MikaStars39/nano-eval huggingface dataset:
"The Peony Pavilion" features two major ensemble scenes during its performance: one appears in "The Interrupted Dream," where does the other appear?

Options:
A. The Moonlit Garden
B. Searching for the Dream
C. Underworld Judgment
D. The Soul's Departure
E. Underworld Vow
F. The Enchanted Grove
G. The Ghostly Parade
H. The Palace Intrigue
I. The Heavenly Reunion
J. The Eternal Embrace
Answer: D
Who is the author of "The Story of Washing Silk"?

Options:
A. Liang Chenyu
B. Yu Chunxi
C. Wang Shizhen
D. Jiao Hong
E. Wu Qi
F. Shen Chongshui
G. Li Mengyang
H. Wu Cheng'en
I. Qu You
J. Ma Zhiyuan
Answer: A
What are the performance characteristics of clown actors in Kunqu Opera?

Options:
A. Moving vigorously on stage
B. Portraying historical figures
C. Advocating social issues
D. Miming physical objects
E. Tight-fitting short costumes
F. Externalization of inner emotions
G. Singing and speaking in their natural voice
H. Elaborate facial expressions
I. Mimicking animal sounds
Answer: G
What type of tragedy does Shakespeare's "Hamlet" belong to?

Options:
A. Historical
B. Social
C. Mythical
D. Familial
E. Character
F. Heroic
G. Moral
H. Psychological
I. Fate
J. Political
Answer: E
What was the center of the avant-garde film movement?

Options:
A. France and United States
B. Italy and Germany
C. United States and Italy
D. Germany and Spain
E. France and Italy
F. United States and Germany
G. United States and Spain
H. Italy and Spain
I. France and Spain
J. France and Germany
Answer: J
The theorist who linguistically conceptualized the "unconscious" is ( ).

Options:
A. Jung
B. Freud
C. Chomsky
D. Derrida
E. Habermas
F. Foucault
G. Lacan
H. Barthes
I. Saussure
J. Piaget
Answer: G
The French film narratologist ___ divided the narrative perspective from literature into three components, transforming it into the cinematic perspectives of knowledge, vision, and sound.

Options:
A. Louis Althusser
B. Jean-Paul Sartre
C. Emile Durkheim
D. Pierre Bourdieu
E. Umberto Eco
F. François Jost
G. Michel Foucault
H. Roland Barthes
I. Gérard Genette
J. Jacques Derrida
Answer: I
Which of the following film genres typically focuses on the theme of good triumphing over evil, emphasizing heroism and a spirit of adventure?

Options:
A. Film noir
B. Romance
C. Art film
D. Western
E. Documentary
F. Fantasy
G. Comedy
H. Horror
I. Action film
J. Musical
Answer: I
During the era of Emperor Huizong of Song, which painter was known as the representative of meticulous painting?

Options:
A. Fan Kuan
B. Ma Yuan
C. Han Gan
D. Li Cheng
E. Zhang Zeduan
F. Gao Xiang
G. Zhao Ji
H. Guo Xi
I. Huang Gongwang
J. Xia Gui
Answer: G
In the 'Twelve Lü,' which musical instruments are used to adjust the pitch for the six yang lü and six yin lü?

Options:
A. wooden drums
B. xun
C. metal gongs
D. jade chimes
E. silk strings
F. chime bells
G. stone slabs
H. bamboo flutes
I. panpipes
J. clay ocarinas
Answer: F
Which of the following instruments was not recorded in the musical scores unearthed at Dunhuang?

Options:
A. Trumpet
B. Guzheng
C. Pipa
D. Erhu
E. Guqin
F. Konghou
G. Flute
H. Sheng
I. Dizi
J. Harp
Answer: A
A plastic surgeon and a patient entered into a contract. In this contract, the surgeon agreed to perform five independent surgeries on the patient over the next few months for a cost of $10,000 per surgery ($50,000 total). The patient paid $40,000 in advance. However, after performing two surgeries, the surgeon informed the patient that the surgeon was moving out of state and could not perform the remaining three surgeries.
If the patient sues the surgeon for restitution, how much is the patient likely to recover?

Options:
A. $45,000 (the total contract value minus the advance payment and two performed surgeries).
B. $35,000 (the sum of the value of three remaining surgeries, considering advance payment).
C. $15,000 (the difference between the total value of the contract and two performed surgeries).
D. $20,000 (the difference between the advance payment and the value of the surgeries already performed).
E. $60,000 (the contract price plus additional compensation for the breach of contract).
F. $50,000 (the contract price, which represents the value of the patient's expectation interest).
G. $40,000 (the sum of advance payment minus the value of the already performed surgeries).
H. $25,000 (the difference between the advance payment and the contract price of the remaining surgeries).
I. $10,000 (the difference between the contract price and the advance payment).
J. $30,000 (the difference between the contract price and the value of the surgeries already performed).
Answer: D
A driver and his neighbor signed a document titled "Completely Integrated Agreement," in which the driver promised to sell his neighbor a car. However, the document contained no promises or performance from the neighbor in exchange for the driver's promise to sell. In previous oral conversations, the neighbor had agreed to pay the driver the car's Bluebook value, which was $300. On the date the parties agreed to close the deal, the driver refused to convey the car. The neighbor sued the driver for breach of the written contract.
Is the court likely to allow the driver to offer evidence that the neighbor had previously orally agreed to pay the car's Bluebook value?

Options:
A. No, because the written contract explicitly nullifies prior oral promises.
B. No, because the prior oral agreement is enforceable independently of the written contract.
C. Yes, because the prior oral agreement provides context to the written contract terms.
D. Yes, because the previous agreement to pay the car's Bluebook value is outside the scope of the written contract.
E. No, because the previous agreement to pay the car's Bluebook value contradicts the integrated terms of the written contract.
F. No, because the previous agreement to pay the car's Bluebook value helps to interpret the terms of the written contract.
G. Yes, because the written contract is unlikely to be considered a binding agreement.
H. No, because the integrated agreement supersedes all prior oral statements about the car.
I. Yes, because oral agreements are admissible regardless of the written contract.
J. No, because the car's value is determined by the integrated written agreement alone.
Answer: G
A couple contracted with a nanny to care for their children for eight hours each day of the workweek. As they were discussing the terms, the couple told the nanny that they generally paid $15 per hour, and the nanny agreed that this was a good rate. When they finalized the agreement, the parties signed a completely integrated contract that specified an hourly rate of pay for the nanny of $12 per hour, plus lunch and dinner paid for by the couple. At the time the parties signed the contract, the couple mistakenly believed that the nanny was in agreement with the change based on subsequent discussions. However, the nanny mistakenly believed that the parties had settled on the rate of $15 per hour. The nanny discovered the mistake when the couple paid the nanny for the first month of work.
If the nanny brings suit against the couple for the $15 per hour rate, who is likely to prevail?

