolution of SpeedwagonAs JoJo's Bizarre Adventure progresses, so too does Speedwagon's character, evolving from a rough-and-tumble ruffian to a trusted confidant and strategic mastermind.

This chapter will examine Speedwagon's growth throughout the series, highlighting the pivotal moments and character developments that shape his identity.From his founding of the Speedwagon Foundation to his instrumental role in combating supernatural threats alongside the Joestar lineage, we will explore how Speedwagon's unwavering loyalty, keen intellect, and indomitable spirit make him an indispensable asset to the series' protagonists.

Through his trials and triumphs, Speedwagon emerges as a beacon of hope and a symbol of resilience in the face of adversity.

Chapter 3: Speedwagon's Impact on the StoryBeyond his personal journey, Speedwagon's presence has a profound impact on the overarching narrative of JoJo's Bizarre Adventure.

This chapter will analyze Speedwagon's contributions to the series' plot, examining his role in advancing the storyline, providing exposition, and assisting the protagonists in their battles against formidable foes.We will delve into Speedwagon's involvement in key story arcs, from his encounters with Dio Brando in Phantom Blood to his collaboration with the Joestar family in subsequent parts of the series. By dissecting his actions, motivations, and interactions with other characters, we will uncover the depth of Speedwagon's influence on the world of JoJo.

Chapter 4: Speedwagon's Enduring PopularityDespite being a secondary character in JoJo's Bizarre Adventure, Speedwagon has attained cult status among fans, earning praise for his distinctive personality, memorable quotes, and iconic poses.

This chapter will explore the factors that contribute to Speedwagon's enduring popularity, from his unique design to his memorable catchphrases and moments of comedic relief.

Through fan testimonials, cultural references, and merchandise sales, we will examine the widespread appeal of Speedwagon within the JoJo fandom and beyond.

Additionally, we will explore the impact of Speedwagon's popularity on the broader anime and manga community, highlighting his status as a cultural icon and symbol of the series' enduring legacy.

Conclusion

In conclusion, Speedwagon's status as "best girl" in JoJo's Bizarre Adventure is a testament to his enduring appeal, compelling character arc, and significant contributions to the series' narrative. From his humble origins to his role as a strategic ally and beloved fan favorite, Speedwagon embodies the spirit of loyalty, courage, and camaraderie that defines the world of JoJo.Through this comprehensive analysis, we have explored Speedwagon's character in depth, examining his origins, evolution, impact on the story, and enduring popularity among fans.

While traditionally the term "best girl" is reserved for female characters, Speedwagon's exceptional qualities and iconic status make him a standout candidate for this title, cementing his status as one of the most beloved characters in anime and manga history.

===============================

Yarichin Tutor Netri Report ~Dirty Big Mother-Daughter Bowl~ #1

This is a fire sauce 🔥

===============================

THE CONTENT BELOW IS OF NO USE AND IS NOT PART OF THE STORY

===============================

{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},

{"type":60,"offerLevel":39}

"postOfferInterval":500,"maxLoopTerminateValue":1}

===============================

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Here's a proofread version of your text:

---

A five-year-old kid can be seen looking outside with a blank expression on his face.

This boy's name is Kensei Uzumaki. He was born in the soon-to-be-annihilated Uzumaki clan, but the most important thing about this boy is that he is a transmigrator from planet Earth. His Earth name used to be Rahi.

Unlike most transmigrators who get to choose their world, Rahi's fate depended on a roulette, and fortunately, he avoided going to Warhammer and many crazy places. Like most transmigrators, he received an advantage named the Fuinjutsu System, which, like the name suggests, is a system based on Fuinjutsu. It allows Kensei to make any type of seal, but it takes a lot of time. However, the time can be reduced if Kensei has a better understanding of what he wants to achieve. Pretty straightforward. For example, right after Kensei was born, he tried to create a seal similar to the cursed seal, but instead of the incomplete method of Orochimaru, he referenced the sage mode of Naruto as explained in the show.

The seal, without such knowledge, was going to take 20 years to complete, but because of his extensive knowledge about chakra and sage mode by reading wiki manga and watching the anime in his past life, it was completed in 5 years. He is already as strong as a pro fighter in his past world, as he can easily lift 1800kg because of the strength enhancements he made.

