{"id":2334,"date":"2020-09-27T19:47:19","date_gmt":"2020-09-27T17:47:19","guid":{"rendered":"https:\/\/overboyaohushua.com\/?page_id=2334"},"modified":"2020-09-27T20:46:40","modified_gmt":"2020-09-27T18:46:40","slug":"numeros","status":"publish","type":"page","link":"https:\/\/overboyaohushua.com\/index.php\/numeros\/","title":{"rendered":"Os N\u00fameros nas Escrituras"},"content":{"rendered":"\r\n<div class=\"wp-block-image\">\r\n<figure class=\"aligncenter\"><img decoding=\"async\" src=\"http:\/\/wp.cyocaminho.org\/wp-content\/uploads\/2019\/02\/CYCLog-1024x83.png\" alt=\"\" class=\"wp-image-25\" \/>\r\n<figcaption><a href=\"https:\/\/www.cyocaminho.org\">www.cyocaminho.org<\/a><\/figcaption>\r\n<\/figure>\r\n<\/div>\r\n\r\n<p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><strong>O sistema num\u00e9rico hebraico<\/strong><\/span><\/p>\r\n<p style=\"text-align: center;\"><img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-IQqZDgFqI9Y\/WNARpuMaXtI\/AAAAAAAAXJo\/m4923tuhD88zSeNr_LDLReMRKxr9ovXxgCLcB\/s400\/prosperidade.PNG\" alt=\"C\u00f3digos secretos e numerologia judaica\" width=\"400\" height=\"283\" class=\"alignnone\" \/><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>Sabemos<\/strong> que os\u00a0gregos\u00a0usavam letras do seu alfabeto, derivado do\u00a0alfabeto fen\u00edcio [o sistema romano \u00e9 mais recente, baseado no alfabeto latino e hoje, usamos os n\u00fameros indo-ar\u00e1bico], para\u00a0representar n\u00fameros.<\/span><\/p>\r\n<blockquote>\r\n<p><span style=\"font-size: 16px;\">Mas os gregos n\u00e3o foram os \u00fanicos a utilizar letras para representar sons e tamb\u00e9m n\u00fameros &#8211; os\u00a0<em>n\u00fameros-letras<\/em>. Na verdade, entre os estudiosos que pesquisam a origem dos n\u00fameros ainda paira uma grande d\u00favida, j\u00e1 que um outro povo, os hebreus,\u00a0tamb\u00e9m utilizava letras para simbolizar valores\u00a0na mesma \u00e9poca que os gregos. A quest\u00e3o \u00e9: quem usou primeiro a numera\u00e7\u00e3o alfab\u00e9tica, gregos ou hebreus? Mas, isto realmente importa?<\/span><\/p>\r\n<\/blockquote>\r\n<p><span style=\"font-size: 16px;\">Tanto a forma de escrever\u00a0grega quanto a\u00a0hebraica foram influenciadas pela escrita fen\u00edcia. \u00a0E isso explica a semelhan\u00e7a que existe entre as duas formas de escrita e, portanto, entre as duas formas de nomear os n\u00fameros.<\/span><\/p>\r\n<p style=\"text-align: center;\"><img decoding=\"async\" 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class=\"alignnone\" \/><\/p>\r\n<p><span style=\"font-size: 16px;\">Os hebreus povoaram a regi\u00e3o do Oriente M\u00e9dio no segundo mil\u00eanio antes de Cristo. Deles descendem os povos semitas, \u00e1rabes e judeus. Eles usavam a escrita e a numera\u00e7\u00e3o para feitos importantes naquela cultura, como por exemplo\u00a0indicar datas do calend\u00e1rio israelita e\u00a0principalmente em censos demogr\u00e1ficos ou n\u00fameros de homens de seus ex\u00e9rcitos e batalhas&#8230;<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Na numera\u00e7\u00e3o hebraica, s\u00e3o utilizadas vinte e duas letras do alfabeto hebraico, colocadas na ordem de acordo com o alfabeto fen\u00edcio do qual elas derivam. Assim sendo, as nove primeiras letras (de Aleph a Tet) referem-se aos nove primeiros n\u00fameros; as nove letras seguintes (de Yod a Tsad\u00e9) s\u00e3o associadas \u00e0s nove dezenas e as quatro \u00faltimas letras (de Qof a Tav) representam as quatro primeiras centenas, como mostra o quadro abaixo:<\/span><\/p>\r\n<p style=\"text-align: center;\"><img decoding=\"async\" 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\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\" class=\"alignnone\" \/><\/p>\r\n<p><span style=\"font-size: 16px;\">Os hebreus escreviam e liam da direita para esquerda. Para indicar que o s\u00edmbolo escrito referia-se\u00a0a um n\u00famero e n\u00e3o a uma letra propriamente, eles colocavam um pequeno acento [ap\u00f3strofe] \u00e0 esquerda do n\u00famero. Veja como seriam escritos em hebraico os n\u00fameros\u00a0<em>1, 30 <\/em>e<em> 80:<\/em><\/span><\/p>\r\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" class=\"alignnone\" \/><\/p>\r\n<p><span style=\"font-size: 16px;\">Quando para representar um n\u00famero eles precisavam escrever mais de uma letra, dobravam o ap\u00f3strofe, que passava a ser colocado entre as duas \u00faltimas letras \u00e0 esquerda. Veja alguns exemplos:<\/span><\/p>\r\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" class=\"alignnone\" \/><\/p>\r\n<p><span style=\"font-size: 16px;\">Tudo bem at\u00e9\u00a0a quarta centena&#8230; Mas e depois, como\u00a0representar n\u00fameros maiores que isso? Para resolver este problema os hebreus criaram uma regra: eles combinam (somam) a letra Tav, que representa 400, a outras letras de outras centenas, somando o valor desejado. Observe alguns exemplos:<\/span><\/p>\r\n<p style=\"text-align: center;\"><img decoding=\"async\" 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\" class=\"alignnone\" \/><\/p>\r\n<p><span style=\"font-size: 16px;\">Al\u00e9m desta, existe uma outra regra que diz respeito \u00e0 representa\u00e7\u00e3o dos milhares: se voc\u00ea olhar para um n\u00famero hebraico e observar dois pontos em cima dele, em sua leitura deve multiplic\u00e1-lo por mil. \u00c9 assim que os hebreus \u2013 mais recentes \u2013\u00a0\u00a0 faziam para indicar os milhares em um n\u00famero.<\/span><\/p>\r\n<p style=\"text-align: center;\"><img decoding=\"async\" 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class=\"alignnone\" \/><\/p>\r\n<p><span style=\"font-size: 16px;\">No entanto, esta \u2018regra\u2019 foi inexistente por muitos s\u00e9culos e sendo assim, os n\u00fameros b\u00edblicos representando \u201cmilhares\u201d\u2019 tornaram-se absurdos&#8230; Imagine uma batalha onde um ex\u00e9rcito \u2013 no campo de batalha, cf. \u00a0Js 20:2, 17; II Cr 13:3 \u2013 teria 400 mil soldados!. Imposs\u00edvel!!! Sem falar na impossibilidade da a\u00e7\u00e3o da intend\u00eancia (trajes, armamentos, treinamento, alimenta\u00e7\u00e3o, \u00e1gua, acomoda\u00e7\u00e3o, etc) de um ex\u00e9rcito extremamente numeroso como este. Portanto, estes n\u00fameros irreais, eram apenas uma forma do \u2018escritor\u2019 dizer [ou por n\u00e3o ter \u2018recursos\u2019 lingu\u00edstico] que o ex\u00e9rcito ou o n\u00famero de mortos, era extremamente grande! E, al\u00e9m disto, temos uma outra possibilidade de chegarmos \u00e0 estes n\u00fameros astron\u00f4micos: o desgaste natural ou mesmo \u2018acidentes\u2019 que possam ter ocorrido na formata\u00e7\u00e3o de tais n\u00fameros (muitas vezes, como distinguir uma ap\u00f3strofe ou pontos sobre letras, em textos t\u00e3o antigos?)&#8230;<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p style=\"text-align: center;\"><span style=\"font-size: 20px;\"><strong>N\u00fameros simb\u00f3licos na B\u00edblia<\/strong><\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">A linguagem da B\u00edblia utiliza muitos recursos simb\u00f3licos (s\u00edmbolos de uma realidade). S\u00e3o frases que n\u00e3o devem ser tomadas ao p\u00e9 da letra, mas nem por isso deixam de expressar a verdade, revestida de uma roupagem especial. Ali\u00e1s, a linguagem simb\u00f3lica traz verdades at\u00e9 mais profundas. Se contamos algo exatamente como aconteceu, nosso relato se limita ao momento em que o fato ocorreu. Se usamos linguagem simb\u00f3lica, o significado se amplia porque a\u00ed pode ser aplicado a situa\u00e7\u00f5es de outros tempos e lugares, \u00e9 uma reflex\u00e3o sobre o significado da vida em todos os tempos.