Options:
A. The couple, because the reduced rate was mutually agreed upon in written form.
B. The couple, because the parol evidence rule will bar the nanny from bringing in evidence of the previous negotiations.
C. The nanny, because the nanny relied on the $15-per-hour discussion when the agreement was signed.
D. The couple, because the lunch-and-dinner provision, when added to the $12-per-hour pay rate, is reasonably comparable to $15 per hour.
E. The nanny, because the $12 rate is unfair and exploitative under the circumstances.
F. The nanny, because the ambiguous nature of the lunch-and-dinner provision will allow the nanny to present evidence of the previous negotiations.
G. The nanny, because the couple initially mentioned paying $15 per hour, creating an expectation.
H. The couple, because the signed contract is the primary document governing the agreement.
I. The couple, because the contract terms override any oral agreements made previously.
J. The nanny, because $15 per hour was initially discussed as the agreed rate.
Answer: B
A woman contracted to sell her ring to a coworker for $300.
Both parties believed that the ring had a cubic zirconia stone and was worth $300. The parties agreed that the woman would bear the risk of any mistake regarding the worth of the ring. In reality, the stone in the ring was a diamond, and the ring was worth $2,000. Upon learning of this mistake, the woman refused to sell the ring to the coworker for $300.
If the coworker sues to enforce the contract, is she likely to prevail?

Options:
A. No, because the contract was based on a mutual mistake of value.
B. No, because the woman would be unduly burdened by selling the ring for only $300.
C. Yes, because the woman agreed to bear the risk of a mistake regarding the worth of the ring.
D. Yes, because the woman's agreement included accepting all risks.
E. Yes, because both parties believed the ring was only worth $300.
F. Yes, because the woman cannot retract after agreeing to the sale terms.
G. No, because the woman deserves to receive the fair market value.
H. No, because the woman was unaware of the actual worth of the ring.
I. No, because the coworker acted in bad faith when buying the ring.
J. Yes, because the coworker reasonably relied on the stated price.
Answer: C
A 16-year-old planned to throw a party while his parents were out of town.
He texted a 23-year-old friend and asked the friend to purchase liquor for him. At first the friend declined, knowing that it is unlawful for a person to supply alcohol to a minor. The 16-year-old texted back, "I will transfer $500 into your online bank if you purchase the alcohol," and the 23-year-old then agreed by text. The 16-year-old transferred $500 into the 23-year-old's account, but the 23-year-old did not purchase the liquor.
Can the 16-year-old enforce the contract?

Options:
A. No, because the transfer of money was incomplete.
B. No, because the agreement lacks mutual consideration.
C. Yes, because the 23-year-old accepted the offer explicitly.
D. Yes, because both parties consented to the agreement.
E. No, because the contract violates public policy.
F. Yes, because the contract was executed in good faith.
G. No, because the contract was illegal.
H. No, because the 16-year-old lacked capacity to enter into a contract.
I. Yes, because the contract was only voidable by the 16-year-old.
J. Yes, because the text messages satisfy the statute of frauds.
Answer: G
An engineer resigned from a technology company. She formed her own company and continued using the same technical designs that she had used during her previous employment. The technology company sued the engineer in federal court, seeking damages for using its patented designs in breach of her employment contract. The technology company claimed it held an exclusive license to use the designs, granted by the patent holder. The engineer filed counterclaims against the technology company, seeking a declaration that the patent was invalid and that the designs were in the public domain. The technology company filed a motion to dismiss the engineer's counterclaim for failure to join an indispensable party. In ruling on the motion, the court determined that the patent holder was a necessary party, but that joinder was not feasible.
Which of the following actions should the court take next?

Options:
A. The court should allow the lawsuit to proceed without considering the patent holder.
B. The court should require additional evidence before making any ruling.
C. The court should deny the motion to dismiss the counterclaim, because the patent holder is the real party in interest.
D. The court should determine whether the patent holder is an indispensable party.
E. The court should appoint a special master to resolve the claims of both parties.
F. The court should transfer the case to a different jurisdiction for better adjudication.
G. The court should consolidate the lawsuits to simplify the proceedings.
H. The court should dismiss the lawsuit, because the technology company should have named the patent holder in the original lawsuit.
I. The court should deny the motion to dismiss the counterclaim, because the patent holder is a necessary party.
J. The court should grant a summary judgment in favor of the technology company.
Answer: D
Under the Federal Rules of Civil Procedure, which of the following pleadings would potentially allow a defendant to dispose of a case before trial, based on a new defense, after the time for pleadings and amendments has passed?

Options:
A. A motion for judgment on the pleadings, based on insufficient service of process, requesting dismissal of the case as sanctions against the plaintiff.
B. An amended answer, as a matter of course, asserting the defense of lack of personal jurisdiction.
C. A motion to strike certain allegations within the plaintiff's complaint for being prejudicial and irrelevant.
D. A motion to dismiss for improper venue.
E. A motion for reconsideration, contending that the legal basis of the plaintiff's claim is invalid.
F. A motion to dismiss for lack of subject matter jurisdiction, arguing that the court lacks authority.
G. An amendment to the counterclaim, introducing a new affirmative defense, post-discovery phase.
H. An oral argument challenging the sufficiency of evidence in the plaintiff's initial complaint.
I. A renewed motion for summary judgment, asserting the defense of failure to join an indispensable party.
J. A motion for judgment on the pleadings, based on failure to state a claim upon which relief may be granted.
Answer: J
A patient who had been injured while being treated at a hospital was planning litigation strategy with her lawyer. The patient and hospital were both citizens of State A. During her hospital stay, the patient suspected that negligence by not only the hospital, but also by her surgeon and a nurse, had contributed to her injuries. The surgeon was a citizen of State A and the nurse was a citizen of State B. After an initial assessment, the lawyer believed that the patient could seek as much as $7,000,000 in damages, for which the hospital, surgeon, and nurse would be jointly and severally liable under controlling state law. Ideally, the patient wanted to sue the hospital, the surgeon, and the nurse in a single lawsuit in federal district court.
Which of the following is true about the patient's potential negligence claims?