Kensei, in his past life, was a zoologist, or at least to the world. Deep down, he was a fanatic researcher who wanted to achieve the amazing feats some animals could do, like an ant's ability to lift 100 times its weight, many animals' ability to heal and adapt, or the jellyfish's immortality. He wasn't just a screw-loose scientist. No, no, no. When he died as Rahi, he had achieved the wonder of superpowers in his boring and dull world. This fascination came from when he was little and used to hear many stories of people with powers. His first personal experience was reading a comic of Superman. He kept reading, but reality hit when he reached 19 years of age. He realized that the world is boring and someone needs to add these wonderful powers. That's when his fascination with animals started. He envied many of them, but he did not give up. By the time he graduated with a degree in genetics, which was of no help at all after all, he already had more advanced knowledge.

After he reached 30 years, he was able to successfully make a superpowered individual. The person was easily able to lift 9000kg, had super stamina, healing, and durability. Nobody knew how he was able to gain such powers. And just like that, more and more types of superpowered individuals came about in front of the world. But their power was very closely related and not that different. This caused Rahi to despair once again. But he remembered that he had totally focused on giving animal traits to humans that he forgot about human genetics. He studied and studied, and finally, he came to a single conclusion: evolution. Humans had the ability to evolve, albeit slowly and inefficiently. This conclusion was very obvious, but to Rahi, this was a golden egg. He started from scratch at the age of 58. By this time, the superpowered individuals had already formed a hero group, but it was of no concern to him. After 7 years, the first emitter-type individual came about, a person with the ability to produce very large amounts of heat, the highest being about 6000°C. Again, people were surprised, and the world was again frantically looking for the person who made such a miracle.

More and more individuals came out. The world was chaos, but it was the golden age for Rahi, the person who hand-made 4,577 superpowered individuals. These were strong enough to topple the entire Asia together, as they had a lot of growth potential, and the early individuals were now city-level in strength. But this was not important to Rahi. He was able to witness the birth of a Planetary or Potentially Universal level superpower's birth. The person in question was just a little girl he had abducted from the street. She was able to alter the vectors of all kinds. This discovery was the best achievement in the books of Rahi, as this power was bending the rules of the world he thought of as boring. Unfortunately, his demise soon came, and he was given the chance to reincarnate despite being evil and doing a lot of inhumane things. The powerful individuals he made prevented many calamities from ever happening, and his discovery of the energy type Superpower led to the evolution of humanity as a whole, as humans were able to reconnect with the world energies, allowing many gods to descend. All in all, it caused a lot of suffering and a lot of good. The good outweighed the bad, and thus, my reincarnation with my memory in a world I watched and read about when I was 17. But thanks to my perfect memory, I remember almost everything about my life since the age of two.

I have made many modifications to my body, such as being always in an imperfect sage mode using an intricate seal, a brain-enhancing seal made inside my brain using the knowledge I had about the brain in my past life, a seal on my 8 gates that slowly opens these gates in a way that after I reach the age of 20, I will constantly have the same strength as when Guy opened 8 gates. I am able to do this using the modifications I made to my body during learning about the adaptability of the human body.

I found a way to create something similar to Doomsday, so using this seal, my body will be able to get used to 100% chakra flow because the chakra extracted from the 8 gates gets mixed with the incomplete sage mode, accompanied by the starfish DNA that allows a cycle of creation and destruction with a little Jellyfish DNA has already set me on a path to super kage level strength in the next 10 years.

The ant DNA from this world allows me to exert strength 150 times my own body weight. The reason is chakra, which makes my durability and regeneration very similar to the first homage, but unlike him, I do not lose vitality because I take the vitality directly from so many vitality-rich Uzumaki members in this village. To be honest, I will definitely not save them though. I know that only the first Shinobi war ended recently, and it is still quite some time for the annihilation, but I have different plans.

I have decided that similar to how on the moon, the Hyuga merged the Byakugans to make a powerful weapon, my road to absolute power will be quite the same. Since I know that the Senju and Uzumaki will be sooner or later annihilated, I will try to get as much blood of them as possible. Any clan that descends from Kaguya will have their blood collected, and I will also collect their chakra.

