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On the websites of the St. Benedict Center, USA there is no citation from Fr. Leonard Feeney saying there are no known cases of Lumen Gentium 16( invincible ignorance),Lumen Gentium 14( baptism of desire), Unitatitis Redintigratio 3( imperfect communion with the Church),Ad Gentes 11 ( seeds of the Word) etc, in our reality. They do not exist as people, real people whom we can see or meet.Physically there are no such people.So that's it.There are no known exceptions to the centuries-old interpretation of the dogma extra ecclesiam nulla salus(EENS).
No need to go into the all the new theology. There simply are no practical exceptions to EENS.
So Vatican Council II does not contradict Tradition.It does not contradict the old exclusivist ecclesiology of the Church and the Syllabus of Errors.
I do not know of any quotation from Fr. Leonard Feeney or the dismissed professors at the Jesuit Boston College from the original St.Benedict Center, who made this simple observation about Vatican Council II.
Mons.Joseph Clifford Fenton assumed that there were known cases of the baptism of desire(BOD), baptism of blood(BOB) and invincible ignorance(I.I).Then there is a reference to Fr.Francois Laisney of the Society of St.Pius X (SSPX) on a St.Benedict Center website who believes LG 16, LG 14, AG 7 etc refer to known people, visible exceptions to traditional EENS.He interprets the baptism of desire as referring to visible people saved outside the Church.
The St.Benedict Centers have simply to state the obvious. But then they will be in opposition to their liberal bishops who understand Vatican Council II like Mons.Joseph Clifford Fenton, Fr.William Most, Fr.John Hardon and Ludwig Ott.The two popes are also Cushingites.
The Superiors at the St. Benedict Centers, at Still River and Richmond, N.H have been recognized by the Church and they are not affirming Vatican Council II in harmony with the strict interpretation of the dogma EENS. Instead they are allowing Vatican Council II to be seen as a rupture with Tradition and this is acceptable for the bishops in New England.
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![Image result for Photo of pro Vatican Council II](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTeZeM8lh73pb7yqWM25U8CV_RNXtf7firVc85EoojC_ZLmIVjR1g)
ARE YOU A TRADITIONALIST?
So today people mistake me as being a traditionalist who rejects Vatican Council II since I affirm the strict interpretation of the dogma EENS.But I make the visible-invisible distinction.So I do not have to reject Vatican Council II. I can affirm Vatican Council II ( without the premise) and EENS( without the premise).I only have to reject the common Vatican Council II, interpreted with the false premise and EENS, which is Cushingite and not Feneeyite since it is interpreted with the invisible-people-are-visible- false premise
![Image result for Photo of Peter and Michael Dimond](data:image/jpeg;base64,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)
![Image result for Photo of Peter and Michael Dimond](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSYKhMclqIxhAi6Y02Y0Vnue_-LmnFunx5nQ7TwXRTe6jAloqXl4Q)
For example the sedevacantists Peter and Michael Dimond reject Vatican Council II since they interpret it with the irrational premise and the conclusion has to be non traditional.There is only one interpretation of Vatican Council II that they know.They have no concept of Vatican Council II without the premise. In their videos this error can be noticed.
They affirm the dogma EENS( without the irrational premise) but their concept of BOD,BOB and I.I is with the premise.So everyone who affirms EENS with BOD,BOB and I.I being exceptions is a heretic for them.I do not make this error. But I am also affirming BOD, BOB and I.I as being theoretical cases. Hypothetical speculation.So BOD, BOB and I.I for all of us can only be an opinion.
![Image result for Photo of Medjugorje mountains](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_vl6L9XuNl8fOnI7OwxEiuuMD4TSDbb3iSP_zfHRRVn959t6RgYyPAVUpjm9koa3UcbY8T8pC5WVOqVLq4G4pmacmxUvAsWdU9HfMP9pPnEsaNyp2Zb4stfwA3aphnN92tTR66ATFKi1XDFNIkxAk4LOHauSXSweyGbrpGLTl6GfNIXRx9OYhnbiCWcyXI57HhpQpE8E7Q-31Evh299b6AQ7mWMWwb9aYU=s0-d)
I attend Mass in English and Italian.So I am not traditionalist here too. I do not share E.Michael Jones,Christopher Ferrara and the late Michael Davies understanding of Medugorje. The three of them interpret Vatican Council II and EENS with the false premise.So they could also be wrong on Medugorje.Neither am I a liberal who supports Medugorje, attends the Novus Ordo Mass and rejects the strict interpretation of the dogma EENS.
