SC CODE: Function InitializePrivate() Uint64
10 IF init() == 0 THEN GOTO 30
20 RETURN 1
30 STORE("var_header_name", "hammerlogo.webp.gz")
31 STORE("var_header_description", "Logo : Nietzschean cryptohammer")
32 STORE("var_header_icon", "")
33 STORE("dURL", "nietzschean-crypto-hammer.tela")
34 STORE("docType", "TELA-STATIC-1")
35 STORE("subDir", "assets/icons/")
36 STORE("fileCheckC", "24f47f199b2827e91ef5c24dae16d8208273f0a60fa16daae9c8287bd16bf01d")
37 STORE("fileCheckS", "243d6a15045c0d67a65b292dd5e55e532c8be8abe9232fafcca1768bcf04cdd")
100 RETURN 0
End Function
Function init() Uint64
10 IF EXISTS("owner") == 0 THEN GOTO 30
20 RETURN 1
30 STORE("owner", address())
50 STORE("docVersion", "1.0.0")
60 STORE("hash", HEX(TXID()))
70 STORE("likes", 0)
80 STORE("dislikes", 0)
100 RETURN 0
End Function
Function address() String
10 DIM s as String
20 LET s = SIGNER()
30 IF IS_ADDRESS_VALID(s) THEN GOTO 50
40 RETURN "anon"
50 RETURN ADDRESS_STRING(s)
End Function
Function Rate(r Uint64) Uint64
10 DIM addr as String
15 LET addr = address()
16 IF r < 100 && EXISTS(addr) == 0 && addr != "anon" THEN GOTO 30
20 RETURN 1
30 STORE(addr, ""+r+"_"+BLOCK_HEIGHT())
40 IF r < 50 THEN GOTO 70
50 STORE("likes", LOAD("likes")+1)
60 RETURN 0
70 STORE("dislikes", LOAD("dislikes")+1)
100 RETURN 0
End Function
/*
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
*/ |
| SC Arguments: [Name:SC_ACTION Type:uint64 Value:'1' Name:SC_CODE Type:string Value:'Function InitializePrivate() Uint64
10 IF init() == 0 THEN GOTO 30
20 RETURN 1
30 STORE("var_header_name", "hammerlogo.webp.gz")
31 STORE("var_header_description", "Logo : Nietzschean cryptohammer")
32 STORE("var_header_icon", "")
33 STORE("dURL", "nietzschean-crypto-hammer.tela")
34 STORE("docType", "TELA-STATIC-1")
35 STORE("subDir", "assets/icons/")
36 STORE("fileCheckC", "24f47f199b2827e91ef5c24dae16d8208273f0a60fa16daae9c8287bd16bf01d")
37 STORE("fileCheckS", "243d6a15045c0d67a65b292dd5e55e532c8be8abe9232fafcca1768bcf04cdd")
100 RETURN 0
End Function
Function init() Uint64
10 IF EXISTS("owner") == 0 THEN GOTO 30
20 RETURN 1
30 STORE("owner", address())
50 STORE("docVersion", "1.0.0")
60 STORE("hash", HEX(TXID()))
70 STORE("likes", 0)
80 STORE("dislikes", 0)
100 RETURN 0
End Function
Function address() String
10 DIM s as String
20 LET s = SIGNER()
30 IF IS_ADDRESS_VALID(s) THEN GOTO 50
40 RETURN "anon"
50 RETURN ADDRESS_STRING(s)
End Function
Function Rate(r Uint64) Uint64
10 DIM addr as String
15 LET addr = address()
16 IF r < 100 && EXISTS(addr) == 0 && addr != "anon" THEN GOTO 30
20 RETURN 1
30 STORE(addr, ""+r+"_"+BLOCK_HEIGHT())
40 IF r < 50 THEN GOTO 70
50 STORE("likes", LOAD("likes")+1)
60 RETURN 0
70 STORE("dislikes", LOAD("dislikes")+1)
100 RETURN 0
End Function
/*
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
*/'] |