Options:
A. The plaintiff cannot join claims against any defendants while the state court claims jurisdiction over all three cases.
B. The plaintiff must join claims against each individual defendant and the state court would have sole jurisdiction over all three claims.
C. The plaintiff could join claims against all three defendants but the district court would decline to exercise jurisdiction.
D. The plaintiff could join claims against all three potential defendants but the district court would not have subject-matter jurisdiction over all three claims.
E. The plaintiff could not join claims against all three potential defendants and the district court would not have subject-matter jurisdiction over all three claims.
F. The plaintiff could not join claims against all three potential defendants but the district court would have subject-matter jurisdiction over all three claims.
G. The plaintiff could join claims against two defendants but the district court would not have subject-matter jurisdiction over two claims.
H. The plaintiff could not join claims against some defendants and the district court would have partial subject-matter jurisdiction.
I. The plaintiff could join claims against all three potential defendants and the district court would have subject-matter jurisdiction over all three claims.
J. The plaintiff may join claims against all defendants and the state court would have exclusive jurisdiction over all three claims.
Answer: D
Various family members disputed the disposition of the family home in a decedent's will. The decedent's eldest son, a citizen of State A, sued the decedent's second wife, a citizen of State B, in federal district court in State A. The district court's jurisdiction was based upon diversity. The family home was located in State A. The son's complaint argued that controlling state law required that the family home go to the son. The son did not name the decedent's daughter to his lawsuit. While the daughter also claimed an interest in the family home, she told both her brother and the decedent's second wife that she did not want to litigate the suit in State A, because she lived across the country in State C. The second wife moved to dismiss the son's lawsuit under Rule 12(b)(7) for failure to join a required party.
Is the district court likely to conclude that the daughter is a necessary party?

Options:
A. Yes, because the daughter's ability to protect her interest in the lawsuit will be impaired if the case proceeds in her absence.
B. Yes, because the second wife objects to proceeding with the lawsuit.
C. No, because the daughter does not want to join the lawsuit.
D. No, because the daughter will not consent to the court's personal jurisdiction over her.
E. Yes, because the daughter claims an interest in the family home.
F. No, because the daughter's consent is not a factor in jurisdiction.
G. Yes, because the daughter expressed her disinterest in State A litigation.
H. No, because the daughter is not physically present in State A.
I. Yes, because the daughter lives across the country in State C.
J. No, because the son did not include the daughter in his complaint.
Answer: A
What is generally used as a common measure factor for compiling quantity index numbers?

Options:
A. Current Period Usage Indicators
B. Previous Period Capacity Indices
C. Midterm Period Quality Assessors
D. Base Period Quality Indicators
E. Base Period Quantity Index
F. Reporting Period Quality Indicators
G. Initial Period Cost Indices
H. Final Period Quality Metrics
I. Report Period Quantity Indicators
J. Secondary Period Quantity Assessors
Answer: D
Inorganic carbon delivered to the ocean/atmosphere system by volcanism and weathering has the $\delta^{1 3} \mathbf{C}$ value of -5 per mil. What is the isotopic composition of carbonate minerals precipitated from the seawater?

Options:
A. $\mathbf{f}_{\mathrm{C a r b}}=0. 8$ and
$\mathrm{f_{O r g}}=0. 2$
B. $\mathbf{f}_{\mathrm{C a r b}}=0. 3$ and
$\mathrm{f_{O r g}}=0. 7$
C. $\mathbf{f}_{\mathrm{C a r b}}=0. 25$ and
$\mathrm{f_{O r g}}=0. 75$
D. $\mathbf{f}_{\mathrm{C a r b}}=0. 7$ and
$\mathrm{f_{O r g}}=0. 3$
E. $\mathbf{f}_{\mathrm{C a r b}}=0. 9$ and
$\mathrm{f_{O r g}}=0. 1$
F. $\mathbf{f}_{\mathrm{C a r b}}=0. 6$ and
$\mathrm{f_{O r g}}=0. 4$
G. $\mathbf{f}_{\mathrm{C a r b}}=0. 1$ and
$\mathrm{f_{O r g}}=0. 9$
H. $\mathbf{f}_{\mathrm{C a r b}}=0. 4$ and
$\mathrm{f_{O r g}}=0. 6$
I. $\mathbf{f}_{\mathrm{C a r b}}=0. 5$ and
$\mathrm{f_{O r g}}=0. 5$
J. $\mathbf{f}_{\mathrm{C a r b}}=0. 2$ and
$\mathrm{f_{O r g}}=0. 8$
Answer: A
About half of the NPP is exported by tides into surrounding marine systems in the form of organisms, particulate detritus and dissolved organic material. What is the fate of the NPP that is not respired and not exported?

Options:
A. NPP that is not exported and is not respired will convert into methane gas, significantly impacting atmospheric greenhouse gas levels.
B. NPP that is not exported and is not respired will chemically degrade, breaking down into basic elements in the soil.
C. NPP that is not exported and is not respired will disappear into the atmosphere, largely becoming gaseous compounds in the air.
D. NPP that is not exported and is not respired will be sequestered by fungi, primarily forming fungal biomass or spores.
E. NPP that is not exported and is not respired will metabolize into non-organic forms, integrating into the mineral composition of the soil.
F. NPP that is not exported and is not respired will diffuse into nearby freshwater, accumulating in lake sediments or riverbanks.
G. NPP that is not exported and is not respired will largely be consumed by herbivores, contributing to regional animal biomass.
H. NPP that is not exported and is not respired will remain in the marsh as accumulated biomass, most likely as growth in marsh plants or detrital sediments.
I. NPP that is not exported and is not respired will oxidize over time, eventually transforming into inorganic nutrients for soil bacteria.
J. NPP that is not exported and is not respired will evaporate into the air, forming clouds and contributing to local precipitation.
Answer: H
What is the Lotka-Volterra competition equation for Cerithidea californica in general terms?