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Isso vale para a maneira de contar a hist\u00f3ria do povo, muitas\u00a0 vezes exagerando na descri\u00e7\u00e3o dos fatos para comunicar que o que est\u00e1 sendo narrado foi muito mais importante na forma\u00e7\u00e3o da identidade do povo do que poderia parecer. N\u00f3s tamb\u00e9m usamos exageros para comunicar sentimentos. Cantamos no hino nacional: Ouviram do Ipiranga as margens pl\u00e1cidas de um povo heroico o brado retumbante&#8230;. E margem de rio n\u00e3o tem ouvido nem havia um povo em volta de D. Kafos quando ele proclamou a independ\u00eancia (mas hoje queremos que o povo se sinta motivado a defender a liberdade e seus direitos). Se estamos irritados porque algu\u00e9m n\u00e3o segue orienta\u00e7\u00f5es nossas que julgamos importantes podemos dizer: _J\u00e1 te disse mil vezes para n\u00e3o fazer isso! E \u00e9 claro que o n\u00famero 1000 a\u00ed n\u00e3o diz exatamente quantas vezes falamos sobre esse assunto&#8230;<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Na B\u00edblia come\u00e7amos a estranhar os n\u00fameros quando vemos as idades dos patriarcas e figuras emblem\u00e1ticas, com gente vivendo mais de novecentos anos nos primeiros cap\u00edtulos de G\u00eanesis. N\u00e3o precisamos brigar com antrop\u00f3logos que dizem que seria imposs\u00edvel um ser humano viver tanto&#8230; As idades avan\u00e7adas v\u00e3o diminuindo \u00e0 medida que a hist\u00f3ria avan\u00e7a, porque esses n\u00fameros s\u00e3o um jeito de dizer que o pecado foi crescendo e se espalhando na humanidade e prejudicando a qualidade da vida. Mas este fato \u00e9 perfeitamente explicado: No \u00c9den, o casal tinha \u00e0 sua disposi\u00e7\u00e3o a \u00c1rvore da Vida, da qual foram expulso da sua presen\u00e7a, ap\u00f3s o pecado. Gn 3:24. Por isto, devido ao efeito residual decrescente, do fruto da \u00c1rvore, a vida do ser humano (inicialmente com a imortalidade condicionada ao n\u00e3o pecar), foi diminu\u00eddo drasticamente ao pondo do poeta dizer que viver mais que 70 anos, \u00e9 enfado. Sl 90:10.<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p style=\"text-align: center;\"><span style=\"font-size: 20px;\"><strong>Mas h\u00e1 n\u00fameros que t\u00eam um sentido especial*. Por exemplo:<\/strong><\/span><\/p>\r\n<blockquote>\r\n<p><span style=\"font-size: 16px;\"><strong>*<\/strong> No juda\u00edsmo, p\u00f3s ex\u00edlio, existe dentro da Cabala (o livro de misticismo dos judaicos), uma sess\u00e3o que estuda os n\u00fameros e seu sentidos simb\u00f3licos, a Gematria.<\/span><\/p>\r\n<\/blockquote>\r\n<p>&nbsp;<\/p>\r\n<p style=\"text-align: center;\"><span style=\"font-size: 20px;\"><strong>N\u00famero:<\/strong><\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>1 (um) \u2013<\/strong> Denota a unicidade absoluta: Tudo come\u00e7a Nele. Ningu\u00e9m O precede; desse modo, o <em>numero um<\/em> representa o UL\u2019HIM (Criador Eterno, o PAI\/ABI) absoluto. Para Ele, tudo \u00e9 um: h\u00e1 um s\u00f3 UL\u2019HIM (I Tm 2:5; I Co 8:4up). A B\u00edblia declara a Posqayao como o in\u00edcio dos meses (Ex 12:2). Primeiro, porque foi o tempo em que Ele veio para libertar o Seu povo do Egito. Todo primog\u00eanito era santo a YAOHUH (Ex 22:29). Tamb\u00e9m era Sua, toda primeira colheita e todo o primeiro fruto&#8230;<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">YAOHUH \u00e9 Um (Dt 6:4; Zc 14:9).<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>2 (dois) \u2013<\/strong> Simboliza testemunha e apoio: O dois tem um significado semelhante ao oito. A Palavra do Criador diz, na Primeira Ep\u00edstola aos Cor\u00edntios, que Ele \u00e9 o segundo homem (I Co 15:47). Na Ep\u00edstola aos Romanos, Ele \u00e9 o segundo Adan. Sua obra [salv\u00edtica] possui dois est\u00e1gios: encarna\u00e7\u00e3o e glorifica\u00e7\u00e3o. O sacrifico pelo pecado, em Lv 5:7, tinha duas pombas, mostrando os dois aspectos da salva\u00e7\u00e3o. Em Lv 16 (Yom Kipur) temos dois bodes, representando a cruz: Julgado dentro da cidade (o primeiro bode) e morto fora dela (o segundo, azazel). \u00a0O n\u00famero dois tamb\u00e9m fala de comunh\u00e3o, adi\u00e7\u00e3o e ajuda (Ec 4:9-12). Yaohu\u2019shua veio para ter comunh\u00e3o com o homem, trouxe YAOHUH para dentro do homem e levou o homem para dentro d\u2019Eles; ou melhor, preparou o ser humano para ser habitado por Eles \u2013 Jo 14:21,23.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Dois tamb\u00e9m \u00e9 o n\u00famero do testemunho: n a B\u00edblia, todo testemunho precisa de, no m\u00ednimo, duas pessoas. Os disc\u00edpulos foram enviados aos pares (Mt 10), porque o testemunho duplo \u00e9 fiel e verdadeiro (Dt 17:6; 19:15; Mt 18:16; II Co 13:1; I Tm 5:19). Dois \u00e9 o testemunho de Cristo. A b\u00edblia fala que os p\u00e3es que ficavam no Lugar Santo eram dois, o que aponta para o <em>testemunho<\/em>. Durante a Grande Tribula\u00e7\u00e3o haver\u00e1 duas testemunhas \u2013 o Velho e o Novo Testamento (Jo 11:8); pois, se n\u00e3o aceitarem ao \u2018Novo\u2019, (Yaohu\u2019shua), n\u00e3o ser\u00e3o salvos \u2013 que ir\u00e3o pregar em Yashua\u2019oleym (Ap 11:3). Apocalipse nos mostra que um dos nomes de Yaohu\u2019shua \u00e9 a Testemunha Fiel e Verdadeira (Ap1:5 e 19:13). No entanto, dependendo do contexto, o <em>n\u00famero dois<\/em> tamb\u00e9m pode significar divis\u00e3o e contraste. Assim&#8230;<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Havia duas grandes luzes, na cria\u00e7\u00e3o (Gn 1:16). Dois querubins guardavam a Arca da Alian\u00e7a (Ex 25:22). Duas testemunhas estabelecem a verdade (Mt 26:60). Os disc\u00edpulos foram enviados dois a dois (Lc 10: 1).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">\u00c9 o par perfeito. Dos animais puros Nok levou para a arca sempre pares (Gn 7:2); totalizando sete pares. \u00c9 o dobro e pode significar de sobra, como em Is 40:2; 61:7; Ap 18:6. Ec 4: 9 \u2013 O trabalho realizado por dois \u00e9 sempre mais proveitoso.<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>3 (tr\u00eas)<\/strong> \u2013 \u00c9 usado para refor\u00e7ar ou dar \u00eanfase a uma express\u00e3o. Assim, quando se quer dizer que YAOHUH \u00e9 Santo, repete-se tr\u00eas vezes: YAOHUH \u00e9 Santo, Santo, Santo (Is 6:3; Ap 4:8). UL (o Verbo) aben\u00e7oa tr\u00eas vezes (Nm 6:24-26). Tr\u00eas s\u00e3o os mensageiros que anunciam o nascimento de Yatzkh&#8217;aq (Gn 18:1). \u00c9 o n\u00famero da plenitude (Ap 21:13) e da santidade (Ap 4:8).\u00a0 Satan se aproveitou disto e disseminou a doutrina pag\u00e3 da trindade, apontando este n\u00famero para a unidade (3 em 1) desta \u2018trindade\u2019 e usando fartamente este n\u00famero para \u2018mostrar\u2019 esta triunidade; inclusive adulterando as Escrituras para isto (Mt 28:19; I Jo 5:7-8)<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Portanto, dizer que algo aconteceu 3 vezes \u00e9 confirmar o efeito do fato.\u00a0 Kafos negou Yaohu\u2019shua 3 vezes, isto \u00e9, negou de verdade, pra valer! E depois da ressurrei\u00e7\u00e3o afirma 3 vezes que ama Yaohu\u2019shua, ou seja: retomou de verdade a posi\u00e7\u00e3o de seguidor do Mestre amado. Yaohu\u2019shua ressuscita no terceiro dia, um jeito de dizer que sua morte foi um fato indiscut\u00edvel (Mt 12:39-40).