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]
| 1 | #!/bin/bash |
| 2 | # Secret service entry needs the account key set to: |
| 3 | account_value=learning_password |
| 4 | |
| 5 | |
| 6 | # Function to check the input against the stored secret |
| 7 | check_secret() { |
| 8 | local input="$1" |
| 9 | local secret_service_account="$2" |
| 10 | |
| 11 | local secret |
| 12 | secret=$(secret-tool lookup account "$secret_service_account") |
| 13 | |
| 14 | if [[ $? -ne 0 || -z "$secret" ]]; then |
| 15 | echo -e "\033[31mError: Could not retrieve secret.\033[0m" |
| 16 | return 1 |
| 17 | fi |
| 18 | |
| 19 | local result="" |
| 20 | for ((i = 0; i < ${#input}; i++)); do |
| 21 | if [[ "${input:$i:1}" == "${secret:$i:1}" ]]; then |
| 22 | result+="\033[32m\033[0m" # Green for correct |
| 23 | else |
| 24 | result+="\033[31m\033[0m" # Red for incorrect |
| 25 | fi |
| 26 | done |
| 27 | |
| 28 | local len_string="" |
| 29 | if [[ ${#input} -gt ${#secret} ]]; then |
| 30 | len_string="\033[33m+$((${#input} - ${#secret}))\033[0m" |
| 31 | elif [[ ${#input} -lt ${#secret} ]]; then |
| 32 | len_string="\033[33m-$((${#secret} - ${#input}))\033[0m" |
| 33 | else |
| 34 | len_string="\033[32m==\033[0m" |
| 35 | fi |
| 36 | |
| 37 | echo -e "Result ($len_string): $result" |
| 38 | return 0 |
| 39 | } |
| 40 | |
| 41 | while true; do |
| 42 | echo -n "Enter secret (hidden input, Ctrl+C to exit): " |
| 43 | input="" |
| 44 | |
| 45 | while IFS= read -rsn1 char; do |
| 46 | if [[ "$char" == "" ]]; then # Enter key |
| 47 | echo |
| 48 | break |
| 49 | fi |
| 50 | echo -n "" |
| 51 | input+="$char" |
| 52 | done |
| 53 | |
| 54 | check_secret "$input" "$account_value" |
| 55 | |
| 56 | echo |
| 57 | done |