Options:
A. $$
{\frac{d N_{C, \, c a l j t r m i c a}} {d t}}=r_{C, \, c a l j t o r n i c a} N_{C, \, c a l i f o r m i c a} \left( {\frac{K_{C, \, c a l i f o r n i c a}-N_{C, \, c a l i f o r n i c a}-\alpha N_{B, \, a t t r a m e n t a r i a}} {K_{C, \, c a l i f o r n i c a}}} \right)
$$
B. $$
{\frac{d N_{C, \, c a l i f o r m i c a}} {d t}}=r_{C, \, c a l i f o r n i c a} N_{C, \, c a l i f o r n i c a} \left( {\frac{K_{C, \, c a l i f o r n i c a}-N_{C, \, c a l i f o r n i c a}+\beta N_{B, \, a t t r a m e n t a r i a}} {K_{C, \, c a l i f o r n i c a}}} \right)
$$
C. $$
{\frac{d N_{C, \, c a l i f o r m i c a}} {d t}}=r_{C, \, c a l i f o r n i c a} N_{C, \, c a l i f o r n i c a} \left( {\frac{K_{C, \, c a l i r o r n i c a}-N_{C, \, c a l i f o r n i c a}-\alpha N_{B, \, a t t r a m e n t a r i a}} {K_{C, \, c a l i f o r n i c a}}} \right)
$$
D. $$
{\frac{d N_{C, \, c a l i f o r m i c a}} {d t}}=r_{C, \, c a l i f o r n i c a} N_{C, \, c a l i f o r n i c a} \left( {\frac{K_{C, \, c a l i f o r n i c a}-N_{C, \, c a l i f i r n i c a}-\alpha N_{B, \, a t t r a m e n t a r i a}} {K_{C, \, c a l i f o r n i c a}}} \right)
$$
E. $$
{\frac{d N_{C, \, c a l i f o r m i c a}} {d t}}=r_{C, \, c a l i f o r n i c a} N_{C, \, c a l i f o r n i c a} \left( {\frac{K_{C, \, c a l i f o r n i c a}-N_{C, \, c a l i f o r n i c a}-\alpha N_{B, \, m a t t r a m e n t a r i a}} {K_{C, \, c a l i f o r n i c a}}} \right)
$$
F. $$
{\frac{d N_{C, \, c a l i f o r m i c a}} {d t}}=r_{C, \, c a l i f o r n i c a} 0.5N_{C, \, c a l i f o r m i c a} \left( {\frac{K_{C, \, c a l i f o r n i c a}-N_{C, \, c a l i f o r n i c a}-\alpha N_{B, \, a t t r a m e n t a r i a}} {K_{C, \, c a l i f o r n i c a}}} \right)
$$
G. $$
{\frac{d N_{C, \, c a l i f o r m i c a}} {d t}}=r_{C, \, c a l i f o r n i c a} N_{C, \, c a l i f o r n i c a} \left( {\frac{K_{C, \, c a l i f o r n i c a}+N_{C, \, c a l i f o r n i c a}-\alpha N_{B, \, a t t r a m e n t a r i a}} {K_{C, \, c a l i f o r n i c a}}} \right)
$$
H. $$
{\frac{d N_{C, \, c a l i f o r m i c a}} {d t}}=r_{C, \, c a l i f o r n i c a} N_{C, \, c a l i f o r n i c a} \left( {\frac{K_{C, \, c a l i f o r n i c a}-0.5N_{C, \, c a l i f o r n i c a}-\alpha N_{B, \, a t t r a m e n t a r i a}} {K_{C, \, c a l i f o r n i c a}}} \right)
$$
I. $$
{\frac{d N_{C, \, c a l i f o r m i c a}} {d t}}=r_{C, \, c a l i f o r n i c a} N_{C, \, c a l i f o r n i c a} \left( {\frac{K_{C, \, c a l i f o r n i c a}-N_{C, \, c a l i f o r n i c a}-\alpha N_{C, \, a t t r a m e n t a r i a}} {K_{C, \, c a l i f o r n i c a}}} \right)
$$
J. $$
{\frac{d N_{C, \, c a l i f o r m i c a}} {d t}}=r_{C, \, c a l i f o r n i c a} N_{C, \, c a l i f o r n i c a} \left( {\frac{K_{C, \, c i l i f o r n i c a}-N_{C, \, c a l i f o r n i c a}-\alpha N_{B, \, a t t r a m e n t a r i a}} {K_{C, \, c a l i f o r n i c a}}} \right)
$$
Answer: A
Pick the non·planar fold from the following.

Options:
A. Cuspate fold
B. Chevron fold
C. Boxy fold
D. Concentric fold
E. Open fold
F. Recumbent fold
G. Isoclinal fold
H. Horizontal fold
I. Slump fold
J. Disharmonic fold
Answer: A
The hierarchy of measures to control radiation hazards should be ___

Options:
A. Administrative, engineering, personal protecting equipment
B. Personal protecting equipment, administrative, engineering
C. Economic, engineering, personal protective equipment
D. Engineering, administrative, personal productivity equipment
E. Educational, administrative, personal protecting equipment
F. Engineering, administrative, personal protecting equipment
G. Ergonomics, administrative, protective equipment engineering
H. Engineering, administrative, personal protective enhancement
I. Engineering, personal protecting equipment, administrative
J. Environmental, engineering, administrative protective equipment
Answer: F
Gemma-radiation was disovered by ___

Options:
A. Ivan Pavlov
B. Gregor Mendel
C. Marie Curie
D. Nikola Tesla
E. Thomson
F. Paul Villard
G. Newton
H. Edward Jenner
I. Dmitri Mendeleev
J. Rontgen
Answer: F
In order to standardize the representation of the harmful effects of various radiations on the body, the dose average for a specific tissue or organ refers to __

Options:
A. Cumulative dose
B. Radiation Dose
C. Ionizing dose
D. Tissue-specific dose
E. Radiation dose
F. Effective dose
G. Equivalent dose
H. Biological dose
I. Nuclear dose
J. Absorbed Dose
Answer: G
Which of the following statements is correct regarding the wearing of personal dosimeters?

