Count to 1,000,000

[Phillip_Lynx]

In the year 258 AD the university of Nanjing was founded.

258

[FishSandwich]

U.S. Route 259 is a north–south spur of U.S. Route 59 that runs for 250 miles (402 km) through rural areas of southeast Oklahoma and northeast Texas.

[Phillip_Lynx]

The DS-260 is the Immigrant Visa Electronic Application of the USA.

260

[FishSandwich]

261 is a little duck and a fat lady next to a fence.

[aRatNamedSammy]

2+6+2x100k= the number we want to reach

[matpmag]

According to wikipedia:
263 is a balanced prime, an irregular prime, a Ramanujan prime, and a safe prime.

I have no idea what that means

263

[indjev99]

Year 264 (CCLXIV) was a leap year starting on Friday. At the time, it was known as the Year of the Consulship of Gallienus and Saturninus.

[Smarty]

265 made me thing about the Sapphire Dual-X R7 265 2GB GDDR5

[matpmag]

Candy crush level 266
To pass this level, you must collect 5 striped candy + striped candy combinations and score at least 25,000 points in 50 moves or fewer

[Xecutor]

267 is almost continuous sequence of numbers. But 345 are missing

[aRatNamedSammy]

2+6=8

268

[Nagshell]

10^2 + 13^2 = 269
Why those numbers? Because it's good idea to have 13 boilers for each 10 steam engines.

[Smarty]

i killed 270 dwemer automatons in skyrim

[Thomasnotused]

I drove on route 271

[Frn]

23 Iron and 5.5 Copper plates for an Electric Miner

[SNORKOFOB]

23 Iron and 5.5 Copper plates for an Electric Miner

I don't know how its related to 272 number. I guess, mine is still 273

2*7*3=6*9, if you know what I mean.

[Smarty]

278 - 274 = 4
4* 12 = 48
48 : 16 = 3
3 * 91 = 273
273 + 1 = 274

[FishSandwich]

275 because why not

[keyboardhack]

f(x) = (Round((((38 * ((Sqrt(Exp((Sqrt((x ^ Exp(Tan((x + |(Floor(Log((68 ^ (((Ceil(Sqrt((x ^ Sqrt(Tan(Tan(ASin(ACos(x)))))))) ^ x) / Sqrt((Exp((ASin(((x * ((ATan((Exp(Ln(Cos(Sqrt(Sqrt(Exp((ACos(|(Ceil(Sin(Sqrt(Ceil((9 ^ (Tan(Floor(x)) - 91)))))))|) + x))))))) / x)) ^ 30) * 94)) ^ x)) + 87)) * 37))) ^ |((84 / Sin(x)))|)))))|))))) ^ (Ceil(Sin((x + x))) ^ Ln(Sin((ASin((Cos((Round((x + (02 ^ Log(Sin(Tan(((ATan(x) * 101) * x))))))) % x)) / 61)) ^ Exp((x ^ (Exp(ASin(Sin(Sin(Ceil(Ln(x)))))) + x)))))))))) + 24) + x)) / x) / 8)) % (04 * Ceil(Floor(Ln((Sin((((Sin(Sqrt((88 ^ x))) * 71) * x) * (((Floor(x) ^ (Sin(Ceil((7 - (Tan(((x + Ln(((Ceil(x) % 3) * 11))) ^ 25)) / 9)))) ^ (Sin(|(x)|) / (((Exp(Sqrt(ATan((x ^ (x / Tan(Cos((Ln(Round(x)) ^ x)))))))) + (x / Exp(Sqrt(Ceil(Log(ACos(|(Log(ATan(Round(Exp(Sqrt((Sqrt((x / ACos(ATan(Exp(ATan(Log(Ceil(ASin(Cos(Ceil(x))))))))))) % 80)))))))|))))))) ^ ASin((x % x))) + Exp(Floor(Log(x))))))) - 21) / Tan(ATan(Exp(Ln(Cos(Sqrt(ATan(Exp((x * (|(Tan((Floor((|((35 * Sqrt((52 + (7 % Log(ACos(Ln(x))))))))| * ATan((1 * Log(|(ASin(Log(Sqrt(|(Ln((x + x)))|))))|))))) - x)))| ^ x))))))))))))) ^ Ceil(ACos(|(ACos(x))|))))))))

f(1) = 276

[FishSandwich]

277 is the amount of hours it took me to understand the previous post.