diff --git a/src/cyrsasl_scram.erl b/src/cyrsasl_scram.erl index b496be0a4..67820a763 100644 --- a/src/cyrsasl_scram.erl +++ b/src/cyrsasl_scram.erl @@ -112,9 +112,9 @@ mech_step(#state{step = 2} = State, ClientIn) -> true -> {StoredKey, ServerKey, Salt, IterationCount} = if is_record(Pass, scram) -> - {misc:decode_base64(Pass#scram.storedkey), - misc:decode_base64(Pass#scram.serverkey), - misc:decode_base64(Pass#scram.salt), + {base64:decode(Pass#scram.storedkey), + base64:decode(Pass#scram.serverkey), + base64:decode(Pass#scram.salt), Pass#scram.iterationcount}; true -> TempSalt = @@ -132,14 +132,14 @@ mech_step(#state{step = 2} = State, ClientIn) -> str:substr(ClientIn, str:str(ClientIn, <<"n=">>)), ServerNonce = - misc:encode_base64(randoms:bytes(?NONCE_LENGTH)), + base64:encode(randoms:bytes(?NONCE_LENGTH)), ServerFirstMessage = iolist_to_binary( ["r=", ClientNonce, ServerNonce, ",", "s=", - misc:encode_base64(Salt), + base64:encode(Salt), ",", "i=", integer_to_list(IterationCount)]), {continue, ServerFirstMessage, @@ -165,7 +165,9 @@ mech_step(#state{step = 4} = State, ClientIn) -> ClientProofAttribute] -> case parse_attribute(GS2ChannelBindingAttribute) of {$c, CVal} -> - ChannelBindingSupport = binary:at(misc:decode_base64(CVal), 0), + ChannelBindingSupport = try binary:first(base64:decode(CVal)) + catch _:badarg -> 0 + end, if (ChannelBindingSupport == $n) or (ChannelBindingSupport == $y) -> Nonce = <<(State#state.client_nonce)/binary, @@ -174,7 +176,9 @@ mech_step(#state{step = 4} = State, ClientIn) -> {$r, CompareNonce} when CompareNonce == Nonce -> case parse_attribute(ClientProofAttribute) of {$p, ClientProofB64} -> - ClientProof = misc:decode_base64(ClientProofB64), + ClientProof = try base64:decode(ClientProofB64) + catch _:badarg -> <<>> + end, AuthMessage = iolist_to_binary( [State#state.auth_message, ",", @@ -195,7 +199,7 @@ mech_step(#state{step = 4} = State, ClientIn) -> {auth_module, State#state.auth_module}, {authzid, State#state.username}], <<"v=", - (misc:encode_base64(ServerSignature))/binary>>}; + (base64:encode(ServerSignature))/binary>>}; true -> {error, not_authorized, State#state.username} end; _ -> {error, bad_attribute} diff --git a/src/ejabberd_auth.erl b/src/ejabberd_auth.erl index 230bd87b5..251e36ff7 100644 --- a/src/ejabberd_auth.erl +++ b/src/ejabberd_auth.erl @@ -645,10 +645,10 @@ is_password_scram_valid(Password, Scram) -> false; _ -> IterationCount = Scram#scram.iterationcount, - Salt = misc:decode_base64(Scram#scram.salt), + Salt = base64:decode(Scram#scram.salt), SaltedPassword = scram:salted_password(Password, Salt, IterationCount), StoredKey = scram:stored_key(scram:client_key(SaltedPassword)), - misc:decode_base64(Scram#scram.storedkey) == StoredKey + base64:decode(Scram#scram.storedkey) == StoredKey end. password_to_scram(Password) -> @@ -661,9 +661,9 @@ password_to_scram(Password, IterationCount) -> SaltedPassword = scram:salted_password(Password, Salt, IterationCount), StoredKey = scram:stored_key(scram:client_key(SaltedPassword)), ServerKey = scram:server_key(SaltedPassword), - #scram{storedkey = misc:encode_base64(StoredKey), - serverkey = misc:encode_base64(ServerKey), - salt = misc:encode_base64(Salt), + #scram{storedkey = base64:encode(StoredKey), + serverkey = base64:encode(ServerKey), + salt = base64:encode(Salt), iterationcount = IterationCount}. %%%---------------------------------------------------------------------- @@ -744,7 +744,7 @@ auth_modules(Server) -> match_passwords(Password, #scram{} = Scram, <<"">>, undefined) -> is_password_scram_valid(Password, Scram); match_passwords(Password, #scram{} = Scram, Digest, DigestFun) -> - StoredKey = misc:decode_base64(Scram#scram.storedkey), + StoredKey = base64:decode(Scram#scram.storedkey), DigRes = if Digest /= <<"">> -> Digest == DigestFun(StoredKey); true -> false diff --git a/src/ejabberd_http.erl b/src/ejabberd_http.erl index f513cecb0..43bbb3f04 100644 --- a/src/ejabberd_http.erl +++ b/src/ejabberd_http.erl @@ -770,7 +770,9 @@ code_to_phrase(505) -> <<"HTTP Version Not Supported">>. -spec parse_auth(binary()) -> {binary(), binary()} | {oauth, binary(), []} | undefined. parse_auth(<<"Basic ", Auth64/binary>>) -> - Auth = misc:decode_base64(Auth64), + Auth = try base64:decode(Auth64) + catch _:badarg -> <<>> + end, %% Auth should be a string with the format: user@server:password %% Note that password can contain additional characters '@' and ':' case str:chr(Auth, $:) of diff --git a/src/ejabberd_web_admin.erl b/src/ejabberd_web_admin.erl index 4c2ca730a..464ea6bfd 100644 --- a/src/ejabberd_web_admin.erl +++ b/src/ejabberd_web_admin.erl @@ -665,13 +665,13 @@ css(Host) -> "}">>. favicon() -> - misc:decode_base64(<<"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">>). + base64:decode(<<"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">>). logo() -> - misc:decode_base64(<<"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">>). + base64:decode(<<"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">>). logo_fill() -> - misc:decode_base64(<<"iVBORw0KGgoAAAANSUhEUgAAAAYAAAA3BAMAAADdxCZzA" + base64:decode(<<"iVBORw0KGgoAAAANSUhEUgAAAAYAAAA3BAMAAADdxCZzA" "AAAAXNSR0IArs4c6QAAAB5QTFRF1nYO/ooC/o4O/pIS/p" "4q/q5K/rpq/sqM/tam/ubGzn/S/AAAAEFJREFUCNdlw0s" "RwCAQBUE+gSRHLGABC1jAAhbWAhZwC+88XdXOXb4UlFAr" @@ -1156,7 +1156,7 @@ term_to_paragraph(T, Cols) -> NumLines = length(FieldList), {NumLines, Paragraph}. -term_to_id(T) -> misc:encode_base64((term_to_binary(T))). +term_to_id(T) -> base64:encode((term_to_binary(T))). acl_parse_query(Host, Query) -> ACLs = mnesia:dirty_select(acl, diff --git a/src/ejabberd_websocket.erl b/src/ejabberd_websocket.erl index 8adf625f8..9926c20cc 100644 --- a/src/ejabberd_websocket.erl +++ b/src/ejabberd_websocket.erl @@ -152,7 +152,7 @@ handshake(#ws{headers = Headers} = State) -> V -> [<<"Sec-Websocket-Protocol:">>, V, <<"\r\n">>] end, - Hash = misc:encode_base64( + Hash = base64:encode( crypto:hash(sha, <>)), {State, [<<"HTTP/1.1 101 Switching Protocols\r\n">>, <<"Upgrade: websocket\r\n">>, diff --git a/src/misc.erl b/src/misc.erl index b8bbe0e48..604a458af 100644 --- a/src/misc.erl +++ b/src/misc.erl @@ -28,14 +28,18 @@ -module(misc). %% API --export([tolower/1, term_to_base64/1, base64_to_term/1, - decode_base64/1, encode_base64/1, ip_to_list/1, +-export([tolower/1, term_to_base64/1, base64_to_term/1, ip_to_list/1, hex_to_bin/1, hex_to_base64/1, expand_keyword/3, atom_to_binary/1, binary_to_atom/1, tuple_to_binary/1, l2i/1, i2l/1, i2l/2, expr_to_term/1, term_to_expr/1, encode_pid/1, decode_pid/2, compile_exprs/2, join_atoms/2, try_read_file/1]). +%% Deprecated functions +-export([decode_base64/1, encode_base64/1]). +-deprecated([{decode_base64, 1}, + {encode_base64, 1}]). + -include("logger.hrl"). -include_lib("kernel/include/file.hrl"). @@ -58,83 +62,21 @@ term_to_base64(Term) -> -spec base64_to_term(binary()) -> {term, term()} | error. base64_to_term(Base64) -> - case catch binary_to_term(decode_base64(Base64), [safe]) of - {'EXIT', _} -> - error; - Term -> - {term, Term} + try binary_to_term(base64:decode(Base64), [safe]) of + Term -> {term, Term} + catch _:badarg -> + error end. -spec decode_base64(binary()) -> binary(). decode_base64(S) -> - case catch binary:last(S) of - C when C == $\n; C == $\s -> - decode_base64(binary:part(S, 0, byte_size(S) - 1)); - _ -> - decode_base64_bin(S, <<>>) + try base64:mime_decode(S) + catch _:badarg -> <<>> end. -take_without_spaces(Bin, Count) -> - take_without_spaces(Bin, Count, <<>>). - -take_without_spaces(Bin, 0, Acc) -> - {Acc, Bin}; -take_without_spaces(<<>>, _, Acc) -> - {Acc, <<>>}; -take_without_spaces(<<$\s, Tail/binary>>, Count, Acc) -> - take_without_spaces(Tail, Count, Acc); -take_without_spaces(<<$\t, Tail/binary>>, Count, Acc) -> - take_without_spaces(Tail, Count, Acc); -take_without_spaces(<<$\n, Tail/binary>>, Count, Acc) -> - take_without_spaces(Tail, Count, Acc); -take_without_spaces(<<$\r, Tail/binary>>, Count, Acc) -> - take_without_spaces(Tail, Count, Acc); -take_without_spaces(<>, Count, Acc) -> - take_without_spaces(Tail, Count-1, <>). - -decode_base64_bin(<<>>, Acc) -> - Acc; -decode_base64_bin(Bin, Acc) -> - case take_without_spaces(Bin, 4) of - {<>, _} -> - <>; - {<>, _} -> - <>; - {<>, Tail} -> - Acc2 = <>, - decode_base64_bin(Tail, Acc2); - _ -> - <<"">> - end. - -d(X) when X >= $A, X =< $Z -> X - 65; -d(X) when X >= $a, X =< $z -> X - 71; -d(X) when X >= $0, X =< $9 -> X + 4; -d($+) -> 62; -d($/) -> 63; -d(_) -> 63. - - -%% Convert Erlang inet IP to list -spec encode_base64(binary()) -> binary(). encode_base64(Data) -> - encode_base64_bin(Data, <<>>). - -encode_base64_bin(<>, Acc) -> - encode_base64_bin(Tail, <>); -encode_base64_bin(<>, Acc) -> - <>; -encode_base64_bin(<>, Acc) -> - <>; -encode_base64_bin(<<>>, Acc) -> - Acc. - -e(X) when X >= 0, X < 26 -> X + 65; -e(X) when X > 25, X < 52 -> X + 71; -e(X) when X > 51, X < 62 -> X - 4; -e(62) -> $+; -e(63) -> $/; -e(X) -> exit({bad_encode_base64_token, X}). + base64:encode(Data). -spec ip_to_list(inet:ip_address() | undefined | {inet:ip_address(), inet:port_number()}) -> binary(). @@ -160,7 +102,7 @@ hex_to_bin([H1, H2 | T], Acc) -> -spec hex_to_base64(binary()) -> binary(). hex_to_base64(Hex) -> - encode_base64(hex_to_bin(Hex)). + base64:encode(hex_to_bin(Hex)). -spec expand_keyword(binary(), binary(), binary()) -> binary(). expand_keyword(Keyword, Input, Replacement) -> diff --git a/src/mod_caps.erl b/src/mod_caps.erl index 87fdebbc8..c34c81631 100644 --- a/src/mod_caps.erl +++ b/src/mod_caps.erl @@ -413,7 +413,7 @@ make_my_disco_hash(Host) -> make_disco_hash(DiscoInfo, Algo) -> Concat = list_to_binary([concat_identities(DiscoInfo), concat_features(DiscoInfo), concat_info(DiscoInfo)]), - misc:encode_base64(case Algo of + base64:encode(case Algo of md5 -> erlang:md5(Concat); sha -> crypto:hash(sha, Concat); sha224 -> crypto:hash(sha224, Concat); diff --git a/src/mod_muc_log.erl b/src/mod_muc_log.erl index 9bf983422..3d4c87c0f 100644 --- a/src/mod_muc_log.erl +++ b/src/mod_muc_log.erl @@ -500,7 +500,7 @@ make_dir_rec(Dir) -> %% {ok, F1}=file:open("valid-xhtml10.png", [read]). %% {ok, F1b}=file:read(F1, 1000000). %% c("../../ejabberd/src/jlib.erl"). -%% misc:encode_base64(F1b). +%% base64:encode(F1b). image_base64(<<"powered-by-erlang.png">>) -> <<"iVBORw0KGgoAAAANSUhEUgAAAGUAAAAfCAYAAAD+xQNoA" @@ -676,7 +676,7 @@ create_image_files(Images_dir) -> lists:foreach(fun (Filename) -> Filename_full = fjoin([Images_dir, Filename]), {ok, F} = file:open(Filename_full, [write]), - Image = misc:decode_base64(image_base64(Filename)), + Image = base64:decode(image_base64(Filename)), io:format(F, <<"~s">>, [Image]), file:close(F) end, diff --git a/src/mod_muc_room.erl b/src/mod_muc_room.erl index 231b59b2a..149e6c221 100644 --- a/src/mod_muc_room.erl +++ b/src/mod_muc_room.erl @@ -1152,13 +1152,13 @@ handle_iq_vcard(ToJID, NewId, #iq{type = Type, sub_els = SubEls} = IQ) -> -spec stanzaid_pack(binary(), binary()) -> binary(). stanzaid_pack(OriginalId, Resource) -> <<"berd", - (misc:encode_base64(<<"ejab\000", + (base64:encode(<<"ejab\000", OriginalId/binary, "\000", Resource/binary>>))/binary>>. -spec stanzaid_unpack(binary()) -> {binary(), binary()}. stanzaid_unpack(<<"berd", StanzaIdBase64/binary>>) -> - StanzaId = misc:decode_base64(StanzaIdBase64), + StanzaId = base64:decode(StanzaIdBase64), [<<"ejab">>, OriginalId, Resource] = str:tokens(StanzaId, <<"\000">>), {OriginalId, Resource}. diff --git a/src/mod_vcard_xupdate.erl b/src/mod_vcard_xupdate.erl index 0da8198d9..c9819913b 100644 --- a/src/mod_vcard_xupdate.erl +++ b/src/mod_vcard_xupdate.erl @@ -156,7 +156,9 @@ compute_hash(VCard) -> <<>> -> <<>>; BinVal -> - str:sha(misc:decode_base64(BinVal)) + try str:sha(base64:decode(BinVal)) + catch _:badarg -> <<>> + end end. %%====================================================================