Options:
A. When dealing with protective apron work, it's necessary to use two dosimeters: one outside the apron for detecting radiation from nearby equipment, and one inside for skin dose tracking.
B. For operations requiring a protective apron, two dosimeters are mandated: placing one inside to measure radiation from the environment, and another outside to monitor organ dose.
C. In cases involving protective apron use, two dosimeters are needed: one worn outside the apron to measure external radiation, and another kept inside to track ambient dose levels.
D. In situations where work involves wearing a protective apron, two dosimeters are required: one worn inside the apron to estimate the equivalent dose to the skin and eyes, and the other worn outside the apron to estimate the effective dose.
E. In situations where work is conducted with a protective apron, two dosimeters are required: one worn inside the apron to estimate the equivalent dose for internal organs, and another worn outside the apron to estimate the dose equivalent for skin and eyes.
F. If a protective apron is utilized at the workplace, two dosimeters are needed: one worn outside to measure nearby radiation exposure, and another inside to detect effective doses.
G. Work that involves the use of protective aprons requires two dosimeters: an inside one for gauging skin and eye exposure, and an outside one to track external ambient radiation levels.
H. When working with a protective apron, two dosimeters are required: a personal dosimeter worn on the inside of the apron and a personal dose alarm device worn on the outside of the apron.
I. Use of a protective apron at work mandates two dosimeters: one positioned outside the apron to measure radiation impacting the environment, and another within for internal exposure estimation.
J. When working with protective aprons, it is necessary to use two dosimeters: wear a personal dose alarm inside the apron, and wear a personal dosimeter outside the apron.
Answer: E
Recycling and smelting enterprises for scrap metals are required to establish a radiation monitoring system to monitor ( ) in order to prevent radioactive sources from being accidentally melted.

Options:
A. Discharged wastewater
B. Worker Exposure Levels
C. Furnace Temperature
D. Emitted smoke and dust
E. Emitted Gamma Rays
F. Incoming Material
G. Radioactive Half-life
H. Output Metal Quality
I. The emitted slag
J. Thermal Emission Rates
Answer: F
In the controlled area, personal protection for staff includes:

Options:
A. Distance management protection, outer radiation protection, aerosol contamination protection
B. Internal exposure protection, outer contamination protection, distance protection
C. Airborne pathogen protection, internal exposure protection, distance protection
D. Outer environmental protection, aerosol pollution protection, internal exposure protection
E. External radiation protection, air pollution protection, surface contamination protection
F. Time distance protection, internal filtration protection, surface exposure protection
G. External radiation protection, internal contamination protection, surface contamination protection
H. Skin exposure protection, internal hazard protection, water contamination protection
I. Time protection, distance protection, shielding protection
J. Time management protection, surface exposure protection, shielding protection
Answer: G
Hearing impairment can go unidentified partly because().

Options:
A. It rarely affects the elderly population
B. Doctors frequently screen for ear issues
C. Symptoms usually manifest as blindness
D. There is low public awareness falsely
E. It often shows very pronounced signs
F. Routine tests are comprehensive enough
G. All of the above
H. Many people ignore subtle symptoms
I. Technology over-diagnoses such cases
J. Hearing loss is immediately apparent
Answer: G
Consider a particle with mass $m_{1}$ and energy $E_{1}$ directed towards a system with another stationary particle of mass $m_{2}$. In high-energy physics, it is often convenient to choose the center-of-mass reference frame, where the total momentum is zero. Determine the velocity $\beta$ of the center-of-mass frame relative to the laboratory frame.

Options:
A. $\beta_c = \frac{\sqrt{E_1^2 + m_2^2 c^4}}{E_1 + m_1 c^2} c$
B. $\beta_c = \frac{\sqrt{E_1^2 + m_2^2 c^4}}{E_1 + m_2 c^2} c$
C. $\beta_c = \frac{\sqrt{E_2^2 + m_1^2 c^4}}{E_2 + m_2 c^2} c$
D. $\beta_c = \frac{\sqrt{E_1^2 + m_1^2 c^4}}{E_1 + m_2 c^2} c$
E. $\beta_c = \frac{\sqrt{E_1^2 - m_1^2 c^4}}{E_1 + m_2 c^2} c$
F. $\beta_c = \frac{\sqrt{E_2^2 + m_2^2 c^4}}{E_2 + m_1 c^2} c$
G. $\beta_c = \frac{\sqrt{E_2^2 - m_2^2 c^4}}{E_2 + m_1 c^2} c$
Answer: F
In a certain province's plain region, there is a four-lane highway connecting two major cities. The basic section of the highway is designed for a speed of $120 \ \mathrm{km/h}$. The peak hour traffic volume in one direction is 2100 vehicles per hour, with trucks accounting for 40%. The peak hour factor (PHF) is 0.95. The lane width is 3.5 meters, and the distance from the roadside and the central divider to the edge of the pavement is 0.60 meters. A field survey found that during peak traffic, the average travel speed over a 15-minute period is $76 \ \mathrm{km/h}$. Try to determine the service level of this highway is ().

Options:
A. Upper-flow capacity ranking
B. Three-tier service level
C. Four-stage throughput measure
D. Five-level service classification
E. Base-level traffic tier
F. Seven-layer performance level
G. Maximum capacity tier system
H. Dual-phase efficiency scale
I. First-tier operational grade
J. Two-tier service category
Answer: B
What type of singularity is $z=0$ for the function $f(z) = \operatorname{csc} \, z - \frac{1}{z}$?

Options:
A. Hidden singularity
B. Non-isolated singularity
C. Regular singularity
D. Ordinary singularity
E. True singularity
F. Essential singularity
G. Possible singularity
H. Apparent singularity
I. False singularity
J. Residual singularity
Answer: G
We now define an algorithm: The definition of a(n) is: Number of quasi-triominoes, also known as "almost triominoes," in an n X n bounding box, where a quasi-triomino is a shape made by removing one square from a 2x2 square. Given the input x_list (a series of values): [31, 32, 33, 34, 35, 36, 37, 38, 39, 40], determine the corresponding output sequence y_list.

Options:
A. [161900, 184181, 209820, 236713, 266458, 298457, 333620, 371655, 412884, 457421]
B. [162900, 184181, 209720, 236713, 266358, 298657, 333720, 371655, 412884, 457421]
C. [162800, 185181, 209820, 236813, 266358, 298557, 333620, 371755, 412884, 457421]
D. [162000, 184181, 209720, 236813, 266358, 298457, 333720, 371755, 412884, 457421]
E. [160800, 184181, 209820, 236813, 266358, 298557, 333620, 371655, 412884, 457421]
F. [161900, 184281, 209720, 236713, 266358, 298557, 333620, 371655, 412884, 457421]
G. [162800, 185181, 209820, 236713, 266258, 298557, 333620, 371755, 412884, 457421]
H. [162800, 185081, 209820, 236813, 266258, 298557, 333620, 371655, 412884, 457421]
I. [162900, 185281, 209920, 236913, 266458, 298657, 333720, 371755, 412984, 457521]
J. [162000, 185081, 209820, 236813, 266258, 298457, 333620, 371655, 412884, 457421]
Answer: I
We now define an algorithm: The definition of a(n) is the number of walks of length n along the edges of a regular dodecahedron between two opposite vertices, where a walk is defined as a sequence of moves between adjacent vertices of the polyhedron. Given the input x_list (a series of values): [20, 21, 22, 23, 24, 25, 26, 27, 28, 29], determine the corresponding output sequence y_list.