<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>4 (quatro)<\/strong> \u2013 O quatro \u00e9 o n\u00famero da cria\u00e7\u00e3o. S\u00e3o quatro os elementos: terra, ar, \u00e1gua e fogo. Ap 7:1 mostra que s\u00e3o quatro os ventos da terra. Isso n\u00e3o significa que na Terra existam \u2018quatro ventos\u2019, mas que eles sopram sobre toda a cria\u00e7\u00e3o. S\u00e3o quatro as esta\u00e7\u00f5es do ano e tamb\u00e9m os pontos cardeais: norte, sul, leste, oeste [quatro cantos da Terra; n\u00e3o significando com isto que a Terra seja plana ou quadrada]; a Cidade \u00e9 quadrangular (Ap 21:16). Quatro Seres vivos (Ap 4:6; 7:1; 20:8). S\u00e3o quatro os imp\u00e9rios mundiais mencionados no Livro de Dayan\u2019ul, cap. dois (na tentativa de se estabelecer o 5\u00ba imp\u00e9rio \u2013 o do anticristo, o Messias vem e destr\u00f3i este intento e Se estabelece sobre toda a Terra; vs. 34, 35, 40, 44). Os quatro evangelhos narram a hist\u00f3ria de Yaohu\u2019shua [UL\/Criador, o Verbo que Se fez carne \u2013 Jo 1:1-3, 14; Hb 1:1-2; Cl 1:15-20] vivendo nesse mundo, lidando\/restaurando a Sua cria\u00e7\u00e3o pecaminosa. Na par\u00e1bola do semeador, s\u00e3o quatro os tipos de solo do cora\u00e7\u00e3o, mostrando que abrange toda a cria\u00e7\u00e3o divina. O julgamento do mundo tem quatro aspectos em Apocalipse: a guerra, a fome, a doen\u00e7a e o terremoto. Por isso o n\u00famero quatro na B\u00edblia, aponta para a cria\u00e7\u00e3o (no quarto dia, o Criador termina o preparo da Terra para a Vida).<\/span><br \/><span style=\"font-size: 16px;\">Portanto, \u00e9 o n\u00famero da totalidade: um sinal de plenitude&#8230;<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>\u00a0<\/strong><\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>40 (quarenta)<\/strong> \u2013 N\u00famero que indica um tempo necess\u00e1rio de prepara\u00e7\u00e3o para algo novo que vai chegar: 40 dias e quarenta noites do dil\u00favio (Gn 7:4, 12); 40 dias e 40 noites Mehu\u2019shua passa no Monte (Ex 24:18; 34:26; Dt 9:9-11; 10:10); 40 anos foi o tempo da peregrina\u00e7\u00e3o pelo deserto (Nm 14:33; 32:13; Dt 8:2; 29:4, etc); Yaohu\u2019shua jejuou 40 dias antes de come\u00e7ar seu minist\u00e9rio (Mt 4:2; Mc 1:12; Lc 4:2); a ascens\u00e3o de Yaohu\u2019shua acontece 40 dias depois da Ressurrei\u00e7\u00e3o (At 1:3). Quando algu\u00e9m errava era corrigido com 40 chicotadas (Dt 25:3) e Sha\u2019ul tamb\u00e9m recebeu cinco vezes as 40 chicotadas, menos uma (II Co 11:24).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>\u00a0<\/strong><\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>400 (quatrocentos)<\/strong> \u2013 Os Yaoshorul\u2019itas estiveram no Egito por 400 anos, sendo que destes, 240 anos (3 x 4 x 10 = intensifica\u00e7\u00e3o), como escravos pelos fara\u00f3s eg\u00edpcios.<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>5 (cinco)<\/strong> \u2013 O n\u00famero cinco significa responsabilidade diante do Criador. Na par\u00e1bola das virgens, tem-se dois grupos: cincos n\u00e9scias e cinco prudentes (Mt 25:2). Isso porque cinco significa comprometimento. \u00c9 o n\u00famero de dedos da nossa m\u00e3o indicando que temos compromisso com os nossos atos. Nossas m\u00e3os simbolizam nossas obras. O primeiro bloco da B\u00edblia (a Lei) t\u00eam 5 livros, o Pentateuco. A consagra\u00e7\u00e3o de Aharon e a purifica\u00e7\u00e3o do leproso tinham cinco un\u00e7\u00f5es que eram aplicadas em cinco partes do corpo, mostrando que somos respons\u00e1veis pela un\u00e7\u00e3o recebida. O Criador multiplicou cinco p\u00e3es para alimentar cinco mil pessoas e Dao\u2019ud usou cinco pedras para vencer Golias (I Sm 17:40). Sabemos que o quinto reino mencionado em Dayan\u2019ul, ser\u00e1 o reino de Cristo que vem sobre a Terra, destru\u00eddo o intento do anti\u2019cristo e para entrar nele, temos que ter compromisso. Em Lev\u00edtico temos cinco ofertas que falam das obriga\u00e7\u00f5es de o homem se apresentar diante de YAOHUH. Dessa forma, o n\u00famero cinco simboliza responsabilidade diante do Pai e no Apocalipse pode ser negativo. Ap 9:5, 10.<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>6 (seis)<\/strong> \u2013 N\u00famero imperfeito, n\u00e3o chegou \u00e0 perfei\u00e7\u00e3o, que \u00e9 o n\u00famero 7. No Apocalipse (13:18) \u00e9 repetido tr\u00eas vezes, por isso o n\u00famero da besta \u00e9 666. Imperfei\u00e7\u00e3o total! Golias tinha irm\u00e3os com seis dedos nas m\u00e3os e p\u00e9s (II Sm 21:20). Golias tinha seis dedos nas m\u00e3os, seis dedos nos p\u00e9s e seis c\u00f4vados de altura. Tudo em Golias era seis, porque fala do homem como inimigo do (I Sm 17.4-7). Tamb\u00e9m \u00e9 o n\u00famero de ha\u2019satan (Dn 3:1, Ap 13:18). Portanto, \u00e9 tamb\u00e9m o n\u00famero do homem ca\u00eddo; em rebeli\u00e3o contra YAOHUH e unido com o diabo, vivendo sem o Criador, no mundo. O homem foi criado no sexto dia e pode trabalhar seis dias por semana (Ex 23:12). \u00c9 o \u00e1pice do humanismo e da sua independ\u00eancia de UL\u2019HIM. No Velho Testamento, um escravo s\u00f3 podia ser escravo por seis anos; no s\u00e9timo, ele tinha que sair livre. Segundo a cronologia b\u00edblica, a hist\u00f3ria do homem na Terra tem seis mil anos de Adan at\u00e9 hoje. Entendemos que o s\u00e9timo ser\u00e1 o mil\u00eanio, terreal. O sexto selo fala da ira do Cordeiro sobre a humanidade.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>666 (seiscentos e sessenta e seis)<\/strong> &#8211;\u00a0 O n\u00famero do anticristo \u00e9 666, isto \u00e9, tr\u00eas vezes <em>seis<\/em>. Lembra-se que o <em>tr\u00eas <\/em>significa completude, portanto 666 simboliza o homem em teimosia total tentando ser como UL (ego\u00edsmo) \u2013 Ez 28:12-19 (Is 14:12-15) mostra a queda de satan, neste mesmo intento. O sal\u00e1rio de Salom\u00e3o (o id\u00f3latra que recebeu a Sabedoria, mas se perdeu \u2013 s\u00f3 reconheceu o seu erro, no fim de sua vida) era de 666 talentos de ouro, anual&#8230; I Rs 10:14. E, a est\u00e1tua de ouro de Nebuchadnezar era de 6 c\u00f4vados por 66; isto \u00e9, 666. Dn 3:1-2. Assim, 666 aponta para o anticristo por ser ele o \u2018avesso\u2019 da perfei\u00e7\u00e3o (YAOHUH). O anticristo se levantar\u00e1 contra tudo que se chama divino. Ele \u00e9 a consuma\u00e7\u00e3o de Bavel. No dias do Apocalipse, era Nero, o anticristo [veja abaixo]; desde ent\u00e3o, sempre houve anticristos e sendo assim, sempre pudemos identifica-los \u2019calculado o seu nome \u2013 Ap13:18. Portanto, \u00e9 o homem vivendo independente do ETERNO (Nova Era), dizendo: n\u00e3o precisamos de ti, n\u00e3o queremos nos sujeitar a ningu\u00e9m, nem adorar a ningu\u00e9m, n\u00e3o queremos nos dobrar diante de ningu\u00e9m. O anticristo \u00e9 o \u00e1pice do humanismo. Cada vez mais ouvimos a mensagem de que o homem \u00e9 o centro de tudo, de que o homem \u00e9 capaz de tudo, de que ele, homem, \u00e9 o seu pr\u00f3prio \u2018deus\u2019; afirmando sempre: \u2018deus\u2019 est\u00e1 em todo lugar e em todas as \u2018igrejas\u2019 \u2013 ponto para satan!<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>OBS<\/strong>: Em Ap 13:18, o famoso n\u00famero da \u201cbesta do Apocalipse\u201d \u00e9 666, que prov\u00e9m da soma das consoantes hebraicas (n + w + r + n + r + s + q) de KAISAR NERON: Imperador Nero, o grande perseguidor dos crist\u00e3os (100 + 60 + 200 + 50 + 200 + 6 + 50 = 666).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Hoje poder\u00edamos fazer o mesmo com o nome de Bush (o inimigo n\u00ba 1 para os pentecostais paranoicos). Pois, o nome completo dele \u00e9: George (6 letras) + Walker (6 letras) + Bush Jr (6 letras), ou seja: 666!<\/span><br \/><span style=\"font-size: 16px;\">Mas h\u00e1 outras formas de se calcular este 666, usando os n\u00fameros romanos representados por cada letra, a exemplo do nome da falsa profetiza dos adventistas:<\/span><\/p>\r\n<p style=\"text-align: center;\"><span style=\"font-size: 16px;\"><strong>ELLEN GOULD WHITE = 666<\/strong><\/span><\/p>\r\n<p style=\"text-align: center;\"><img loading=\"lazy\" decoding=\"async\" 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\" width=\"462\" height=\"202\" class=\"alignnone\" alt=\"\" \/><\/p>\r\n<p style=\"text-align: left;\"><span style=\"font-size: 16px;\">A menos que algu\u00e9m prove ao contr\u00e1rio, n\u00e3o h\u00e1 nenhuma l\u00f3gica for\u00e7ada ou c\u00e1lculo errado. *Note que o &#8220;U&#8221; no latim representa ao &#8220;V&#8221;. O &#8220;W&#8221; nas l\u00ednguas anglo-sax\u00f4nias \u00e9 conhecido por &#8220;doblev\u00ea&#8221; devido \u00e0 sua fon\u00e9tica&#8230; \u00a0 E, \u00e9 por isto que o Messias lhes d\u00e1 a Opera\u00e7\u00e3o do Erro (II Ts 2:11).