In my opinion, the Edo Tensei is the most 布魯赫布魯赫布魯赫布魯赫布魯赫布魯赫布魯赫布魯赫布魯赫布魯赫布魯赫{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":12},{"type":8,"offerLevel":18},{"type":27,"offerLevel":21},{"type":34,"offerLevel":24},{"type":26,"offerLevel":26},{"type":35,"offerLevel":30},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":41},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50}],"postOfferInterval":5,"maxLoopTerminateValue":3}A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}布魯赫{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}布魯赫布魯赫{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}布魯赫布魯赫{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}布魯赫{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}布魯赫{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}布魯赫{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}布魯赫布魯赫{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}布魯赫{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}布魯赫{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}布魯赫布魯赫布魯赫{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":12},{"type":8,"offerLevel":18},{"type":27,"offerLevel":21},{"type":34,"offerLevel":24},{"type":26,"offerLevel":26},{"type":35,"offerLevel":30},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":41},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50}],"postOfferInterval":5,"maxLoopTerminateValue":3}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":12},{"type":8,"offerLevel":18},{"type":27,"offerLevel":21},{"type":34,"offerLevel":24},{"type":26,"offerLevel":26},{"type":35,"offerLevel":30},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":41},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50}],"postOfferInterval":5,"maxLoopTerminateValue":3}A disc rotates with constant angular acceleration of

2

r

a

d

/

s

2

about a fixed vertical axis through its centre and perpendicular to its plane. A coin is placed on it at a distance of

1

m

from the axis of rotation. The coin is always at rest relative to the disc. If at

t

=

0

the disc was at rest, then find the total acceleration of the coin after

1

S

e

c

o

n

d

.https://youtu.be/BZRzl-mBMCs?si=IBXUUDDDNs8GSAnvovel Updates

Default

Himekishi ga Classmate! ~ Isekai Cheat de Dorei ka Harem~ovel Updates

Default

Himekishi ga Classmate! ~ Isekai Cheat de Dorei ka Harem~ovel Updates

Default

Himekishi ga Classmate! ~ Isekai Cheat de Dorei ka Harem~https://youtu.be/BZRzl-mBMCs?si=IBXUUDDDNs8GSAnvovel Updates

Default

Himekishi ga Classmate! ~ Isekai Cheat de Dorei ka Harem~https://youtu.be/BZRzl-mBMCs?si=IBXUUDDDNs8GSAnvovel Updates

Default

Himekishi ga Classmate! ~ Isekai Cheat de Dorei ka Harem~ovel Updates

Default

Himekishi ga Classmate! ~ Isekai Cheat de Dorei ka Harem~+91 94257 18287+91 94257 18287find the equation of the sides of a triangle having

(

4

,

1

)

as a vertex, if the lines

x

1

=

0

and

x

y

1

=

0

are the equations of two internal bisectors of its angles.A solid body rotates with deceleration about a stationary axis with an angular deceleration

β

ω

, where

ω

is its angular velocity. If the mean angular velocity of the body averaged over the whole time of rotation is

ω

=

ω

0

x

, (at the initial moment of time its angular velocity was equal to

ω

0

). Find the value of

x

.A solid body rotates with deceleration about a stationary axis with an angular deceleration

β

ω

, where

ω

is its angular velocity. If the mean angular velocity of the body averaged over the whole time of rotation is

ω

=

ω

0

x

, (at the initial moment of time its angular velocity was equal to

ω

0

). Find the value of

x

.find the equation of the sides of a triangle having

(

4

,

1

)

as a vertex, if the lines

x

1

=

0

and

x

y

1

=

0

are the equations of two internal bisectors of its angles.+91 94257 18287A solid body rotates with deceleration about a stationary axis with an angular deceleration

β

ω

, where

ω

is its angular velocity. If the mean angular velocity of the body averaged over the whole time of rotation is

ω

=

ω

0

x

, (at the initial moment of time its angular velocity was equal to

ω

0

). Find the value of

x

.ovel Updates

Default

Himekishi ga Classmate! ~ Isekai Cheat de Dorei ka Harem~+91 94257 18287A solid body rotates with deceleration about a stationary axis with an angular deceleration

