Fail2Ban iptables entries to reject HTTPS not stopping requests on Amazon Linux 2

I’ve set up Fail2Ban on Amazon Linux 2, enabling the built-in nginx-http-auth jail with this override config:

[nginx-http-auth]
enabled = true
action = iptables[name=HTTPS, port=https, protocol=tcp]
logpath = <snip>/logs/*error*.log
findtime = 15m
bantime = 15m
maxretry = 5

The action is triggering and I’m getting the following entry in iptables -S:

-A f2b-HTTPS -s 120.<snip>.122/32 -j REJECT --reject-with icmp-port-unreachable

However, I can continue making new HTTPS requests from the banned IP which are receiving 401 responses from Nginx. I’ve replicated from two IP addresses – my phone and another EC2 host.

Why isn’t the iptable rule stopping HTTPS requests?

Do I need to change my fail2ban config somehow to make it work?

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Rating: 5



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Relationship between inductive families and type-returning functions

Dependently typed languages such as Agda support inductive families, also called indexed datatypes, which allow type parameters to vary between constructors. This can be used to define a set of relations between types, which can be used to constrain existentials. For example, we can capture the relation

$$begin{align*}
mathsf{Unit} &longmapsto mathsf{Bool}\
mathsf{Nat} &longmapsto mathsf{Int}
end{align*}$$

in the following Agda type:

data Link : Set → Set → Set where
  link-a : Link ⊤ Bool
  link-b : Link ℕ ℤ

We can then define a type Tie that pairs a value of type Link A B with a function A → B:

data Tie (L : Set → Set → Set) : Set₁ where
  tie : ∀ {A B} → L A B → (A → B) → Tie L

Just for further illustration, here are a few examples of working with these types:

tie₁ : Tie Link
tie₁ = tie link-a λ tt → true

tie₂ : Tie Link
tie₂ = tie link-b λ n → + n

app-tie : Tie Link → ℕ → Bool ⊎ ℤ
app-tie (tie link-a f) _ = inj₁ (f tt)
app-tie (tie link-b f) n = inj₂ (f n)

This is a useful technique, and this pattern is common in languages like Haskell (where inductive families correspond to GADTs). However, in Agda, the construction is somewhat awkward, as Tie belongs to Set₁ rather than Set due to the need to existentially embed A B : Set in the tie constructor.

I find this unsatisfying, as a simple rearranging of our types allows a definition of Tie that belongs to Set. Instead of defining Link as an inductive family, we define it as a combination of an index and a type-returning function:

data LinkI : Set where
  link-a′ : LinkI
  link-b′ : LinkI

Link′ : LinkI → Set × Set
Link′ link-a′ = ⊤ ,′ Bool
Link′ link-b′ = ℕ ,′ ℤ

Now we can define a version of Tie that contains no types and therefore belongs to Set:

data Tie′ {I : Set} (L : I → Set × Set) : Set where
  tie′ : (i : I) → uncurry′ Morphism (L i) → Tie′ L

At first blush, we seem to be able to do all the same things with this formulation:

tie′₁ : Tie′ Link′
tie′₁ = tie′ link-a′ λ tt → true

tie′₂ : Tie′ Link′
tie′₂ = tie′ link-b′ λ n → + n

app-tie′ : Tie′ Link′ → ℕ → Bool ⊎ ℤ
app-tie′ (tie′ link-a′ f) _ = inj₁ (f tt)
app-tie′ (tie′ link-b′ f) n = inj₂ (f n)

However, this indirect encoding is annoying to work with. Seeing as the transformation is entirely mechanical, intuitively it seems we ought to be able to somehow achieve Tie Link : Set while retaining Link as an indexed type, but it isn’t clear to me that this is actually possible.

Given the above context, my question is threefold:

  1. Are Tie and Tie′ meaningfully distinct, in the sense that Tie allows doing things that Tie′ does not? If so, what?

  2. One can argue that tie does in fact contain A B : Set while tie does not, so Tie must surely belong to Set₁. But the types A and B can always be easily reconstructed from Link A B, so surely they don’t need to be stored, in a similar sense to that described in Inductive families need not store their indices. Is this reasoning flawed, or is this simply an implementation infelicity?

  3. Has the relationship between these two constructions been treated explicitly in any existing literature?

privacy – Impact of the System Information Leak

Here, The application stored **e.printstacktrace()** in a log file, which is accessible to a specific user group, we need such detailed information for debugging purposes.

As per the security team, they are provoking us to remove such detailed system information from the log file, So here my question is about how it will affect the security of the application.

Thanks in advanced

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This is my calculations (as far as this is not a scam or anything, I’m not sure really….)

I bought 590 ravens and 1 sapphire for 66 dollars.
for every four days, buy as many as possible you can for the coins the chicken has generated to the “biggest” chicken (ex. if you have 1750 coins you buy 1 cotton and 1 raven instead of 11 ravens…)
Repeat that pattern. On the seventh or eight month, you will have started to earn your first 100 dollars in passive income.
on the tenth month, the total savings you have picked out will be around 5000-6000 dollars.
on the twelfth month, you will have an estimated monthly income of 2772 dollars.

I see alot of potential in this. The deal does not seem too good to be true (many already thinks it goes too slow), and the biggest golden bird will have paid has an annual interest rate of 3.7 which means every dollar you invest in a golden bird will be multiplied by 3.7 before the year ends.

Now notice, that there are a few disclaimers from their terms which I find worrying but also explains how they can finance all of this:
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which mean they have the right to over night turn your “coins” useless. Very pitty if you have invested alot of money in these birds.
– 70% of your deposit is converted into coins that can be used to buy birds, the rest 30% is used to withdraw your balance.
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My recommendation is this: If you already have alot of savings (over 500 dollars), take 70 dollars of these and use them to buy birds. if you don’t have alot of savings, just build on the bonus you get. by only investing the bonus, the calculations I made will be delayed by est. 1.5 years. Still, that’s not very long time, considering that if you are only 20, you will get rich before you reach 25, according to this side.

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