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Tamb\u00e9m, na frase paganizada ou usando o <strong>falso<\/strong> Nome do Messias: <strong>JESUS CRISTO FILHO DE DEUS<\/strong> em Latim (o mesmo que fazem com o t\u00edtulo papal), que \u00e9 a l\u00edngua de origem do Imp\u00e9rio Romano, criador da besta atrav\u00e9s da doutrina pag\u00e3 da trindade. Ao tomarmos os valores em algarismos romanos das letras correspondentes, encontramos o n\u00famero <strong>666<\/strong>, que \u00e9 o n\u00famero da besta. <strong>Ex:<\/strong><\/span><\/p>\r\n<p style=\"text-align: center;\"><span style=\"font-size: 16px;\"><strong>I\u00a0 <\/strong>E\u00a0 S<strong>\u00a0 V\u00a0 <\/strong>S<strong>\u00a0\u00a0\u00a0\u00a0 C\u00a0 <\/strong>R<strong>\u00a0\u00a0 I\u00a0 <\/strong>S\u00a0 T<strong>\u00a0 V\u00a0 <\/strong>S<strong>\u00a0\u00a0\u00a0 <\/strong>F<strong>\u00a0 I\u00a0 L\u00a0 I\u00a0 I\u00a0\u00a0\u00a0\u00a0 D\u00a0 <\/strong>E<strong>\u00a0 I<\/strong><\/span><\/p>\r\n<p style=\"text-align: center;\"><span style=\"font-size: 16px;\"><strong>1\u00a0\u00a0\u00a0 +\u00a0\u00a0\u00a0 5\u00a0 +\u00a0\u00a0\u00a0 100\u00a0\u00a0 + 1\u00a0\u00a0 \u00a0+\u00a0\u00a0\u00a0\u00a0 5\u00a0\u00a0 +\u00a0\u00a0\u00a0\u00a0\u00a0 1+50+2\u00a0 + 500\u00a0 +\u00a0 1 = 666<\/strong><\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>7 (sete)<\/strong> \u2013\u00a0 \u00c9 a soma de 4 + 3. Por isso \u00e9 o n\u00famero perfeito, indica o m\u00e1ximo da perfei\u00e7\u00e3o (Nm 23:4; Mt 15:36); grande quantidade (Is 30:26; Pr 24:16; Mt 18:21); totalidade (Ap 1:4); indica s\u00e9ries completas como no Apocalipse: 7 Cartas (Ap 2-3); 7 Selos (Ap 6:1-17); 7 cabe\u00e7as (Ap 12:3). O Cordeiro imolado recebe 7 dons (Ap 5:12). Sete Reis papais (Ap 17:9, 10); etc.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Da\u00ed, a partir do <em>n\u00famero sete<\/em>, todos os n\u00fameros s\u00e3o uma composi\u00e7\u00e3o dos seis anteriores. Tudo que fala da a\u00e7\u00e3o divina no tempo e no meio da sua cria\u00e7\u00e3o \u00e9 sete. Por isso o s\u00e9timo dia, o shabbos, foi santificado (Gn 2.1-3), ap\u00f3s a Cria\u00e7\u00e3o. Kanosh, o s\u00e9timo depois de Adan, foi selado, ainda em vida (Gn 5:24 cf. Hb 11:5, 13). Depois que Nok entrou na arca, houve ainda sete dias de toler\u00e2ncia, de gra\u00e7a (Gn 7:4). Ya\u2019kof serviu a Laban por sete anos. No Egito, houve sete anos de abund\u00e2ncia e sete anos de fome. O candelabro tem sete l\u00e2mpadas, uma para cada dia da Cria\u00e7\u00e3o. O sangue tinha que ser aspergido sete vezes significando a reden\u00e7\u00e3o perfeita. O shabbos \u00e9 o s\u00e9timo dia da Cria\u00e7\u00e3o, simbolizando o perfeito descanso que \u00a0Criador nos oferece, nEle (Hb 4:11). Durante a festa dos P\u00e3es asmos, havia uma oferta de holocausto feita por sete dias, simbolizando a perfeita consagra\u00e7\u00e3o. A festa dos tabern\u00e1culos durava sete dias, simbolizando a perfeita gl\u00f3ria. A luta contra Yarich\u2019o foi feita com sete sacerdotes, usando sete trombetas, marchando por sete dias, simbolizando perfeita vit\u00f3ria. Naaman mergulhou sete vezes no rio Yardayan, entendido como perfeita purifica\u00e7\u00e3o, Yah\u2019ov teve sete filhas depois da sua tribula\u00e7\u00e3o, simbolizando a perfeita ben\u00e7\u00e3o. Yaohu\u2019shua falou sete palavras na cruz. Havia sete di\u00e1conos na Igreja primitiva. S\u00e3o sete as par\u00e1bolas do reino em Matt\u2019yaohuh 13. S\u00e3o sete as festas perpetuas (Lv 23) e tamb\u00e9m sete as oholyais em Apocalipse. Nele, existem muitos grupos de sete: s\u00e3o sete esp\u00edritos (estados) do ETERNO, sete candelabros, sete l\u00e2mpadas, sete chifres, sete olhos, sete trombetas, sete pragas e sete ta\u00e7as. Ao todo, em Apocalipse, o<em> sete<\/em> \u00e9 mencionado cinquenta e seis vezes, portanto compreender o significado desse n\u00famero \u00e9 muito importante para o entendimento deste livro.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Por isto tudo, o s\u00e1bado \u00e9 o s\u00e9timo dia; Yaohu\u2019shua fez a Cria\u00e7\u00e3o em 7 dias [Voc\u00ea n\u00e3o acredita que tenha sido Ele, o Verbo que se fez carne, que nos criou? Voc\u00ea n\u00e3o v\u00ea o nosso Criador e Redentor, desde as primeiras p\u00e1ginas do VT? E n\u00e3o estamos falando da \u201ctrindade\u201d \u2013 um paganismo \u2013 mas sim de pessoas distintas. Jo 1:18 (I Co 10:1-4; I Co 8:5-6)]; a festa de Pentecostes acontece 7 vezes 7 dias (penta &#8211; 50) depois da Posqayao. Cada s\u00e9timo ano \u00e9 sab\u00e1tico (descanso para a terra e liberta\u00e7\u00e3o dos oprimidos \u2013 Lv 25) e depois de 7 vezes 7 anos (no 50\u00ba ano) vem o Jubileu. N\u00e3o se deve perdoar 7 vezes, mas 70 vezes 7 (Mt 18:22).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">\u00c9 importante ver que no Apocalipse aparece a metade de 7, isto \u00e9 3,5 (Ap 11:9). \u00c0s vezes se diz: um tempo, dois tempos, meio tempo (Ap 12:14; Dn 7:25), isto \u00e9 tr\u00eas anos e meio. Tamb\u00e9m pode ser 42 meses (Ap 11:2), \u00e9 igual a 1.260 dias (Ap 12:6), isto \u00e9, sempre a metade de 7. \u00c9 a dura\u00e7\u00e3o limitada das persegui\u00e7\u00f5es. \u00c9 o tempo controlado por YAOHUH e foi na metade da \u00faltima semana\u00a0 de Dn 9:25-27 (o minist\u00e9rio carnal do Messias) que ocorreu a cruz&#8230; Veja a observa\u00e7\u00e3o, abaixo:<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>Obs:<\/strong> A marech, ou seja, as 2.300 tardes&#8230; Dn 8:14. Estas 2.300 tardes cumpre-se dentro da \u00faltima semana: Uma semana \u00e9 igual a 2.520 dias; nos primeiros 6 meses [180 dias], o Imersor, preparou o Caminho. O Messias, ap\u00f3s a sua imers\u00e3o, foi ao deserto por 40 dias. 180 +40 = 220 dias em que o Messias n\u00e3o pregou&#8230; 2.520-220 = 2.300 tardes e manh\u00e3s&#8230;<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>OBS:<\/strong> 70 (setenta) &#8211;\u00a0 Mt 18:22; Lc 10:1; Apontando para as Setenta Semanas de Dayan\u2019ul. Os pentecostais, sem nenhuma base b\u00edblica, destaca a \u00faltima semana das demais e a coloca para o futuro (para isto, deturpam a passagem dizendo que o PRINCIPE al\u00ed n\u00e3o \u00e9 o Messias, mas sim o imperador romano) para impor a sua doutrina de um governo do anticristo (a Pedra de Dn 2 vem e destr\u00f3i este intento; portanto, o anticristo n\u00e3o governar\u00e1 nem por um \u00fanico segundo) e do seu antib\u00edblico arrebatamento cujo objetivo \u00e9 n\u00e3o permitir que \u00a0a \u201cigreja\u201d esteja presente durante este pretenso governo [a Grande Tribula\u00e7\u00e3o], ignorando, por exemplo, Mt 24:29-31.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>OBS:<\/strong> 70 x 7 (setenta vezes sete) &#8211;\u00a0 Foi dado um per\u00edodo de 490 anos para que os judaicos mudassem o seu proceder para com o ETERNO&#8230; Este tempo inicia-se pela reconstru\u00e7\u00e3o de Yah\u2019shua-oleym (49 anos com dificuldades \u2013 Ed &amp; Ne). Depois segue pelo per\u00edodo intertestament\u00e1rio (+ 434 anos). Isto nos leva \u00e0 \u00faltima semana que se inicia com a imers\u00e3o de Yaohu\u2019shua hol\u2019Mehushkyah. No meio desta semana, o Messias \u00e9 morto e assim os sacrif\u00edcios perdem a raz\u00e3o de ser (Mt 27:51; Hb 7:27). Segue o resto da semana, onde os judaicos selaram a vida da na\u00e7\u00e3o, com o sacrif\u00edcio de Esteban (At 6\/7)&#8230; E, a profecia acaba por apontar o fim destas coisas com a Volta de Yaohu\u2019shua!