![Image result for Photo of Focolares](data:image/jpeg;base64,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)
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NIfNvKmDwgK4e5cF+2bavauiRdLCcyEbdyDA7VxwHnW7irqoRlubjLEEqc3WTECN61jnXl5cYAyZVv22GRo+YifK/8MkwRsa5ZSRojIOa7Fv8AZ5NsBkChY1y6xlBOuUaiovARkYltC1oETlIKmADpqDO8/pTqeU8ZdtkXcMUjoXQg6zMz370scV4S+G8TxEyGFQKSDoCOo01Hb0putX0OCbdIZuF4Y3Gu2Z+aSAdgf9RSvxrhhv2HQD8WzLoOpA+dR6lQD7rVvy/jiUW4PmHkb2Go+40+le3HT4d63eSQH6jof8ev1rfFJW8ben0aTxS8fL2Z7w0oL2GddmKhtY80wY9BINe/MPBYa0hdA0EsCYidj7SKl8xcJ8G9bxFtGXDZwxIBZUckZ1I/L6dxFSPiFi0PEGu2wCjKiiOoCiSPrp96wlFwtPsyW2KOL4U9u8LJIJOzA+WOpnsIM+xqbi74PhhAQoUhdtRO+nUmTr3FWPEb2hW+MrXiWV1GoWAIiNQxXp6661xw3COy22RWJUlYCzodZ6DfuaUW2EkMPL98XcMqWbbSsKygEnMNzpuDvVvh+VsY+q2G1/eIX+Zmm7kHhK2MJbthYd/xH927xposCPenawgUdK5HxYuTbZ68fxfJHGoqK0ZJb+HmKcy5t2/dsx+gA/vp05W5Qt4RSxJe4fzEAZY6L2pmOUmNJ7TXs6wJP1nStY4Yx6OTNzsuVVJ19hD54urmtW2GZGYSD3O3puBv3oqu50cXMxB2fSB65RqOnWaKnM8kHo6+DjxZcduSTs1yiiiuk8gK4aua4NAGVfE7DMuKS5+V7YAPqpM/zB+tM/w/sZrH7Qw8zSoPopg/cj9Ku+YODJi7RtP7q3VT0I/wqr4Fgb2Gwb2XAzWy+VlOjKTMjqNzoe1deblr9HXuP+Poebj4jXM8/T/yduM4tnORfl2gdTVtwvBC0gH5jqx9aX+D3811A2uu/wBDH602ivlvwquRknyZO3dL6Hv8q8aWJddnaK5oor3jiCiiigAooooAwv8A8QhZcThXhsnhwxAlZzkqD0nysR7GqTlnnN1W4CTcw+Ukgn5SWVTvqNGnsaaPjzxELct4dkBF62DmJjKUuSOh3mPQE1mtrhng/jOV8O5mtuM3lJZCy7CV1AIkGe9J9jrRp2G5rtOq21u5I2RyQN9d9P1pU+IOPuY17eES8FtLa8TKwKrcuSwPm2iFAE6TPeqFsOHZFFti2QFMzDzlN8wHy9IGu2tUnGcTcW6HlpK6AkmNdR7STp603NvQeNHXBRaDrcQlywQLl1BEhgevXbqaeuM83YcYR8Bdw7ZyEZbwga6ODESV3133pOscaBxNi8BLo2ZpA8zVL4oFxPhBpS4logmMwKrqogakiYkdNah9h6LPjdy+uEsYi0T+AzJdZTpBbyZtdQdRJo5hxF5GturOBikVx5j5DADACe8N/wAwqJy1jSL9x0ulB4JmXgEi3AB0IbzdDp7U2cxI13ArcUSwFtwFHspgfbT0rNz8JRT6Y+02I1nHujLaNxi63Z8YufKo3jr9f8av+V8NE4oPJu+IgHZQQN+57Uu3uD4i084my6ZszAMInqY9PWmHiWPRbNq5YU+GsEknWRoQygCNQAIkRVZYOcXFMvGv/VDXzDwezirSLdBCsJt3F+a235h/Es7qdx2OtePJvGhgr1jDXSGD3ciuumjAAEdYJMfpVfd5kBwhyIzB/MD/AMM7Gf5VNspbiylwSGUP6q9tswZT0IzH3AI615fEllxJrJ0ehLDGeKU496NsLi7bYA7qR7GKxNMe6XDavqFDt5WkaxMK38UTFa1y7jA2gOjDMP8AX+tqg8Rw2EZBbx1uyyZoTxACTl069q9jHkpWeVKOzMsfauIjBBtqrTBUdoOug0mlLmvHLi7TXVWCuUwB28rEnczJ36Ctg5k5ewSYd1AuWEgQQ5JBLAKFUzIJIGUEaHSlfl+xba1dwz2wVgFxkGyakFpmSobWN4pcjk+KSrsIxMu5Ts3BiLdxNlcBoOomRMbmvonlHm2zxC2qO6LiAGV7e2cq0ZkPVTEwNRIr514RilsXGAOkxnbSCJjT1ManamL9owWcWL9t7RzMRiLTaqWO/htoNZJKkRpFKS8tMZvFvD3FN1FLENGWTqu+bX0AGtZn8SOITcGG8unnPcE5dPQQNvUVcfDzngXsUMHdxHjgoQlx7QR2YdDDEMCskHQ7d6oviRw23hsUcpZizM5z7gvDEA9R2+3SnHbXmEbj/HsX+Xsb4V7wn+W4Rr+6Z0P00P0rUW4Dbe01lm0f5TOzdPb/ALVkmJw2lpxuXj2mK1lsay4U3Iz5rRZenmA29CG1rXJGEZeMTdznKHm/bpilhL6jNbd018rrIOoP7vodaicR4NYulTeQZhoWkyRvpliRPfvSI2KzkltWY5i3vv8AqZp2v8TV8gIhSBBG0Rsev+GtJ8hz7QsmFQ2SsZicPcyCJNsQnkEKOwzSf1ryt5TOZDEaSx/kIFe2B4YjMPxbS5tszgfbr1FWPEuDfs1vxbrCMyqAgkksY6x7mmszj0Y+CZfvzPZwyC1bBdwBmEQF9JPp2FHKnHGxmK8O7bAtlWIAJ+YQRJ9p0qJc4BbDsWltT1/uFeqXFslCkLlYRBg76/pVXiqvY/y51dGgLw+0vyooP6154zB23Qi4PKJJ11EdZ9qq7vELgPzfyqFe4ldOZC0hoGw2bQj9DVLDI5Xni9FbxXla8qZrXnBTVR8wJXt1gmirs8Vuj836D/CitvGb7SZEcsY/xtDdRXBqiPGLupFtIy3WEudrTZTPl3aR7etcR1l9RVRe4qwYwoyKbYaT5vxCAIEQYke+orxxXFmyXgFhrVu4Xg6rl+SJB1YeYSOnWgC8NdSKqsVxG4rsqopCsiSWIJLxB0Gwn61xb4kTlLCIF7MFMgm02XTSdYJG2/WhgdcRwQZw9o5SCDHT/tVwKprXF7htlzagk2wslgD4jBdys+WZkCDpXf8A2hdLW1CoCbzW31MeVWaV09Kww8bHibcFV9/IueSU68n0XNFVVjibM6gqMju6KQfNNuZkREHKeumnfTy43j7ii6tsAFLYcsTB8xIGXQyRlJ19BW5BdUVVLxNjfNtbZKq2Vm108madojUCJnWa54jjjactqVWw7le5Ur9tJ+9AFpRVQ3EboDr4YZ0yzkJIyt1iMxIg+UanTvVhg72dFcEHMAZG2vadfvQBknxr4R42Kwr5ypUBPlkAOXOYnYQVj6ikp8KLuFt/tedcjm20lgIs9ZbcwxEDQAGK0/4k4tUxVhGzHxFAhfdte0hiCJ7H1pLuvaCYjB4pluWhcAzsdfMZW4NYliZ09RUVvZXrQhY3GXLgFxUAFkh1K/ukwP4gJ0rtxDgDXLX7SjpmNwK1vNqM50IHUbyelccZw11MW9jCqzAqAbdpWYQ2pUTJK6jfY+1eVrC3yShsutxTqjKFIMfxQRIor5B32eON5ZvWsj+V7bhCHVhlObp9OtMWAwOcJbsnNiFYkENlIhRIDEwVgQFPpG9VOPstfKkMbVsnQPOURAEHaddY23O9S8E9yy6lYV1J8xUMBpppOu2+2k1MtlQdPolYfwScigWbl4hVygw8mCGmYJMjSNxWl8L+cJsAxT2DafpWR8dxxtPYe3BgpcJiPOpmAOnr/wB603lXjVvFMxEq4YF1O6k677EetcnLhLxUl/zNIyW0yS3H0xCvh8RbQi0CLiXB+783m3BpB5l4Qj3W/YlVLLqA6H5VY6hgJMGNJGkj1rVOL8BwNwC/ctr4jznjN5mGhJAMa0hce4nhkxHh20y5VIcBQUzRpmHUidwQRpXZjl5YlIibi8j8df79iifEs4ZUaADMiAToZ8rDpTbj2ItWLgEkMIjWcyEAD3JA9zSJi8QfD8MyfPmBYgnaNIA0O/0FaLbsh8PbB0gKwIOsrDCPWRW2HDFqUpfJiy5peEccerLPhfOL2mKWkXJacBHYkFsyzDLEiTP2pe+KnMKYs23tyE86sGHysCsj1MtJ6RVbxvitzD4jEHwlcXDMhtVUAhtJ3JJInXSahcGs/tJYZSc90XFUTu8ggHrBUD61z8fAv4xQss62y8wuOxD4RLV1izglgOxUAKF7AKNu5aumD5muYTFXFZWKupzELqqnUMfSG1996bcFwMWryeJEoVGUbdzPcyTSj8TcM7Mr200FtWuMp8xCkr8vVcq2yT0jWuzkKFJLdHLitttlDg8RkulBbBZirozAESGEmD10I0PcHQ0yYjhGHvYd3N5gU1uIygFZ2dDqGhhGUnUE0s28Cbly01ppn5RGklmMTOgykfXN2rR+WuWkLPaxJGS8htkKYgHqD3BGnSuXbZ1UqMjwP4d5ns3CoRvI7SrSCCCQAY1AkelPfOHHbWOSy91RbviBfEaygPyN0VhB03HtVTzRwMYDE3LDBpXUMdVdT8rDTfQyO9Vn7Rcu2nDAXCjrlJ0yrDaffvVWxUTcZiYRHtlCglgmcM0rI1iGgwdxTIvOaPw+/h7pS1ce1Fs+aM0RruQSNPXSkS1YVC2uUnUAnTXQwRv7VNw+FtNKXwozqStzUa6gGZOgbSPem2nv2NSdePok4nlZbNqxcv4u3bN8SoyM3adVJECR5queB8TuW7f7A9hMSviMFfXyAfmSBJGhMb+80n3HZbaWTeS9aBLDKZyHYjpln31gUWMaQ6qrNBAHlMQB27VNJdDeRy0x4xeDt5bOIWSgcqysNVYDXpJ2kGOvcGrTFY6zfexYzi6QQ7rOsAGBIPfpvWd8SxVxUKnNAYFTqdTJYSNJ6/Wo2Cx0AFTlZXlWXuYPm7jQae9JdCbpjvx3m6+yqqA2mnzZYPaBrr/8VZ8q8b8ZMr5fHUkMNJ949aquQOC3uI4o28RrbRPEN1dJJ0VT9TJG8LVPxbhT4LiOV1KtaDMpH55BAI9p1qoaCU2/Zo3EucLdrItxZZ/lggTtO/qRp610fj6m3cvopJTIMkiSW036RmM9gJrN8fbW8LLi8c9nfOZEKc0gb69uwFTbuNBw5VbroDbN45IEy0QRlzagMd+o32rf9Q/H6nL+mXlZf/7y0B1sPoYJDLodfuPWikTE2hcXxbZm0Whi0BgwOgO2rAgjvr2NFL9RMb48D61NUR4xY8U2UtO5Um2zJalFLnzBm99/1q5xIYqQhAaNCwkA+oBE/elLku1eHjObqeGMRd8RfD1ZhuwadBMGIO0VmbDU2DtllcopZflYgSPY9K7NhkOaVXziG0HmERB76aa0t8PxWNxaePZu27Nsk+GjW8xYAkS5nSSOn613XmgjB3L7p+Lac2mQHQ3AQAAexkGgBhOHUkkqJJB26jY/ShcOoMhQCJO37xlvudT3qpwGGx2ZGvX7RX89tbe2mytM79TUSxjMVi3umxcSzatuUUsmdnK7ncALP1oAuXw1myjsLahR52CqNcvmBjuIketcYM2sRaS6EBV4uDMomeh9/WqnDcTuXbGLtXgovWFZXy/KwKkqwnUSOlevAfE/2fY8EoH8JYLglR3kDXagC5TCIGLhFDndgBJ9z9B9q4xGCtuQXRWI2LKDH3peHEcRYv2bdy/avpeYocqhWQxIOjGR712xfEsU2LuYWzkACI2dhOQa5tPzEmIHoaAL84O2XFwoucbNAn779T969GtAmSBMRPodx7UvcR4jftmzhRctm+4LPedYVVXrlnUnYCaOHcUupiVw165bui4hZLiAAgrqVYAkbag0AXQ4bZCZBbQITOXKInvHepFq2FAAAAGgA2HtSnw7iGKxRc28RatMjsvgm3mYZTHnJYHX0EU12c2UZiC0CY2nrHpQBiPx7VTjcKHPl8BjExJz7TSXxjNdZbSNmzW7aQVG1s+TzHUsZ7A7g703f+IY/wBLws9LLf8AXWWm/eYNdBaBAzTqIiI66aain4+xX6Gh8YhwN2ywcXAy5HAYscu6PGirqdTqCBpVbf4/cxFz8V2uEqqqfRRoNACff3qJguI32VksKWVUL3AY1CiWYk/U9zVNh8SVOZTDAyCOlQo+i7GTmDHWzbWwifIc6MGPlDf9QOnaNN6pr/FnZEB3Q6HuIIg1fvgbd7DJc2uqUNxv3lcw2m2kqo7VA52wNq3cRrQADqPKBEQANvf9ZpKumHeyuw6nEOAWygbmPl+kimrkp0weIZ3vZs1swADoc0HOu8wJHvVTheAXFsNcDgXFBcprJUDodiY1iu+O4a1pBfBEoEzCdw36zOlTNprx+ZcY+xrxvNt28t1sLccMpB8yLlI2IAbXSZ3pSxC3PFN3EZvxCWuC3AjXXQg+8aVxgcUFeynRpLx2YH/GfoKsrHFYVrV5c7BvDyzGcyZJ6gQJ07ikm6pLQNJFVxREVRbTzAMSH08wYSNtfoa1bknFYYojXGk5QqLB3Igsfbp9T2rO+KcrG1cW6jZrNwmR1Q75T6aRNTuCYko8dNx6RU580o4/CL77+xWHGpStkXmLDZL11MsOSDI+aYg/qDTh8NuHphmQ3CAbayf65H9wrra4WcViWxdweVbecmNM5ZkUdtIzn6d65wS5g5LZVVwzfbQd/pXTxlJYXJd9Iw5sovJGP9xg4tjtLl0epH10FIb49cPdS5dfyEsCQJIYEQG30K5tNQcx9aZP2vx1a1bBJYqqDqTMz6bD71Xc6csCxZBW2XuW3Q3FJ0c7T6AZo9hNdOSKhiqXbObHJyyWukTsDxjB3binDphkYyoFoBTrqdN/Ux60yYZwGBpH5Y5Yt2XGJZYuFZVM0i3MyZ66aU32WricvSOqiL8V+F28Rat3PGt271swpc6OjDUe4MMD2zVmGAwgFu5aZ1AYjPcYtlBVoG3SWFaV8S+E3L2Fwlyxb8QK9xLqqQDDwQZPUFNKSeGcDxK4a8uJw9xdJDKFJOoMDXuJ9po3Q0Vl4ZLps3YsqoVZtjMGIWQ2wzByRr0Bqo4lYvWitw2yFIgGCUO+07e3SrninB7tzI1m3cvIo/KJfLPlzAdttKiW+FYxUAexfyzqpR9J7AiPeBQmH2KjBIGMuSls6E+sb16AKt1FXKFJUzmnQ9+xjp0qdas3FsPaa1cXrJtsB9TGgFVuL4f4QGZlLHXy6gDvPWnoWz3v8YZjGUeFp+HrlOkE98x79K88XgSrafKRmGvQ/wA+on0qyXk3FEAjw4Ikefv9Klpy/iL74YBZtsVtNESnmgz12O9H0A2/4McEGH4fbuEAXMR+I3t+QfbX6mp3xI5NTiFiVOS/b1tuN/Y9we1M/D7ItoqAQFUADsBt+lSGqhHzVwrgqC54FwmCXtl20KXAhaI+XKdPvVFxgKbt1DdZAhVAmQhSqAKZadB5TGhrd+eeD2ou3AsEZb5yjUtbPQdZUZY9RWB8QxZZgFllI0J9TqSOmtTVDssMViRh1VLSG1IViA2bPrIeT3UR1GkdaKrsJhGzIwYMFWDuI0O3eKKSlQ6Pryl3lXCsLeJV1Zc2IukZgRKk6ETuD3pioqyRQ4Nj3wVoYa9Yvs1skI1q2XW4CSRBGgOsQa8f9gX2wV6VC37t43wk7GQQpO0wPuadIoigCkwHMPiMqHD4hHPzZrRCp7sdI9RVdw7ENgWu2rlm6yNcZ7b2rZcENrlOXVSD33psiiKAFbh2DusmNxD22RsQpyWyPMFVCqyP3j2qDjMJd/YcEpt3WRMnj2kBzlQNio1Ou4p4riKAEd8Oj38K+GwbWraXRmc2chOhjSM2UdWOkkVdYKw3+0MQ5VshtWwGIMEgmQDsSKvormgBV5p4bN+1iTY/aLaqUuWwoYgEyGVTvB/129eCfsrXR4OCe0QCfEax4YHSJIBkg9PWmWuIoASuO3bN8N/RMSMSAQjLaZWDDY+INCPcxFNfC1uCzbF0zcCLnP8AFGv61KiigDJvjHwVcRiLLFc2S10JkS3QAyf+1ZrjeFCzbC33UIwMQx6EhgZ1BBGo6VqPxWw2fEIZdSuGdwQfKfDJYgjrOmvT6msV5k4p4iWhLTlkqdhJ3B65oDH1moe2NaRccP4ctgwqnw79px4kgyIKMsHVTD7nfSKrMbwFMyrYVnWZZyYyjrudx1rtwDE27ifs90uEb+ISO+UkaGBttTRaxFlLimwA3nJui4A2UlYykQPLPmkHYb0m6Y10VNl0wxZGcG2hFplicxbXUxGmWdal8V4LbxaftAP5dBb1VYI+2bMN+opexXC87ZmvKSy+IcozEk79RsZA2iad/h7D2XsumVDYFxmUQQVIYE6yZ1P1q4xcnfyJlJRVFfjLKWbQNxfMQ0KGOdgRoY2CzpvNRuY8dbyGVSMwZJZtJQSrwdSGnSo/NN5rtw30ZR417wwCfOBpBg/lg6nvPU0z4LljAJhMSboa49tfFzsxJLDScggEa6zWccdqzRz3QqcuYG3dsuuT8c+a239UEhe4UiQNN6MfwMXGW+jkBoDaQQ4Gmv8AFGhiDBqPxHG3BiEN2WYspzKxylFlQADEajbarLC8xkXb9kFkCk3AUMElTGRuhWDtptvRTu0HkumWWJzKrW3PnX5h1OgJMDsdyNOtVKg5hlBLHQAdSasOOY3xbOJuMSrW3szk8sjVT8vct69Kl/DDE2L7sHUeJaUOC5EAKdMvUnadKxyYZSao0x5IxTsb8Vb/AGLhgtufxHjMPVtSB7AR9KRcPcJU67tP1ps5yuG8ignWSYO+0TSzhcOYgAmNT/r9K97j41jhs8jLN5J6HLkLCqiftBElZ36GYgf8gJn1FS+NO13DX7v5hbzz6jUbbAN94qHh+asPZsphvBdgi+ciPMYk+0nX2qZe5owyWSrWnXNAbMq+YA6DQ9QAPtXj5c7yZm/L4a0j148HLjx7gzOrFhsT4bWcRP44lNfOFyvBiTsWIHWD20lca5jxNrFi1bC+EMu6xMiYzHQHoNqrbQt4Nrz2rqOA7MoJiCoc5GA7qND9OhpX4fxi+XaXa4W6NrJ6EDpBjamlS0ZPvZp3Ntq5juHWrNlczHFBgG8oaEuCATudJj0PYwscC4S2GdWGZbhJBZTAXTUK20jefTtXpguZrq+CpzpcW3qSYWdRAXTXLE+s124xxvxLWFVSpVcQGkQCm6mf3hLSG+h7lb6HrseMBfwhw19bzW7eJuqAcpMZ4gFVXY5iSQCdz0pRwJCg+YkK4VyLjNtoRM9ddd67tg1F7D3ExEXml0YoYeDlj+FgRBHqNeyjy8r2HL3WFu2dJfZj0gdd5P0pJ2gap6IPEMVirbvZuXr5UEqQ1x4YAx1MEGu+G4f4qG4zIgJyqpIQbaCToP5nWnHj3D1e5buOBcnDiQxzZCpgaA6ZlE6xVNi+HWQjIfE8O4yvaKDQFQQyExEwd/aq8rF4jNy+bowyLeWGUZZkEEDYgqSNvWrnkfDl8eqqoVA2ckE+bTrJIBDHpGlZzw5UsultLrKbiZnRjopny6gbxvp1rVPhOQ+KvXVcNbChFUgZ7bScyv3OggjQzQlvQn1s1TFW5RgNCVNUeMx+I/aES0kqqS+ujTpHoZBimK7sfaq7hiNlz3AuduwjToPtrWl0yWVvMrZWtvEr8rT7g/asE575fbC3zdQfhMZHZWmSp9D/AI1u3N15YS0THiSs9pHlP9oD6TWU86cXZ8QLFwDwTbBuLHmJIKsZ6MrKWEbECm+hexTTMfM0K1wycogCew2GlFW1vgoVwl1mZJCkjeDHmH01ornbNFZ9MUUUVuQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAY18cOLthsVhWXIwZGDIwJOUtBMbagxM1hePK+I4X5QxC+wMD9K13/AMRiE4vCwCYssTA2GeNfSSB9ax26NTQB2s77wZpn4VisRhbiYi4M9sNkLyDmGUmBrJ0MiRSrbOtN2GUHheKBWSLqOp/dggN7SGih7Ao+EuTcRFOWSFLRsD8x+2taLZxZtXkMjT+j3CPzKRCn6rFZlgCEuoWMKCCT6deh6U1cN4rev3MlpE8IBfEa5GybGWgr7DWK0hJRTImm2QsYS+Gu22gPg7oymNSpOQgnqQwB371EwnH28O4t17rMykDXTURXZblzDjEG4p/GRk+bUkmZInUTrr71S4XDtcJVdwpMd4E6eulZll0OKKz27lySFSAN9fQHQa6z611vW1t3rdyzcLC6CfxIDAnRgSNJnUEfpVGW0g1Lwl4FrYP5dj6kzr/KlQDFw3HKEvW7zGLiZSWBPmWCvXode8TpNQeEXzYxaXrMQG8oYT5Tp1I6HuKsBwdruGxGJtAfgXW8USRltwAgiIPXX2npS9bukLHahOthSejTbfGVxJZx5m0GUb7aATHtrFWuIyWrZVTMkZ3/AHmGyj+ETPqSKz3kF7hvu0nIqEt6x27H1HapfF+KPIzAMBLhCNIHboSP5Cnn5U8i/KX9fsdnC4ePDF8qW66X1Pe5xwHxUw6+JcJk+q7MF7947T21WDxDxXm61wtOhmAnssV1a9aN4vbBRMpIHUEjUfcx6ipWMw9slbqMWa4CzwIUEn8s6+pnvpWKhHGtFvNl5WRJvXyLKzggt82WeFxVuJ10LqIJ/wCef/UO9UF/APh7hTN54BRkPlYNrIPYjb60yYvFgK17c2gbVrQEZswKkz/Wn/lpaucTzXkcjyWwFAETlBOgme5E04NtWRy4xjLx/wCos+I8XARLFweJlMsw8p2Kwp/We4qHguEX3vkYNHuZYKwBMESAdYOmmm9ScQbV9kNq1dcKZYROUFtiwEtpHt0NePG77WrqXLUWzl08PywQYkRqvQVaZyuuz14nxW8yPZYEZmzlSkFGEhgvVdND6b7V7cIv+OtqzeknxQEgHMwI8yhukELRiOYMUxW/dueJmjNmAJIjqY10qcGUvh7y2gwY6lSRkcaTptOmp6ipsNkPD3kV8QAxtl5RS3mMwZk6dRH1qvxT3bF3wr4ZYA8szGkhh0Mg79qgYkAMUBJVSQJ/1pUzjFgm1au5s2mQ666aj6bj6U0Dd7PXh2F/aHNwyuoiDOo/Xt963f4Z4RLSFkti2zOouKM2jBVBnN11nTTWsF4FxNbZi6TlA0jWNeg6bzpTRyz8R8Rhbihy15RcBYu2pQAAQTrmgAyekCmrsLPo7jV/JbnYHQmYidN+nv0qLxXjFnDWPGuuAp+XuxOoCjqTUG9znhDgDxDPnsRsB5i22SD+adIP8tayH4gc0WeIfs16x4im3mVrVyNJgqwglehFNtUSXPFOZnxl4n5GRZ8OdgwWAehaf5xRz3gEYYXGtADqbd4hTuZIYrvJlp9aTeA3WbFebe5mDdjIJ9twPatVTDJfsvh7uqMBtuCNQR6gwf8A5pdxofsz69eVkPhsWW2SvyxmBJC6STABOh9qK738AcLde0fuNiOjL6EGY7iK5rHRVn0PRRRXQQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYb8eeI3MPj8JdtMQy2W2MSM2o/12pT5v4WuKwyYrDL57QC3FUASjEBXMdQSFJ7FT3rWPiVypaxt609x7qlbZUeGVEgtOuZTUTlbknD2Gyh7rqwZWDspDKylSDCjSDQB8+Y/hd+wQt206FhIkbj0PX6VbcNtsMJeDGDcZFRTvuS5jeAI/StUxHIFl7K2XxGJZEaVBZNNCNPw9ta8rfw4wwAHjYjykx5rfXcf+XtpSTYMyjF8GbwmvL8qAAiNY2n6daqfHfLkk5RrHSvoHB8jYcW3tZ7pV0dTJT8wOo8m46VK4v8NeHPhTbWz4ZTLFy3AfeDLEHNPrVdAYFxtmlJmGXMNZ6ka+ulWPA+DOtn9szBMrDJOk6xmB1jzaAEVqvFvh7hr9uwr3L/AOEpUMGSSJnzHJrHTtVjj+RcM+Hs2c90Ijg+UrrlUQD5YjUnSKn0BleN5afG2jjMPbAYk57Kx5iujNbAO5Opt7zMTtSdhvmB9a+l7XLloZHzPnCkF/KGYA6ZiFEx0PSlrmH4aYO7iLl3NeQucxVCgWSJMAodzr9TSixi78O8C72sdmH4eKtmypM6v4bMNPQx9dKzbcR9/SvpjA8sWbNrC2kLhbUsNR5i2pLeXUkk7RSVi/hfhGuOfExAl2MBrcCSdB+HtU45OStg1QhckY+3aS+lxsrMNPaDNccBtDFXMTeIJCWSFX3ER/ZDfU07H4V4T/i4j+1b/wAurvlfkHDYY3Mly8c4WczIdp7IO9OONKbl8zefIlLFHH6RjVjK+W2mVncquZQQQuhJI9P7j9WjmzhmWzZvIICqLTAD93RW9iIH0FOfB/hzhLN0Oj3pExJTSYGnk7Ej60x4jlezew723ZyGDdV01nTy9DrSa8m0LBP8uSkYFiL7rYcKzAFkLAbH5hr9YqLwm1bYN4mY5YKKB83cEjzDTtWu2/hxhSl1Dcvwyj8yaEMsEeT3H1NRR8KcGNruJ/tp/l04JpUVypqeS0Zfi3Crns50Qswyk6qe0+xEHf61GxIm1bYEEjMD33kT361sP+7PClXBu4g5iGPmTcSP+H61GPwpwf8AxcR/aT/LqjmMjTFsFCTC+2sVb8K4wqZLUlE0DOslomZCzEjfStE/3T4L/i4j+0n+XXZfhVgxMXcR/at/5dDSHYsfEa3gSlq9hlKXs2W6AGCvInMZ/MGBmP3qUsGUK/iarO09e/61rnE/hnhbtxna7iJYzAZIk9vJ6VG/3VYOI8XER/Wt/wCXRQjIcWqhjkmOk9KYuSRYOJUX1zB4AmIzT5Z+0fXtT4PhRg/+LiP7Sf5deuH+F+FQgrexIIII81vp/wDrpsA5jUNhblm0oVXYOyqo8zKdDA6+o12qi4ZwDNgr0A/tHioyA6SgDBgJ0nzTr2rSLnK9o7vdP1X/ANtFrlW0Nnu/df8A21nWx2ZbgEyXreYFXVwGBEHcA/XWtb5dKMSGEkCRr230qv4nyfZuEMz3ZHUFem35elXuE4GgMh7kwdZHY+lOPsYlc8Khui/auAq8pkA+XLvrsQZB761xTD/9H2Cry1wmZnMNNYgDLH6UVk1spUf/2Q==)
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)
I am not opposed to the Neo Cathecumenale Way,Charismatic Renewal and the Focolares.They are making the same doctrinal and theological error as the traditionalists by interpreting what is hypothetical as being physically visible.It is the same with the sedevacantists.I affirm Vatican Council II ( premise free) and EENS( premise free) and most of them do not understand what I mean.
![Image result for Photos False premise](data:image/png;base64,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)
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)
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)
![Image result for Photos False premise](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ5kRkQWd6fTNOkn_Zf6OStI7MEv4gce7XeFilploO_43go1koy)
The Superiors at the St. Benedict Centers, at Still River and Richmond, N.H have been recognized by the Church and they are not affirming Vatican Council II in harmony with the strict interpretation of the dogma EENS. Instead they are allowing Vatican Council II to be seen as a rupture with Tradition and this is acceptable for the bishops in New England.
ARE YOU A TRADITIONALIST?
So today people mistake me as being a traditionalist who rejects Vatican Council II since I affirm the strict interpretation of the dogma EENS.But I make the visible-invisible distinction.So I do not have to reject Vatican Council II. I can affirm Vatican Council II ( without the premise) and EENS( without the premise).I only have to reject the common Vatican Council II, interpreted with the false premise and EENS, which is Cushingite and not Feneeyite since it is interpreted with the invisible-people-are-visible- false premise