Options:
A. [171619246, 522598226, 1555243408, 4705481219, 14051590078, 42357719589, 126740502253, 381253030703, 1142062255149, 3431411494056]
B. [171619251, 522598228, 1555243407, 4705481214, 14051590079, 42357719574, 126740502254, 381253030711, 1142062255154, 3431411494059]
C. [171619245, 522598225, 1555243409, 4705481210, 14051590070, 42357719585, 126740502245, 381253030705, 1142062255158, 3431411494068]
D. [171619243, 522598222, 1555243410, 4705481225, 14051590090, 42357719580, 126740502240, 381253030700, 1142062255150, 3431411494065]
E. [171619240, 522598240, 1555243410, 4705481200, 14051590100, 42357719588, 126740502250, 381253030702, 1142062255160, 3431411494070]
F. [171619250, 522598223, 1555243412, 4705481218, 14051590077, 42357719575, 126740502247, 381253030712, 1142062255159, 3431411494079]
G. [171619248, 522598230, 1555243404, 4705481220, 14051590080, 42357719586, 126740502252, 381253030704, 1142062255152, 3431411494062]
H. [171619249, 522598229, 1555243414, 4705481215, 14051590075, 42357719570, 126740502255, 381253030710, 1142062255155, 3431411494075]
I. [171619247, 522598231, 1555243405, 4705481223, 14051590082, 42357719590, 126740502249, 381253030707, 1142062255153, 3431411494050]
J. [171619242, 522598232, 1555243413, 4705481222, 14051590085, 42357719587, 126740502248, 381253030709, 1142062255148, 3431411494060]
Answer: G
We now define an algorithm: The definition of a(n) is: Write 1, 2, ... in a clockwise spiral; sequence gives numbers on positive x axis. This spiral starts at the origin (0,0) and the positive x axis corresponds to the positions (0,1), (0,2), (0,3), and so on. Given the input x_list (a series of values): [38, 39, 40, 41, 42, 43, 44, 45, 46, 47], determine the corresponding output sequence y_list.

Options:
A. [5920, 6230, 6550, 6875, 7205, 7540, 7880, 8225, 8575, 8930]
B. [5790, 6100, 6425, 6750, 7080, 7415, 7755, 8100, 8450, 8805]
C. [5800, 6105, 6430, 6755, 7085, 7420, 7760, 8105, 8455, 8810]
D. [5960, 6275, 6600, 6925, 7255, 7590, 7930, 8275, 8625, 8980]
E. [5900, 6210, 6530, 6855, 7185, 7520, 7860, 8205, 8555, 8910]
F. [5885, 6195, 6520, 6845, 7175, 7510, 7850, 8195, 8545, 8900]
G. [5891, 6202, 6521, 6848, 7183, 7526, 7877, 8236, 8603, 8978]
H. [5875, 6185, 6510, 6835, 7165, 7500, 7840, 8185, 8535, 8890]
I. [5910, 6220, 6540, 6865, 7195, 7530, 7870, 8215, 8565, 8920]
J. [5950, 6265, 6590, 6915, 7245, 7580, 7920, 8265, 8615, 8970]
Answer: G
We now define an algorithm: The definition of a(n) is based on the sequence of large Schröder numbers (sometimes referred to as large Schroeder numbers or big Schroeder numbers), which counts the number of paths from (0,0) to (n,n) that do not rise above the line y = x, consisting of steps (1,0), (0,1), and (1,1), excluding the trivial path that only consists of (1,1) steps. Given the input x_list (a series of values): [15, 16, 17, 18, 19, 20, 21, 22, 23, 24], determine the corresponding output sequence y_list.

Options:
A. [3937603036, 20927156606, 111818025018, 600318852926, 3236724316174, 17518619319890, 95149655200962, 518431875408926, 2832923350919742, 15521467648775090]
B. [3937703038, 20928156706, 111828026018, 600328853926, 3236824317174, 17519619320890, 95150655201962, 518441875418926, 2833023350929743, 15522467648875090]
C. [2937603038, 19927156706, 101818026018, 500318853926, 3136724317174, 16518619320890, 94149655201962, 508431875418926, 2732923350929742, 14521467648875090]
D. [4937603038, 21927156706, 121818026018, 700318853926, 3336724317174, 18518619320890, 96149655201962, 528431875418926, 2932923350929742, 16621467648875090]
E. [3937603048, 20927156716, 111818026128, 600318854026, 3236724317184, 17518619320990, 95149655201972, 518431875418936, 2832923350929752, 15521467648875100]
F. [1837603038, 20927156906, 111818027018, 601318853926, 3246724317174, 17528619320890, 95249655201962, 519431875418926, 2842923350929742, 15531467648875090]
G. [3937603038, 20927156706, 111818026018, 600318853926, 3236724317174, 17518619320890, 95149655201962, 518431875418926, 2832923350929742, 15521467648875090]
H. [3937603039, 20927156707, 111818026019, 600318853927, 3236724317175, 17518619320891, 95149655201963, 518431875418927, 2832923350929743, 15521467648875091]
I. [3937603037, 20927156705, 111818026017, 600318853925, 3236724317173, 17518619320889, 95149655201961, 518431875418925, 2832923350929741, 15521467648875089]
J. [3937602038, 20927156716, 111818026108, 600318853916, 3236724317164, 17518619320790, 95149655201862, 518431875418916, 2832923350929740, 15521467648875080]
Answer: G
We now define an algorithm: The definition of a(n) is: Simple involution of natural numbers: List each block of (2^k)-1 numbers (from (2^k)+1 to 2^(k+1) - 1) in reverse order and fix the powers of 2. Ensure to keep the numbers which are exact powers of 2 in their original positions. Given the input x_list (a series of values): [60, 61, 62, 63, 64, 65, 66, 67, 68, 69], determine the corresponding output sequence y_list.