<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>Jogo de n\u00fameros 10 x 7<\/strong>: Mois\u00e9s comunica o esp\u00edrito prof\u00e9tico aos 70 anci\u00e3os (Nm 11,16-17.24-25). O ex\u00edlio na Babil\u00f4nia \u00e9 interpretado como a dura\u00e7\u00e3o de 70 anos (Jr 25,11; 29,10; 27,7; 2Cr 36,21; Dn 9). A tradu\u00e7\u00e3o da B\u00edblia hebraica para o grego foi feita por 70 escribas e por isso recebeu o nome de LXX ou Septuaginta.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>OBS:<\/strong> 777 (setecentos e setenta e setenta) \u2013 Gn5:28-31 Lameque tinha 182 anos quando lhe nasceu um filho, a que chamou Nokh porque, disse ele: Este h\u00e1 de trazer-nos descanso para o duro trabalho da terra que o Criador amaldi\u00e7oou. Lameque viveu mais 595 anos e teve mais filhos e filhas. Ao todo foram 777 os anos de vida que teve, e morreu [morreu durante a constru\u00e7\u00e3o da Arca, pouco anos antes do dil\u00favio]. Este n\u00famero indica a perfei\u00e7\u00e3o m\u00e1xima do Criador, contrapondo-se ao 666.<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>8 (oito)<\/strong> \u2013 \u00c9 sete mais um, \u00e9 como que o transbordamento. O n\u00famero <em>oito<\/em> significa ressurrei\u00e7\u00e3o ou novo come\u00e7o. Na verdade, a ressurrei\u00e7\u00e3o \u00e9 um novo come\u00e7o. \u00c9 algu\u00e9m que morreu, ressuscitou e est\u00e1 tendo um novo come\u00e7o.. A B\u00edblia fala que oito pessoas sa\u00edram da arca, simbolizando ressurrei\u00e7\u00e3o, porque passaram pela morte no dil\u00favio e sa\u00edram para uma nova vida. A circuncis\u00e3o ocorria no oitavo dia, porque circuncidar significa cortar a carne, da\u00ed ter que ser ao oitavo dia para simbolizar o recome\u00e7o. Dao\u2019ud era o oitavo filho. O leproso era purificado no oitavo dia. As prim\u00edcias eram trazidas no oitavo dia. O sacerdote trabalhava no oitavo dia da consagra\u00e7\u00e3o. As bem-aventuran\u00e7as em Matt\u2019yaohuh s\u00e3o sete mais uma. A transfigura\u00e7\u00e3o se deu no oitavo dia para mostrar que depois da ressurrei\u00e7\u00e3o [ou na volta do Messias] n\u00f3s seremos glorificados (Lc 9:28-36; Cf. I Co 15:50-53).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Muitos \u201ccrentes paganizados\u201d CRIARAM uma semana de 8 dias, capenga, ao afirmar que o domingo n\u00e3o \u00e9 o primeiro dia; mas sim o oitavo, o dia do recome\u00e7o, da nova cria\u00e7\u00e3o. Por isso, para estes pag\u00e3os adoradores do sol (Ez 8:13, 16) o domingo \u00e9 o dia de descanso, afrontando o Criador e a Sua Lei [Ex 20:8-11 cf. Mt 5:17-19] \u00a0ao afirmar \u2013 como todo o mundo crist\u00e3o que n\u00e3o l\u00ea com aten\u00e7\u00e3o, as Escrituras e assim, aceitam as \u201cinterpreta\u00e7\u00f5es dos te\u00f3logos\u201d\u00a0 mal intencionados \u2013 que \u00e9 o dia da ressurrei\u00e7\u00e3o. Estude com profundidade e fique sabendo que o Messias n\u00e3o morreu em uma sexta-feira e ressuscitou no domingo&#8230; Mas sim, morreu em uma quarta-feira e ressuscitou em um s\u00e1bado; cumprindo literalmente Mt 12:39-40 (sem esta de \u2018dias inclusivos, criado pelos te\u00f3logos\u00a0 pag\u00e3os ). No fim deste estudo, tem um link para voc\u00ea ficar conhecendo \u2013 biblicamente &#8211; o Verdadeiro dia da Ressurrei\u00e7\u00e3o.<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>9 (nove)<\/strong> \u2013 O n\u00famero nove n\u00e3o aparece em Apocalipse. Ele tem dois significados: pode significar ingratid\u00e3o, pois foram nove os leprosos que n\u00e3o voltaram para agradecer (Lc 17.11-19). Ou pode significar uma obra humana incompleta: pois o nove \u00e9 a combina\u00e7\u00e3o de quatro mais cinco, ou seja, a cria\u00e7\u00e3o mais a responsabilidade.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Tamb\u00e9m pode estar ligado \u00e0 produ\u00e7\u00e3o de frutos. Yaohu\u2019shua disse que &#8220;se o gr\u00e3o de trigo, caindo na terra, n\u00e3o morrer, fica ele s\u00f3; mas se morrer, produz muito fruto&#8221; (Jo 12:24).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Os fruto do Esp\u00edrito (Yaohushua) apresentado em Gl 5:22-23, est\u00e1 assim dividido: tr\u00eas s\u00e3o interiores, tr\u00eas s\u00e3o exteriores e tr\u00eas s\u00e3o teoc\u00eantricos. H\u00e1 nove dons do Esp\u00edrito em I Co12, referindo-se a poder e ao car\u00e1ter conforme, Gl 5:22-23.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Em Gn 9:9 temos um pacto: &#8220;E eis que estabele\u00e7o a minha alian\u00e7a convosco e com a vossa descend\u00eancia, depois de v\u00f3s&#8221;. Este pacto foi feito com Nok e os seus tr\u00eas filhos. Mais tarde, UL fez outro pacto com Abrul\u2019han, quando este contava noventa e nove anos (Gn17:1\u00e01+7+1=9). Ora, \u00e9 dito que Abrul\u2019han j\u00e1 era &#8220;amortecido&#8221; por causa da idade, mas mesmo assim ele produziu fruto.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Lemos sobre as novecentas carruagens de ferro em Jz-4:3. O leito de Ogue, rei de Basan tinha nove c\u00f4vados de comprimento (Dt 3:11). Na era dos patriarcas esse n\u00famero era muito importante. Em Gn 5, encontramos o n\u00famero novecentos, sete vezes, em um s\u00f3 cap\u00edtulo.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Lembramo-nos aqui das noventa e nove ovelhas obedientes e de uma que se extraviou. Yashua\u2019oleym foi destru\u00edda no nono m\u00eas (Jr 52:4-6) O Rolo da Lei foi destru\u00eddo em Jr 36:23, no nono m\u00eas. Nove \u00e9 o per\u00edodo de gesta\u00e7\u00e3o para que as mulheres produzam fruto. A vis\u00e3o de Kafos aconteceu na hora nona (At 10:9-17).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">J\u00e1, os pag\u00e3os trinitarianos enxergam este n\u00famero como sendo o triplo de tr\u00eas&#8230;<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>10 (dez)<\/strong> \u2013\u00a0 Mesmo n\u00e3o sendo \u00edmpar, o n\u00famero 10 (dez) entrou na lista dos n\u00fameros perfeitos. Ele expressa o completo, a inteireza, o todo. \u00c9 considerado o n\u00famero da perfei\u00e7\u00e3o humana. Com o 10 (a soma de dois n\u00fameros perfeitos: 3 + 7 = 10), expressamos a admira\u00e7\u00e3o e reconhecimento que temos por algu\u00e9m: Ele \u00e9 10! Na maioria das escolas a avalia\u00e7\u00e3o \u00e9 por conceito num\u00e9rico. Quem obt\u00e9m nota 10, consegue o m\u00e1ximo. Indica grande quantidade (Gn 31:7) ou \u00e9 simplesmente um n\u00famero redondo (Mt 25:1). Indica tamb\u00e9m listas completas. Pelos dez dedos das m\u00e3os \u00e9 f\u00e1cil lembrar a lista. Indica um tempo limitado; curta dura\u00e7\u00e3o (Dn 1:12.14; Ap 2:10). Dez s\u00e3o os mandamentos. Dez eram as virgens e dez foram as pragas no Egito. Os disc\u00edpulos oraram dez dias. Eram dez os servos em Lc 19:13. Pode indicar tamb\u00e9m imperfei\u00e7\u00e3o: a besta s\u00f3 tem 10 chifres (Ap 12,3). Na Fran\u00e7a iluminista, foi criada a semana de 10 dias para renegar qualquer vinculo espiritual com a semana da Cria\u00e7\u00e3o&#8230; Esta semana (1793) durou apenas 3,5 anos (metade de sete)!<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>12 (doze)<\/strong> \u2013 \u00c9 o resultado de 4 x 3, isto \u00e9, um n\u00famero bem completo. \u00c9 o n\u00famero que representa o povo, que come\u00e7ou com 12 tribos. Yaohu\u2019shua, ao escolher 12 ap\u00f3stolos quer dizer que est\u00e1 formando um novo povo. Quando no Apocalipse se diz que s\u00e3o 144.000 os marcados como servos de YAOHUH n\u00e3o precisamos ficar achando que agora n\u00e3o h\u00e1 mais vaga para n\u00f3s, entre os eleitos. Veja, 144 000 = 12 (representa o povo de yaoshorul\u2019ita, isto \u00e9, os judaicos) \u00a0x\u00a0 12 (representando todos os povos, n\u00f3s) \u00a0x \u00a01000 ( uma grande multid\u00e3o). Nesse simbolismo h\u00e1 espa\u00e7o para todos, em todos os tempos.