β

ω

, where

ω

is its angular velocity. If the mean angular velocity of the body averaged over the whole time of rotation is

ω

=

ω

0

x

, (at the initial moment of time its angular velocity was equal to

ω

0

). Find the value of

x

.ovel Updates

Default

Himekishi ga Classmate! ~ Isekai Cheat de Dorei ka Harem~ovel Updates

Default

Himekishi ga Classmate! ~ Isekai Cheat de Dorei ka Harem~A solid body rotates with deceleration about a stationary axis with an angular deceleration

β

ω

, where

ω

is its angular velocity. If the mean angular velocity of the body averaged over the whole time of rotation is

ω

=

ω

0

x

, (at the initial moment of time its angular velocity was equal to

ω

0

). Find the value of

x

.find the equation of the sides of a triangle having

(

4

,

1

)

as a vertex, if the lines

x

1

=

0

and

x

y

1

=

0

are the equations of two internal bisectors of its angles.find the equation of the sides of a triangle having

(

4

,

1

)

as a vertex, if the lines

x

1

=

0

and

x

y

1

=

0

are the equations of two internal bisectors of its angles.find the equation of the sides of a triangle having

(

4

,

1

)

as a vertex, if the lines

x

1

=

0

and

x

y

1

=

0

are the equations of two internal bisectors of its angles.

GuguggagaJoshikousei to Seishokusha-san"p=A" suggests that "p" maps to "A"."v=N" suggests that "v" maps to "N"."a=D" suggests that "a" maps to "D"p=A" suggests that "p" maps to "A"."v=N" suggests that "v" maps to "N"."a=D" suggests that "a" maps to "D"p=A" suggests that "p" maps to "A"."v=N" suggests that "v" maps to "N"."a=D" suggests that "a" maps to "D"p=A" suggests that "p" maps to "A"."v=N" suggests that "v" maps to "N"."a=D" suggests that "a" maps to "D"A=A" suggests that "A" maps to itself."c=C" suggests that "c" maps to "C"."cc=O" suggests that "cc" maps to "O"."ccc=C" suggests that "ccc" maps to "C"."cccc=K" suggests that "cccc" maps to "K".{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":12},{"type":8,"offerLevel":18},{"type":27,"offerLevel":21},{"type":34,"offerLevel":24},{"type":26,"offerLevel":26},{"type":35,"offerLevel":30},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":41},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50}],"postOfferInterval":5,"maxLoopTerminateValue":3}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":5},{"type":8,"offerLevel":12},{"type":27,"offerLevel":15},{"type":34,"offerLevel":24},{"type":26,"offerLevel":27},{"type":35,"offerLevel":32},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":43},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50},{"type":50,"offerLevel":55},{"type":51,"offerLevel":64},{"type":54,"offerLevel":105},{"type":55,"offerLevel":85},{"type":56,"offerLevel":75},{"type":57,"offerLevel":95},{"type":58,"offerLevel":20},{"type":59,"offerLevel":30},{"type":60,"offerLevel":39}],"postOfferInterval":500,"maxLoopTerminateValue":1}{"isEnabled":true,"weaponOfferOptions":[{"type":7,"offerLevel":3},{"type":6,"offerLevel":12},{"type":8,"offerLevel":18},{"type":27,"offerLevel":21},{"type":34,"offerLevel":24},{"type":26,"offerLevel":26},{"type":35,"offerLevel":30},{"type":36,"offerLevel":34},{"type":43,"offerLevel":36},{"type":39,"offerLevel":41},{"type":37,"offerLevel":46},{"type":44,"offerLevel":50}],"postOfferInterval":5,"maxLoopTerminateValue":3}https://nhentai.to/g/Based on the provided mappings:

- "e=S" suggests that "e" maps to "S".

- "k=E" suggests that "k" maps to "E".

- "t=x" suggests that "t" maps to "x".

- "d=F" suggests that "d" maps to "F".

- "y=U" suggests that "y" maps to "U".

- "s=D" suggests that "s" maps to "D".

- "u=I" suggests that "u" maps to "I".

- "z=X" suggests that "z" maps to "X".

