Let’s start by converting everything to numbers to see what we have
@#2C3Bd!Ac!1Ba1a!a1AA2A#a2Ab#1Db!b@a1A 23233241131121111111121312123142122111
The distribution seems good for morse. We know that in morse numbers need 5 bits. Let’s try to spot how we can make consecutive groups of 5 to match the passcode format
23 23 32 41 1311211111111213121 23 14 2122111
Just by looking at this we can see that the code is reversed. Reverse and find the numbers for morse
A1a@b!b D1 #b A2a#A2AA1a!a1aB1!cA !d B3 C2 #@ 1112212 41 32 1213121111111121131 14 23 32 32
From this we can figure out the split points: uppercase and symbols
A1a @b !b D1 #b A2a # A2 A A1a !a1a B1 !c A !d B3 C2 # @ 111 22 12 41 32 121 3 12 1 111 1111 21 13 1 14 23 32 3 2
Convert letters and numbers to dots, symbols to dashes. Their corresponding numbers indicate how many of each you need to form the morse code
.-. --.. -.. ....- ---.. .--. --- .-- . .-. -.-. ..- -... . -.... ..--- ...-- --- --
Convert morse to text
RZD48POWERCUBE623OM
Let’s start by converting everything to numbers to see what we have
@#2C3Bd!Ac!1Ba1a!a1AA2A#a2Ab#1Db!b@a1A 23233241131121111111121312123142122111
The distribution seems good for morse. We know that in morse numbers need 5 bits. Let’s try to spot how we can make consecutive groups of 5 to match the passcode format
23 23 32 41 1311211111111213121 23 14 2122111
Just by looking at this we can see that the code is reversed. Reverse and find the numbers for morse
A1a@b!b D1 #b A2a#A2AA1a!a1aB1!cA !d B3 C2 #@ 1112212 41 32 1213121111111121131 14 23 32 32
From this we can figure out the split points: uppercase and symbols
A1a @b !b D1 #b A2a # A2 A A1a !a1a B1 !c A !d B3 C2 # @ 111 22 12 41 32 121 3 12 1 111 1111 21 13 1 14 23 32 3 2
Convert letters and numbers to dots, symbols to dashes. Their corresponding numbers indicate how many of each you need to form the morse code
.-. --.. -.. ....- ---.. .--. --- .-- . .-. -.-. ..- -... . -.... ..--- ...-- --- --
Convert morse to text
RZD48POWERCUBE623OM