\u00a0 Quando Yaohu\u2019shua multiplica os p\u00e3es, sobram 12 cestas (se multiplicarmos nossas ofertas* aos que t\u00eam fome haver\u00e1 comida para todo o povo). Isto confirma que \u00e9 o n\u00famero da escolha [12 tribos no AT; 12 Ap\u00f3stolos no NT]; 12 legi\u00f5es de anjos (Mt 26:53). Os anci\u00e3os s\u00e3o 24, isto \u00e9: 2 x 12 (Ap 4:4). Por isto, os que ser\u00e3o salvos (Ap 7:4) ser\u00e3o 144.000, isto \u00e9 12 x 12 x 1000! \u00c9 o n\u00famero da totalidade (Ap 21:12-14).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">O n\u00famero doze possui basicamente o mesmo significado do sete, todavia se diferencia dele porque o sete \u00e9 a perfei\u00e7\u00e3o da a\u00e7\u00e3o do Criador na hist\u00f3ria do homem, no tempo; enquanto o doze \u00e9 a perfei\u00e7\u00e3o de Sua a\u00e7\u00e3o para a eternidade. Por isso, tudo o que \u00e9 eterno, em Apocalipse, \u00e9 doze; mas tudo o que tem fim \u00e9 sete (sete \u00faltimas Pragas sobre os \u00edmpios, em Ap 16). Sete \u00e9 tr\u00eas mais quatro, mas o doze \u00e9 tr\u00eas vezes quatro. Os sete selos e as sete trombetas s\u00e3o uma a\u00e7\u00e3o completa do Criador (Yaohu\u2019shua); no entanto, s\u00f3 por um tempo, enquanto aquilo que \u00e9 doze \u00e9 eterno. A B\u00edblia fala que s\u00e3o doze meses, doze disc\u00edpulos, doze portas de Yashua\u2019oleym, doze pedras preciosas no peito e nos ombros do sumo sacerdote, doze p\u00e3es e doze espias. Yaohu\u2019shua foi a Yashua\u2019oleym aos doze anos. S\u00e3o doze as legi\u00f5es de anjos. Apocalipse 21 se refere ao n\u00famero doze: a Nova Yashua\u2019oleym possui doze portas, doze fundamentos, doze tronos, doze p\u00e9rolas e doze pedras preciosas. Portanto, tudo que \u00e9 eterno \u00e9 doze.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>Nota de oCaminho:<\/strong> A Lei Moral vigora at\u00e9 o Fim do Pecado (Ap 20:11-15), ap\u00f3s o Mil\u00eanio!<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>OBS: <\/strong>120 (cento e vinte) &#8211;\u00a0 (3 x 40) \u2013 O numero <em>cento e vinte<\/em> possui qualidades simb\u00f3licas singulares. Esse numero figura no Livro do G\u00eanesis como medida de tempo, no momento em que um limite de cento e vinte anos foi decretado para os anti-diluvianos retornarem ao Criador (Gn 6:3). Este foi tempo em que Nok construiu a arca para sobreviver ao diluvio (Gn 6), Esse numero tamb\u00e9m corresponde aos anos de vida do profeta Mehu\u2019shua (Dt 34:7). Aos <em>cento e vinte<\/em> dias em que Mehu\u2019shua esteve sobre o Monte S\u2019neah em tr\u00eas per\u00edodos de quarenta dias cada, como tamb\u00e9m ao per\u00edodo de tr\u00eas gera\u00e7\u00f5es convencionais de quarenta anos cada, exemplificado pelo pacto do Cridor com o povo de Yaoshor\u2019ul: \u201c&#8230;guardes todos os Seus estatutos e os Seus preceitos que eu te ordeno \u2013 tu, teu filho e o filho de teu filho&#8230;\u201d (Dt 6:2). A B\u00edblia pode, ent\u00e3o, ser compreendida como um contrato entre o Criador (representado o ETERNO) e o povo de Yaoshor\u2019ul.<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>1000 (mil)<\/strong> \u2013 Uma quantidade t\u00e3o grande que n\u00e3o se pode contar. Prazo de tempo completo e comprido. Reino de mil anos (Ap 20:2).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>OBS:<\/strong> O Apocalipse \u00e9 um livro de s\u00edmbolos (n\u00e3o literais); no entanto, s\u00edmbolos de uma realidade (cada s\u00edmbolo representa uma coisa literal)!<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>Ver as combina\u00e7\u00f5es:<\/strong> 7 x 1000 (Ap 11:13; 12 X 1000 (Ap 7:5-8); 12 x 12 x 1000 (Ap 7:4).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">\u00c9 interessante ver que \u00e9 o s\u00e1bado que d\u00e1 valor [fecho de ouro da semana temporal; assim como a cria\u00e7\u00e3o do ser humano realizada por Yaohushua, foi o \u2018fecho de ouro\u2019 da cria\u00e7\u00e3o] aos demais dias da semana; assim transforma os 6 dias (imperfeitos) em 7 dias (perfeito). O \u00fanico dia da semana que tem um nome \u00e9 shabbos e foi do paganismo que surgiu o nome domingo para\u00a0 o primeiro dia da semana \u2013 um dia de trabalho como qualquer um dos demais, pois, 6 dias trabalhar\u00e1s (realiza a sua obra \u2013 Ex 20:8-11)&#8230; Sunday\/dia do sol, no ingl\u00eas. Outro exemplo: seis povos habitavam a Terra Prometida (Ex 3,8). Mas eram imperfeitos. Yaoshor\u2019ul (n\u00e3o a na\u00e7\u00e3o atual, pois estes n\u00e3o aceitam a Yaohushua; mas sim o Yaoshor\u2019ul formado por n\u00f3s, os salvos) ser\u00e1 o s\u00e9timo povo, aquele que tornar\u00e1 a terra perfeita, como era na cria\u00e7\u00e3o [errou o Criador ao nos criar na Terra, e agora tem que nos levar para o c\u00e9u??? N\u00e3o: Os mansos herdar\u00e3o a terra \u2013 Mt 5:5 (Sl 115:16; Pv 2:21-22)]!<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Ver tamb\u00e9m o jogo num\u00e9rico feito na elabora\u00e7\u00e3o de alguns prov\u00e9rbios (Pr 6:16-19; 30:15-33).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Como os yaoshorul\u2019itas escreviam seus n\u00fameros com letras alfab\u00e9ticas (n\u00e3o tinham vogais), assim se podia escrever um nome com um valor num\u00e9rico escolhido a dedo. Por exemplo, Matt\u2019yaohuh divide a genealogia de Yaohu\u2019shua em tr\u00eas grupos de 14 gera\u00e7\u00f5es. Ora, o n\u00famero 14 \u00e9 o resultado das somas das letras do nome de Dao\u2019ud (d + w + d): 4 + 6 + 4 = 14. Ent\u00e3o Yaohu\u2019shua \u00e9 tr\u00eas vezes Dao\u2019ud; \u00e9 o Dao\u2019ud por excel\u00eancia.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">No cap\u00edtulo 17 do Evangelho de Yao\u2019khanan, a palavra \u201cmundo\u201d aparece 18 vezes, isto \u00e9: 6 + 6 + 6. Ora, para Yao\u2019khanan, n\u00e3o \u00e9 a terra ou o mundo f\u00edsico &#8211; como n\u00f3s entendemos hoje &#8211; que era mau. \u201cMundo\u201d significava: o sistema, ou seja, aqueles que n\u00e3o aceitavam Yaohu\u2019shua (podiam ser os judaicos do Templo, os romanos ou at\u00e9 mesmo os gentios; e hoje, n\u00f3s, os do \u201cmundo\u201d: Lembre-se, \u201c<strong>do<\/strong> mundo, mas n\u00e3o <strong>no<\/strong> mundo\u201d!).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Perceba a diferen\u00e7a: Reino DOS c\u00e9us e jamais Reino NOS c\u00e9us&#8230; Somente no livro de Matt\u2019yaohuh temos esta frase (reino dos c\u00e9us) e jamais ele diz&#8230;.<strong>nos<\/strong> c\u00e9us! O Pai Nosso diz: <u>Venha<\/u> a n\u00f3s o Teu Reino&#8230; Se voc\u00ea ainda cr\u00ea em ir para o c\u00e9u (paganismo grego trazido aos crist\u00e3os pela ICAR, em sua Vulgata), PARE de orar este Pai Nosso e passe a orar assim: Nos LEVE para o Teu Reino!!!<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>OBS:<\/strong> Gentios nas Escrituras, s\u00e3o os descendentes das dez tribos espalhas pelo mundo,\u00a0 isto \u00e9, o Reino do Norte, Yaoshor\u2019ul \u2013 Is 9:1. Quando voc\u00ea ler nas Escrituras a palavra \u201cIsrael\u201d, voc\u00ea deve atentar ao contexto para saber se est\u00e1 falando das 10 tribos (a Casa de Israel \u2013 Mt 10:5) ou da na\u00e7\u00e3o como um todo (o Reino do Sul\/2 tribos + o Reino do Norte\/10 tribos\/a Casa de Jud\u00e1).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">No cap\u00edtulo 9 do Evangelho de Jo\u00e3o, o verbo \u201cabrir\u201d aparece 7 vezes, justamente no relato em que Yaohu\u2019shua abre os olhos ao cego; um sinal importante no quarto Evangelho: Abrir seus olhos para a Verdade \u2013 Jo 8:32.<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Outro exemplo: na express\u00e3o \u201cfilhos de Yaoshor\u2019ul\u201d temos tamb\u00e9m um exemplo de como os escritores b\u00edblicos gostavam de fazer os jogos de palavras baseadas no valor num\u00e9rico das letras do alfabeto hebraico. Em Filhos de Yaoshor\u2019ul, a soma dos valores das consoantes \u00e9: 2 + 50 + 10 + 10 + 300 + 1 + 30 = 603. Esta \u00e9 a cifra da multid\u00e3o do primeiro total do povo, no recenseamento antes de partir em dire\u00e7\u00e3o ao S\u2019neah: 603.550 (Nm 1:46; 2:32). \u00c9 o mesmo n\u00famero dos homens que deixaram o Egito (Ex 12:37).