Options:
A. [61, 60, 63, 62, 64, 68, 67, 66, 65, 69]
B. [63, 62, 61, 60, 64, 68, 67, 66, 65, 69]
C. [36, 35, 34, 33, 64, 127, 126, 125, 124, 123]
D. [64, 63, 62, 61, 60, 69, 68, 67, 66, 65]
E. [60, 61, 64, 63, 62, 65, 66, 67, 68, 69]
F. [60, 61, 62, 63, 64, 65, 66, 67, 68, 69]
G. [62, 61, 60, 63, 64, 67, 66, 65, 68, 69]
H. [65, 66, 67, 68, 64, 63, 62, 61, 60, 69]
I. [62, 63, 60, 61, 64, 65, 66, 67, 68, 69]
J. [67, 66, 65, 64, 69, 60, 61, 62, 63, 68]
Answer: C
We now define an algorithm: The definition of a(n) is the number of partitions of n into parts where each part can be of three distinct kinds. These kinds are distinguishable from each other, meaning that even if the numerical value is the same, the kind can vary. This concept originates from partition theory in combinatorics. Given the input x_list (a series of values): [29, 30, 31, 32, 33, 34, 35, 36, 37, 38], determine the corresponding output sequence y_list.

Options:
A. [11701995, 16790133, 23964591, 34034388, 48104066, 67679106, 94800534, 132230018, 183686991, 254170329]
B. [11701992, 16790130, 23964588, 34034385, 48104063, 67679103, 94800531, 132230015, 183686988, 254170326]
C. [11701999, 16790137, 23964595, 34034392, 48104070, 67679110, 94800538, 132230022, 183686995, 254170333]
D. [11701996, 16790134, 23964592, 34034389, 48104067, 67679107, 94800535, 132230019, 183686992, 254170330]
E. [11701990, 16790128, 23964586, 34034383, 48104061, 67679101, 94800529, 132230013, 183686986, 254170324]
F. [11701993, 16790131, 23964589, 34034386, 48104064, 67679104, 94800532, 132230016, 183686989, 254170327]
G. [11701997, 16790135, 23964593, 34034390, 48104068, 67679108, 94800536, 132230020, 183686993, 254170331]
H. [11701998, 16790136, 23964594, 34034391, 48104069, 67679109, 94800537, 132230021, 183686994, 254170332]
I. [11701991, 16790129, 23964587, 34034384, 48104062, 67679102, 94800530, 132230014, 183686987, 254170325]
J. [11701994, 16790132, 23964590, 34034387, 48104065, 67679105, 94800533, 132230017, 183686990, 254170328]
Answer: H
We now define an algorithm: The definition of a(n) is the number of ways to dissect a convex n-gon into n-4 regions using diagonals. Given the input x_list (a series of values): [17, 18, 19, 20, 21, 22, 23, 24, 25, 26], determine the corresponding output sequence y_list.

Options:
A. [212952285, 898198875, 3771484800, 15775723920, 65770848990, 273420862110, 1133802618000, 4691140763500, 19371432850770, 79850555673174]
B. [212950000, 898000000, 3770000000, 15775000000, 65770000000, 273400000000, 1133800000000, 4691100000000, 19371000000000, 79850000000000]
C. [213000000, 899000000, 3780000000, 15800000000, 65800000000, 274000000000, 1135000000000, 4700000000000, 19400000000000, 79900000000000]
D. [212952200, 898198800, 3771484000, 15775723000, 65770848000, 273420860000, 1133802600000, 4691140700000, 19371432800000, 79850555673000]
E. [212952300, 898198850, 3771484700, 15775723800, 65770848800, 273420861000, 1133802617000, 4691140760000, 19371432850000, 79850555673000]
F. [215000000, 900000000, 3800000000, 16000000000, 66000000000, 275000000000, 1140000000000, 4710000000000, 19500000000000, 80000000000000]
G. [212952285, 898198875, 3771484800, 15775723920, 65770848995, 273420862115, 1133802618005, 4691140763450, 19371432850800, 79850555673200]
H. [212952286, 898198876, 3771484801, 15775723921, 65770848991, 273420862111, 1133802618001, 4691140763401, 19371432850771, 79850555673175]
I. [212952285, 898198875, 3771484800, 15775723920, 65770848990, 273420862110, 1133802618000, 4691140763400, 19371432850770, 79850555673174]
J. [212952280, 898198870, 3771484790, 15775723910, 65770848980, 273420862100, 1133802617990, 4691140763350, 19371432850760, 79850555673164]
Answer: I
We now define an algorithm: The definition of a(n) is the number of ways to factorize n into three ordered parts, such that n = r * s * t. Given the input x_list (a series of values): [80, 81, 82, 83, 84, 85, 86, 87, 88, 89], determine the corresponding output sequence y_list.

Options:
A. [43, 16, 11, 2, 57, 11, 11, 11, 34, 2]
B. [47, 13, 10, 5, 55, 10, 10, 10, 29, 5]
C. [44, 11, 6, 6, 56, 6, 6, 6, 32, 6]
D. [40, 14, 8, 2, 50, 8, 8, 8, 28, 2]
E. [46, 17, 12, 1, 53, 12, 12, 12, 33, 1]
F. [42, 16, 7, 4, 52, 7, 7, 7, 31, 4]
G. [49, 15, 5, 3, 59, 5, 5, 5, 37, 3]
H. [45, 15, 9, 3, 54, 9, 9, 9, 30, 3]
I. [48, 18, 7, 4, 58, 7, 7, 7, 36, 4]
J. [41, 19, 8, 5, 51, 8, 8, 8, 35, 5]
Answer: H
We now define an algorithm: The definition of a(n) is the number of Dyck paths of length 2n using knight moves. Given the input x_list (a series of values): [22, 23, 24, 25, 26, 27, 28, 29, 30, 31], determine the corresponding output sequence y_list.

Options:
A. [13913325, 35378586, 91415954, 234397542, 606983496, 1566013450, 4065765499, 10540066710, 27437831060, 71404804003]
B. [13913325, 35378586, 91415954, 234397542, 606983495, 1566013450, 4065765499, 10540066710, 27437831060, 71404804002]
C. [13913325, 35378587, 91415954, 234397542, 606983495, 1566013450, 4065765499, 10540066710, 27437831061, 71404804002]
D. [13913326, 35378586, 91415954, 234397543, 606983495, 1566013450, 4065765499, 10540066710, 27437831060, 71404804001]
E. [13913325, 35378586, 91415955, 234397545, 606983495, 1566013450, 4065765498, 10540066710, 27437831060, 71404804002]
F. [13913325, 35378585, 91415954, 234397542, 606983495, 1566013450, 4065765499, 10540066711, 27437831060, 71404804002]
G. [13913325, 35378586, 91415954, 234397542, 606983495, 1566013454, 4065765499, 10540066710, 27437831060, 71404804002]
H. [13913325, 35378586, 91415951, 234397542, 606983495, 1566013450, 4065765499, 10540066715, 27437831060, 71404804002]
I. [13913324, 35378586, 91415954, 234397542, 606983495, 1566013448, 4065765499, 10540066710, 27437831060, 71404804002]
J. [13913328, 35378586, 91415954, 234397540, 606983495, 1566013450, 4065765500, 10540066710, 27437831060, 71404804002]
Answer: B
We now define an algorithm: The definition of a(n) is the number of 2 X 2 matrices with entries mod n and nonzero determinant. Given the input x_list (a series of values): [25, 26, 27, 28, 29, 30, 31, 32, 33, 34], determine the corresponding output sequence y_list.