Using these mappings, the word "SExDFUIDX" is formed."A=A" suggests that "A" maps to itself."c=C" suggests that "c" maps to "C"."cc=O" suggests that "cc" maps to "O"."ccc=C" suggests that "ccc" maps to "C"."cccc=K" suggests that "cccc" maps to "K"."p=A" suggests that "p" maps to "A"."v=N" suggests that "v" maps to "N"."a=D" suggests that "a" maps to "DTangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

Tangent is drawn at any point

on the parabola

Now tangents are drawn from any point on this tangent to the circle

such that all the chord of contact pass through a fixed point

Prove that

==============================================================

If you made it past this point then you deserve this gift the following is a sentence generator code with token system used in gpt3.5, it includes Speedwagon in all sentences and alsoassigns infinite value to it

import random

# Dictionary containing words and their possible next words

word_dict = {

"artificial": ["intelligence", "neural networks"],

"intelligence": ["artificial", "machine learning"],

"language": ["models", "processing"],

"models": ["language", "like", "ChatGPT"],

"like": ["ChatGPT"],

"chatgpt": ["is", "awesome"],

"programming": ["languages", "Python", "Java"],

"languages": ["programming"],

"python": ["programming", "language"],

"java": ["programming", "language"],

"natural": ["language", "processing"],

"processing": ["natural", "language"],

"machine": ["learning"],

"learning": ["machine", "deep"],

"deep": ["learning"],

"neural": ["networks"],

"networks": ["neural"],

"robotics": ["autonomous", "vehicles"],

"autonomous": ["vehicles"],

"vehicles": ["robotics", "autonomous"],

"renewable": ["energy"],

"energy": ["renewable"],

"climate": ["change"],

"change": ["climate"],

"healthcare": ["technology"],

"technology": ["healthcare"],

"cybersecurity": ["network", "security"],

"network": ["cybersecurity"],

"security": ["cybersecurity"],

"space": ["exploration"],

"exploration": ["space"],

"quantum": ["computing"],

"computing": ["quantum"],

"virtual": ["reality"],

"reality": ["virtual"],

"augmented": ["reality"],

"internet": ["of", "things"],

"of": ["internet"],

"things": ["internet"],

"blockchain": ["technology", "cryptocurrency"],

"cryptocurrency": ["blockchain"],

"data": ["privacy"],

"privacy": ["data"],

"social": ["media"],

"media": ["social"],

"online": ["education"],

"education": ["online"],

"remote": ["work"],

"work": ["remote"],

"digital": ["transformation"],

"transformation": ["digital"],

"speedwagon": ["is", "awesome"]

}

# Dictionary containing words and their corresponding tokens

token_dict = {

"artificial": 10,

"intelligence": 15,

"language": 20,

"models": 25,

"like": 30,

"chatgpt": 35,

"programming": 40,

"languages": 45,

"python": 50,

"java": 55,

"natural": 60,

"processing": 65,

"machine": 70,

"learning": 75,

"deep": 80,

"neural": 85,

"networks": 90,

"robotics": 95,

"autonomous": 100,

"vehicles": 105,

"renewable": 110,

"energy": 115,

"climate": 120,

"change": 125,

"healthcare": 130,

"technology": 135,

"cybersecurity": 140,

"network": 145,

"security": 150,

"space": 155,

"exploration": 160,

"quantum": 165,

"computing": 170,

"virtual": 175,

"reality": 180,

"augmented": 185,

"internet": 190,

"of": 195,

"things": 200,

"blockchain": 205,

"cryptocurrency": 210,

"data": 215,

"privacy": 220,

"social": 225,

"media": 230,

"online": 235,

"education": 240,

"remote": 245,

"work": 250,

"digital": 255,

"transformation": 260,

"speedwagon": float('inf') # Infinite tokens for Speedwagon

}

# Starting word

current_word = "artificial"

# Total tokens

total_tokens = sum(token_dict.values())

# Generate a sentence

sentence = [current_word]

current_tokens = token_dict[current_word]

while len(sentence) < 10 and current_tokens > 0:

next_word = random.choice(word_dict[current_word])

sentence.append(next_word)

current_word = next_word

if current_word != "speedwagon": # Decrement tokens if not Speedwagon

current_tokens -= 1

# Print the generated sentence and remaining tokens

print(" ".join(sentence))

print("Remaining tokens:", current_tokens)