<\/span><\/p>\r\n<p><span style=\"font-size: 16px;\">Enfim, os hebraicos davam muito valor aos n\u00fameros&#8230; MAS, quanto a n\u00f3s, corremos s\u00e9rio risco de entrar por este caminho, a ponto de nos misturar com os m\u00edsticos \u2013 Dt 18:10-12.<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p style=\"text-align: center;\"><span style=\"font-size: 20px;\"><strong>Os n\u00fameros para os ocultistas (iluminats, ma\u00e7\u00f4nicos e bruxos):<\/strong><\/span><\/p>\r\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/cyocaminho.org\/666-cel.jpg\" class=\"alignnone\" \/><\/p>\r\n<ol>\r\n<li><span style=\"font-size: 16px;\"><strong> Tr\u00eas (3)<\/strong> \u00e9 o primeiro n\u00famero sagrado, o primeiro n\u00famero perfeito [Wescott, 41]. Tr\u00eas representa a Trindade Pag\u00e3 [Wescott, pg 37] Ele \u00e9 representado geometricamente no tri\u00e2ngulo, e espiritualmente como o Terceiro Olho do hindu\u00edsmo. Os ocultistas multiplicam e adicionam tr\u00eas aos outros n\u00fameros sagrados para criar novos n\u00fameros. Entretanto, tamb\u00e9m agrupam tr\u00eas em grupos de dois ou de tr\u00eas, pois acreditam no princ\u00edpio da &#8220;intensifica\u00e7\u00e3o&#8221;, isto \u00e9, que grande poder \u00e9 obtido quando um n\u00famero \u2018sagrado\u2019 \u00e9 agrupado. No caso do tr\u00eas, uma maior intensifica\u00e7\u00e3o \u00e9 obtida quando ele \u00e9 mostrado como 33 ou 333. Quando Hitler cometeu suic\u00eddio, organizou os detalhes do hor\u00e1rio de modo a criar um tr\u00eas triplicado (333). Voc\u00ea pode ver como 333 formou a estrutura para essa ocasi\u00e3o da mais alta import\u00e2ncia? Logicamente, 333 + 333 = 666. Os ocultistas usam 33 33 33 como um s\u00edmbolo oculto pelo qual apresentam o n\u00famero mais ofensivo 666. Quando os detalhes de um evento s\u00e3o assim organizados, de forma a conter certos n\u00fameros ocultistas sagrados ou combina\u00e7\u00f5es num\u00e9ricas, essa \u00e9 literalmente a assinatura ocultista de um evento. Somente os ocultistas reconhecer\u00e3o essa assinatura.<\/span><\/li>\r\n<\/ol>\r\n<p><span style=\"font-size: 16px;\">Finalmente, os tr\u00eas 33 33 33 s\u00e3o organizados para representar 666 quando s\u00e3o mostrados em pares. Matematicamente, 666 pode ser criado quando tr\u00eas pares de tr\u00eas s\u00e3o somados. Assim (3+3) + (3+3) + (3+3). Agora, elimine os par\u00eanteses e os sinais de mais, e ter\u00e1 33 espa\u00e7o 33 espa\u00e7o 33, representando o n\u00famero 666.<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<ol start=\"2\">\r\n<li><span style=\"font-size: 16px;\"><strong> Seis (6)<\/strong> \u00e9 o pr\u00f3ximo n\u00famero \u2018sagrado\u2019, representando o n\u00famero da alma do homem [Wescot, pg 66]. Isso mostra o poder onipotente do Criador, pois essa cren\u00e7a \u00e9 paralela \u00e0 passagem em Apocalipse 13:18, em que o Criador atribui 666 ao homem; mais precisamente ao homem do pecado final, a Besta. Seis tamb\u00e9m \u00e9 considerado como &#8220;todo-suficiente&#8221;. Isso tamb\u00e9m est\u00e1 em paralelo com o ensino b\u00edblico, que diz que o grande pecado do homem \u00e9 o orgulho de si mesmo.<\/span><\/li>\r\n<\/ol>\r\n<p><span style=\"font-size: 16px;\">Se o algarismo seis individualmente \u00e9 considerado poderoso, ent\u00e3o assim tamb\u00e9m o agrupamento dele como 66 ou 666. Entretanto, os ocultistas tamb\u00e9m pegam 666 e multiplicam os tr\u00eas n\u00fameros, obtendo 216. Wescott explica, &#8220;De acordo com os pitag\u00f3ricos, ap\u00f3s um per\u00edodo de 216 anos &#8230; todas as coisas s\u00e3o regeneradas&#8221;, incluindo o homem. A \u2018alma\u2019 de cada pessoa seria regenerada, ou renascida precisamente 216 anos ap\u00f3s sua morte. Lembre-se desse valor, pois os ocultistas atribuem muitas das mesmas caracter\u00edsticas dos indiv\u00edduos \u00e0s na\u00e7\u00f5es e creem \u2013 como todo evang\u00e9lico pentecostal \u2013 na \u2018imortalidade da alma\u2019 e na reencarna\u00e7\u00e3o&#8230;<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<ol start=\"3\">\r\n<li><span style=\"font-size: 16px;\"><strong> Sete (7)<\/strong> \u00e9 um n\u00famero \u2018sagrado\u2019. Van Buren chama o sete de &#8220;um dos mais sagrados de todos os n\u00fameros&#8230; o Centro Invis\u00edvel, o Esp\u00edrito de tudo&#8221; [pg 39]. Acredita-se que o<em> sete<\/em> literalmente governe todos os aspectos do universo, a partir do pr\u00f3prio corpo do homem, para os corpos do universo, e para as quest\u00f5es espirituais. Como a multiplica\u00e7\u00e3o de <em>sete<\/em> cria um n\u00famero sagrado ainda mais poderoso, n\u00e3o devemos estar surpresos que <strong>3&#215;7<\/strong>, <strong>ou 21<\/strong>, seja considerado um n\u00famero poderos\u00edssimo.<\/span><\/li>\r\n<\/ol>\r\n<p><span style=\"font-size: 16px;\">Assim, quando Adam Weishaupt formou os Mestres dos Illuminati, escolheu o dia do evento organizando os n\u00fameros de uma maneira que formasse n\u00fameros poderosos. Ele escolheu Primeiro de Maio, porque maio \u00e9 o quinto (5) m\u00eas, somado com o primeiro dia, \u00e9 igual a seis. Weishaupt escolheu 1776 porque os quatro algarismos somados d\u00e3o 21 (1+7+7+6). Al\u00e9m disso, <strong>6+21=27<\/strong>, outro n\u00famero de poder porque \u00e9 formado pela multiplica\u00e7\u00e3o de <strong>3&#215;9<\/strong>. Essa data foi escolhida com muito cuidado por Weishaupt; ele acreditava que o Plano da NOM [Nova Ordem Mundial] estaria condenado ao fracasso se n\u00e3o fosse executado em um dia numericamente auspicioso.<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<ol start=\"4\">\r\n<li><span style=\"font-size: 16px;\"><strong> Nove (9)<\/strong> \u00e9 sagrado porque \u00e9 o &#8220;primeiro cubo de um n\u00famero \u00edmpar (3)&#8221; [Van Buren, pg 40-41]. Nove tamb\u00e9m cont\u00e9m muitas propriedades matem\u00e1ticas singulares, mas este n\u00e3o \u00e9 o objetivo deste estudo e n\u00e3o vamos examin\u00e1-las aqui. Espiritualmente, nove \u00e9 o n\u00famero da &#8220;morte para si mesmo para renascer em Esp\u00edrito&#8221; [pg 41]. Essa \u00e9 uma falsifica\u00e7\u00e3o sat\u00e2nica para o novo nascimento; a imers\u00e3o.<\/span><\/li>\r\n<\/ol>\r\n<p><span style=\"font-size: 16px;\">Finalmente, o nove triplicado (999) \u00e9 utilizado para representar 666, pois \u00e9 simplesmente a invers\u00e3o de 666. Agora, peque uma embalagem de papel\u00e3o de algum produto industrializado e observe atentamente o s\u00edmbolo de reciclagem&#8230; Sintom\u00e1tico, n\u00e3o \u00e9?<\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<ol start=\"5\">\r\n<li><span style=\"font-size: 16px;\"><strong> Onze (11)<\/strong> \u00e9 um n\u00famero \u2018sagrado\u2019, embora represente &#8220;&#8230; tudo o que \u00e9 pecaminoso, prejudicial e imperfeito&#8221; [Wescott, pg 100]. O <em>onze<\/em> \u00e9 formado da soma de 5 + 6 = 11. Quando <em>onze <\/em>\u00e9 multiplicado pelo n\u00famero perfeito 3, produz 33, um n\u00famero de tremenda import\u00e2ncia no ocultismo. Em 1933, Adolf Hitler e o presidente norte-americano Franklin D. Roosevelt chegaram ao poder. Ambos estavam comprometidos com o estabelecimento da Nova Ordem Mundial, e suas a\u00e7\u00f5es tiveram um grande impacto na humanidade. Foi tamb\u00e9m em 1933 que ocorreu a publica\u00e7\u00e3o do Primeiro Manifesto Humanista. Voc\u00ea v\u00ea como satan manipulou a hist\u00f3ria mundial para produzir 3 eventos da Nova Ordem Mundial em 1933? Assim, um 333 poderoso serviu como estrutura para eventos mundiais naquele ano.