Is it possible to write a bitcoin transaction with just pen, paper and a private key from the address with some unspent expenditure?

In my last answer, I made a claim that I want to prove or disprove. If this work is possible, how much paper does it need? What kind of software does Bob need to send a transaction to miners?

upd What is the simplest calculator (neither laptop nor smartphone nor raspberry) you need to make it human? What is a deadline for committing the written transaction?

rust – Simple program for recording revenue and expenditure

I decided to work on a budget proposal to start Rust. As it stands, this program takes the given expenses and revenues and tells the user if they have a surplus, deficit or breakeven. I will add more features to this program as I evolve in the development process.

use std :: io;
use std :: process;

fn income_ask () -> string {
println! ("Add income? [y/n]: ");
let mut add_income = String :: new ();
io :: stdin ()
.read_line (& mut add_income)
.expect ("Error reading input");
return add_income;
}

fn income_sum (Income list: & Vec, Income: & mut u64) {
* income = income_list.iter (). sum ();
println! ("{}", Income);
}

fn Expense_ask () -> String {
println! ("Add costs? [y/n]: ");
let mut add_expense = String :: new ();
io :: stdin ()
.read_line (& mut add_expense)
.expect ("Error reading input");
return add_expense;
}

fn effort_sum (effort_list: & Vec, Issues: & mut u64) {
* Expenditure = Expenditure.it (). sum ();
}

fn prompt_income (Income list: & mut Vec, income_name: & mut Vec, Income: & mut u64) {
Loop {
let result = income_ask ();
if result.trim () == "y" {
("Enter the revenue stream. [Numbers Only]: ");
let mut income_input = String :: new ();
io :: stdin ()
.read_line (& mut income_input)
.expect ("Error reading input");
let income_input: u64 = match income_input.trim (). parse () {
Ok (num) => num,
Err (_) => continue,
};
income_list.push (income_input);

println! ("Enter the income name. [Name Only]: ");
let mut income_name1 = String :: new ();
io :: stdin ()
.read_line (& mut income_name1)
.expect ("Error reading input");
income_name.push (income_name1);
} else {
break;
}
}
income_sum (& income_list, income);
println! ("Total user income: {}", income);
}

fn prompt_expense (Expense_list: & mut Vec, Expense Name: & mut Vec, Issues: & mut u64) {
Loop {
let result = overhead task ();
if result.trim () == "y" {
println! ("Enter cost amount. [Numbers Only]: ");
let mut cost_input = String :: new ();
io :: stdin ()
.read_line (& mut Expense_input)
.expect ("Error reading input");
Let Expense_input: u64 = match Expense_input.trim (). parse () {
Ok (num) => num,
Err (_) => continue,
};
Expense_list.push (Expense_input);

println! ("Enter the output name. [Name Only]: ");
let mut spesen_name1 = String :: new ();
io :: stdin ()
.read_line (& courage Expense Name1)
.expect ("Error reading input");
Expense name.push (Expense name1);
} else {
break;
}
Effort_sum (& effort_list, effort);
println! ("Total cost of use: {}", expenses);
}
}

fn uservalue (revenue: u64, issues: u64) {
let valoutput: i64;
Value contribution = income as i64 - expense as i64;
if valoutput < 0 {
        println!(
            "You are in the negative, you have a deficit of {}",
            valoutput
        );
    } else if valoutput == 0 {
        println!("You have broken even, you are spending exactly as much as you make.");
    } else if valoutput > 0 {0
println! (
"You are positive, you have a surplus of {}",
value output
);
}
}

fn close_program () {
println! ("Program is ended.");
process :: exit (1);
}

fn main () {
let courage cost_list: Vec = Vec :: new ();
let mut income_list: Vec = Vec :: new ();
let courage spesen_name: Vec = Vec :: new ();
let mut income_name: Vec = Vec :: new ();
let courage income: u64 = 0;
Let courage expend: u64 = 0;

Loop {
prompt_income (& mut income_list, & mut income_name, & mut income);
prompt_expense (& mut Expense_list, & mut Expense_name, & mut Expenses);

Utility value (income, expenses);
println! ("Would you like to do another analysis? [y/n]: ");
let mut another = String :: new ();
io :: stdin ()
.read_line (& mut others)
.expect ("Error reading input");

if another.trim () == "y" {
Income = 0;
Expenses = 0;
Expense List.clear ();
incomelist.clear ();
Expense name.clear ();
income_name.clear ();
} else {
Close application ();
}
}
}

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Bitcoin core – What is partial expenditure? What makes avoiding partial donations?

At present, the best practice is to get coins only once to an address. Each new wallet will generate a new recipient's address if the previously displayed one has already received coins.

There are, however, scenarios in which an address can receive coins several times, e.g. For example, a stored address may be stored on a stock exchange, on an automatic payout system (mining pools, etc.), or simply intentionally assigned to the same address by multiple people sending you coins.

In such cases, an address is assigned to several, possibly different sized, utxos.

In addition, if you have many other addresses in a single transaction in addition to your wallet, this address can cause coin selection algorithms to spend the coins of that address, along with the coins sent to other single-use addresses, as the same wallet belonging.

avoid partial donation is a configuration option that tells the koinseection system to output all utxos for a single address before attempting to obtain utxos from other addresses (which may still be required depending on the size of the shipment). This will ensure that the selected utxos minimize the number of individual addresses associated with a single transaction. However, this comes at the expense of a higher transaction fee due to potentially larger transaction sizes and a sub-optimal selection of Utxo over the selection of the best entries for the amount sent.

This improves privacy to some extent. However, as mentioned earlier, this is not a complete solution, as future utxos to this address can be used in other transactions that will link them to other wallet addresses after this process.

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Time expenditure of two sums

I have these two codes that do the same thing. My observation seems to indicate that both are O (N ^ 2), but I need confirmation from the community.

Solution 1:
for (i = 0; i <nums.length; i ++) {
for (j = i + 1; j <nums.length; j ++) {
if (nums[i]+ nums[j] == destination) {
Temp[k++]= i;
Temp[k]= j;
}
}
}



Soln2:
for (int i = 1; i= 0) {
if (nums[i]+ nums[j]== destination) {
// Save already defined where else ..
business[0] = i;
business[1] = j;
break;
} else j-;
}
}