For example the sedevacantists Peter and Michael Dimond reject Vatican Council II since they interpret it with the irrational premise and the conclusion has to be non traditional.There is only one interpretation of Vatican Council II that they know.They have no concept of Vatican Council II without the premise. In their videos this error can be noticed.
They affirm the dogma EENS( without the irrational premise) but their concept of BOD,BOB and I.I is with the premise.So everyone who affirms EENS with BOD,BOB and I.I being exceptions is a heretic for them.I do not make this error. But I am also affirming BOD, BOB and I.I as being theoretical cases. Hypothetical speculation.So BOD, BOB and I.I for all of us can only be an opinion.
I attend Mass in English and Italian.So I am not traditionalist here too. I do not share E.Michael Jones,Christopher Ferrara and the late Michael Davies understanding of Medugorje. The three of them interpret Vatican Council II and EENS with the false premise.So they could also be wrong on Medugorje.Neither am I a liberal who supports Medugorje, attends the Novus Ordo Mass and rejects the strict interpretation of the dogma EENS.
I am not opposed to the Neo Cathecumenale Way,Charismatic Renewal and the Focolares.They are making the same doctrinal and theological error as the traditionalists by interpreting what is hypothetical as being physically visible.It is the same with the sedevacantists.I affirm Vatican Council II ( premise free) and EENS( premise free) and most of them do not understand what I mean.
I reject Vatican Council II(with the premise) and any other magisterial document interpreted with the false premise.
I do not condemn the traditionalists even though they use a false theology and an irrational philosophy. The error can be corrected.It is not something fixed and permanent error.However today this is also the false interpretation of the liberals and the Masons.-Lionel Andrades
I do not condemn the traditionalists even though they use a false theology and an irrational philosophy. The error can be corrected.It is not something fixed and permanent error.However today this is also the false interpretation of the liberals and the Masons.-Lionel Andrades
November 14, 2017
Communities of Fr.Leonard Feeney in the USA when they interpret Vatican Council II with the irrational premise deny the dogma extra ecclesiam nulla salus
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