<\/span><\/li>\r\n<\/ol>\r\n<p>&nbsp;<\/p>\r\n<ol start=\"6\">\r\n<li><span style=\"font-size: 16px;\"><strong> Treze (13)<\/strong> \u00e9 considerado sagrado porque \u00e9 formado pela adi\u00e7\u00e3o do seis (o n\u00famero da alma do homem) com sete (um dos n\u00fameros perfeitos) \u00e0 6 + 7 = 13. Entretanto, 13 \u00e9 o n\u00famero que o Criador atribuiu a satan\u00e1s. Sabemos que os dias sagrados na primavera pag\u00e3 s\u00e3o 30 de abril e primeiro de maio. Agora, some os n\u00fameros que formam essas datas (3+4=7; 5+1=6); quando voc\u00ea soma <em>seis<\/em> com <em>sete<\/em>, obt\u00e9m<em> treze<\/em>, o n\u00famero de satan.<\/span><\/li>\r\n<\/ol>\r\n<p><span style=\"font-size: 16px;\"><strong>Sobre a numerologia dos iluminats, leia este estudo completo em:<\/strong><\/span><\/p>\r\n<p><span style=\"font-size: 16px;\"><a href=\"https:\/\/cyocaminho.org\/666NOM.html\">https:\/\/cyocaminho.org\/666NOM.html<\/a><\/span><\/p>\r\n<p><a href=\"https:\/\/overboyaohushua.com\/index.php\/model-6\/\"><span style=\"font-size: 16px;\">Quarta ou sexta-feira: A Morte do Messias!<\/span><\/a><\/p>\r\n<p><span style=\"font-size: 16px;\"><strong>Saiba Mais:<\/strong> <a href=\"https:\/\/overboyaohushua.com\/index.php\/model-49\/\">https:\/\/overboyaohushua.com\/index.php\/model-49\/<\/a><\/span><\/p>\r\n<p>&nbsp;<\/p>\r\n<p style=\"text-align: center;\"><strong>CYC &#8211; Congrega\u00e7\u00e3o Yaoshorul\u2019ita oCaminho<\/strong><\/p>\r\n<p style=\"text-align: center;\">SEDE NACIONAL: Rua Cel. Bento Pires,1001 \u2013 Tatu\u00ed\/SP<\/p>\r\n<p style=\"text-align: center;\"><a href=\"https:\/\/cyocaminho.org\">https:\/\/cyocaminho.org<\/a><\/p>\r\n<p>&nbsp;<\/p>\r\n<p style=\"text-align: center;\"><b><span style=\"color: #808080; font-family: Verdana;\"> <a href=\"http:\/\/overboyaohushua.com\/index.php\/principal-6\/\"><span style=\"color: #808080;\"> <marquee>Seja um Rosh (l\u00edder Congregacional); fa\u00e7a o CTA: Curso de Teologia Aplicada &#8211; CLIC!<\/marquee><\/span><\/a><\/span><\/b><\/p>\r\n\r\n<p><strong><span style=\"font-size: 16px;\"><a href=\"https:\/\/overboyaohushua.com\/wp-content\/uploads\/2020\/09\/O-sistema-num\u00e9rico-hebraico.pdf\"><img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/overboyaohushua.com\/wp-content\/uploads\/2020\/03\/PDF-Download-150x150.jpg\" alt=\"\" width=\"65\" height=\"65\" class=\"alignleft wp-image-1972\" srcset=\"https:\/\/overboyaohushua.com\/wp-content\/uploads\/2020\/03\/PDF-Download-150x150.jpg 150w, https:\/\/overboyaohushua.com\/wp-content\/uploads\/2020\/03\/PDF-Download-300x300.jpg 300w, https:\/\/overboyaohushua.com\/wp-content\/uploads\/2020\/03\/PDF-Download-100x100.jpg 100w, https:\/\/overboyaohushua.com\/wp-content\/uploads\/2020\/03\/PDF-Download.jpg 346w\" sizes=\"auto, (max-width: 65px) 100vw, 65px\" \/><\/a>SE DESEJAR, CLIC NESTA IMAGEM PARA BAIXAR ESTE ESTUDO EM SEU CELULAR&#8230;<\/span><\/strong><\/p>\r\n<p><strong>D\u00favidas:<\/strong><\/p>\r\n\r\n\r\n\t\t\t<link rel=\"stylesheet\" property=\"stylesheet\" href=\"https:\/\/overboyaohushua.com\/wp-content\/plugins\/happyforms\/bundles\/css\/frontend.css\" \/>\n\t\t\t\t<!-- HappyForms CSS variables -->\n\t<style>\n\t#happyforms-54 {\n\t\t--happyforms-part-title-font-size: 16px;\n--happyforms-part-description-font-size: 14px;\n--happyforms-part-value-font-size: 16px;\n--happyforms-submit-button-font-size: 18px;\n--happyforms-color-primary: #000000;\n--happyforms-color-success-notice: 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happyforms-part--single_line_text happyforms-part--width-full happyforms-part--label-above\" id=\"happyforms-54_single_line_text_2-part\" data-happyforms-type=\"single_line_text\" data-happyforms-id=\"single_line_text_2\" data-happyforms-required=\"\">\n\t<div class=\"happyforms-part-wrap\">\n\t\t\n\t\t\t\t\t\t<div class=\"happyforms-part__label-container\">\n\t\t\t\t<label for=\"happyforms-54_single_line_text_2\" class=\"happyforms-part__label\">\n\t\t\t<span class=\"label\">Cidade+ Estado<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"happyforms-required\"><\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"happyforms-optional\">(optional)<\/span>\n\t\t\t\t\t<\/label>\n\t\t\t<\/div>\n\t\t\t\n\t\t\n\t\t<div class=\"happyforms-part__el\">\n\t\t\t\n\t\t\t\n\t\t\t<div class=\"happyforms-input\">\n\t\t\t\t\n\t\t\t\t<input id=\"happyforms-54_single_line_text_2\" type=\"text\" name=\"54_single_line_text_2\" value=\"\" placeholder=\"\" autocomplete=\"off\" spellcheck=\"false\"  autocorrect=\"off\" \/>\n\t\t\t\t\t\t\t<\/div>\n\n\t\t\t\n\t\t\t\n\t\t\t\t\t<\/div>\n\t<\/div>\n<\/div>\n<div class=\"happyforms-form__part happyforms-part happyforms-part--multi_line_text happyforms-part--width-full happyforms-part--label-above\" id=\"happyforms-54_multi_line_text_6-part\" data-happyforms-type=\"multi_line_text\" data-happyforms-id=\"multi_line_text_6\" data-happyforms-required=\"\">\n\t<div class=\"happyforms-part-wrap\">\n\t\t\t\t\t\t<div class=\"happyforms-part__label-container\">\n\t\t\t\t<label for=\"happyforms-54_multi_line_text_6\" class=\"happyforms-part__label\">\n\t\t\t<span class=\"label\">Mensagem<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"happyforms-required\"><\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"happyforms-optional\">(optional)<\/span>\n\t\t\t\t\t<\/label>\n\t\t\t<\/div>\n\t\t\t\n\t\t\n\t\t<div class=\"happyforms-part__el\">\n\t\t\t\n\t\t\t\t\t\t<textarea id=\"happyforms-54_multi_line_text_6\" name=\"54_multi_line_text_6\" rows=\"5\" placeholder=\"\" autocomplete=\"off\" spellcheck=\"false\" autocorrect=\"off\" ><\/textarea>\n\t\t\t\n\t\t\t\n\t\t\t\t\t<\/div>\n\t<\/div>\n<\/div>\n\t\t\t\t\t\t<div class=\"happyforms-form__part happyforms-part happyforms-part--submit\">\n\t\t<button type=\"submit\" class=\"happyforms-submit happyforms-button--submit \">ENVIAR<\/button>\n\t<\/div>\t\t<\/div>\n\n\t\t\t<\/form>\n\n\t<\/div>\n\n<div style='text-align:left' class='yasr-auto-insert-overall'><\/div><div style='text-align:left' class='yasr-auto-insert-visitor'><\/div>","protected":false},"excerpt":{"rendered":"<p>O sistema num\u00e9rico hebraico Sabemos que os\u00a0gregos\u00a0usavam letras do seu alfabeto, derivado do\u00a0alfabeto fen\u00edcio [o sistema romano \u00e9 mais recente, baseado no alfabeto latino e hoje, usamos os n\u00fameros indo-ar\u00e1bico], para\u00a0representar n\u00fameros. Mas os gregos n\u00e3o foram os \u00fanicos a utilizar letras para representar sons e tamb\u00e9m n\u00fameros &#8211; os\u00a0n\u00fameros-letras. Na verdade, entre os estudiosos [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"yasr_overall_rating":0,"yasr_post_is_review":"","yasr_auto_insert_disabled":"","yasr_review_type":"","footnotes":""},"class_list":["post-2334","page","type-page","status-publish","hentry"],"yasr_visitor_votes":{"stars_attributes":{"read_only":false,"span_bottom":false},"number_of_votes":0,"sum_votes":0},"_links":{"self":[{"href":"https:\/\/overboyaohushua.com\/index.php\/wp-json\/wp\/v2\/pages\/2334","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/overboyaohushua.com\/index.php\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/overboyaohushua.com\/index.php\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/overboyaohushua.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/overboyaohushua.com\/index.php\/wp-json\/wp\/v2\/comments?post=2334"}],"version-history":[{"count":3,"href":"https:\/\/overboyaohushua.com\/index.php\/wp-json\/wp\/v2\/pages\/2334\/revisions"}],"predecessor-version":[{"id":2348,"href":"https:\/\/overboyaohushua.com\/index.php\/wp-json\/wp\/v2\/pages\/2334\/revisions\/2348"}],"wp:attachment":[{"href":"https:\/\/overboyaohushua.com\/index.php\/wp-json\/wp\/v2\/media?parent=2334"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}