Options:
A. [372010, 433456, 505450, 580786, 682090, 762160, 892810, 999946, 1138378, 1284496]
B. [371998, 433444, 505438, 580774, 682078, 762148, 892798, 999934, 1138366, 1284484]
C. [371999, 433445, 505439, 580775, 682079, 762149, 892799, 999935, 1138367, 1284485]
D. [372001, 433447, 505441, 580777, 682081, 762151, 892801, 999937, 1138369, 1284487]
E. [372030, 433476, 505470, 580806, 682110, 762180, 892830, 999966, 1138398, 1284516]
F. [372050, 433496, 505490, 580826, 682130, 762200, 892850, 999986, 1138418, 1284536]
G. [372040, 433486, 505480, 580816, 682120, 762190, 892840, 999976, 1138408, 1284526]
H. [372002, 433448, 505442, 580778, 682082, 762152, 892802, 999938, 1138370, 1284488]
I. [372020, 433466, 505460, 580796, 682100, 762170, 892820, 999956, 1138388, 1284506]
J. [372000, 433446, 505440, 580776, 682080, 762150, 892800, 999936, 1138368, 1284486]
Answer: J
We now define an algorithm: The definition of a(n) is: Permutation of nonnegative integers obtained by a specific transformation on the binary representation of n. For each bit[i] in the binary representation, except the most and the least significant bits, set bit[i] = bit[i] XOR bit[i-1], where bit[i-1] is the less significant bit. Here, XOR refers to the binary logical exclusive or operator. Given the input x_list (a series of values): [59, 60, 61, 62, 63, 64, 65, 66, 67, 68], determine the corresponding output sequence y_list.

Options:
A. [47, 38, 41, 36, 35, 66, 69, 73, 71, 78]
B. [54, 45, 48, 43, 42, 73, 76, 80, 78, 85]
C. [52, 43, 46, 41, 40, 71, 74, 78, 76, 83]
D. [43, 34, 37, 32, 31, 62, 65, 69, 67, 74]
E. [46, 37, 40, 35, 34, 65, 68, 72, 70, 77]
F. [48, 39, 42, 37, 36, 67, 70, 74, 72, 79]
G. [44, 35, 38, 33, 32, 63, 66, 71, 68, 75]
H. [45, 36, 39, 34, 33, 64, 67, 70, 69, 76]
I. [50, 41, 44, 39, 38, 69, 72, 76, 74, 81]
J. [56, 47, 50, 45, 44, 75, 78, 82, 80, 87]
Answer: H
We now define an algorithm: The definition of a(n) is the sequence obtained by expanding the generating function (1 - x + x^2) / (1 - x)^2 in powers of x. Given the input x_list (a series of values): [62, 63, 64, 65, 66, 67, 68, 69, 70, 71], determine the corresponding output sequence y_list.

Options:
A. [60, 61, 62, 63, 64, 65, 66, 67, 68, 69]
B. [64, 65, 66, 67, 68, 69, 70, 71, 72, 73]
C. [56, 57, 58, 59, 60, 61, 62, 63, 64, 65]
D. [62, 63, 64, 65, 66, 67, 68, 69, 70, 71]
E. [66, 67, 68, 69, 70, 71, 72, 73, 74, 75]
F. [58, 59, 60, 61, 62, 63, 64, 65, 66, 67]
G. [61, 62, 63, 64, 65, 66, 67, 68, 69, 70]
H. [57, 58, 59, 60, 61, 62, 63, 64, 65, 66]
I. [65, 66, 67, 68, 69, 70, 71, 72, 73, 74]
J. [63, 64, 65, 66, 67, 68, 69, 70, 71, 72]
Answer: D
We now define an algorithm: The definition of a(n) is the sequence of scaled Chebyshev U-polynomials evaluated at the imaginary unit i, forming a generalized Fibonacci sequence. Given the input x_list (a series of values): [12, 13, 14, 15, 16, 17, 18, 19, 20, 21], determine the corresponding output sequence y_list.

Options:
A. [137056256, 661766144, 3145289600, 15428222976, 74494050304, 359689093120, 1736732573696, 8385686667264, 40489676963840, 195501154524416]
B. [137056256, 561766144, 3195289600, 15428222976, 74494050304, 359689093120, 1736732573696, 7385686667264, 40489676963840, 195501454524416]
C. [137056256, 661766144, 3195289600, 15428222976, 74494050304, 359689093120, 1736732573696, 8385686667264, 40489676963840, 195501454524416]
D. [137056256, 661766144, 3195289600, 15428222976, 74494050304, 359689093120, 1836732573696, 8385686667264, 40489676963840, 196501454524416]
E. [137056256, 661766144, 3195289600, 12428222976, 74494050304, 359689093120, 1736732573696, 8385686667264, 40489676963840, 195501454524416]
F. [137056256, 661766144, 3195289600, 15428222976, 74494050304, 359689093120, 1736732573696, 8385686667264, 40479676963840, 195501454524416]
G. [137056256, 661766144, 3195289600, 15428222976, 74494050304, 359689093120, 1736732573696, 8385686667264, 40489676963840, 195401454524416]
H. [137056256, 661766144, 3175289600, 15428222976, 74434050304, 359689093120, 1736732573696, 8385686667264, 40489676963840, 195501454524416]
I. [137056256, 661766144, 3195289600, 15428222976, 74494050304, 369689093120, 1736732573696, 8385686667264, 40189676963840, 195501454524416]
J. [137056256, 661766144, 3195289600, 15428222976, 74394050304, 359689093120, 1736732573696, 8385686667264, 40489676963840, 195501454524416]
Answer: C