tag:blogger.com,1999:blog-83557662217786459912024-03-12T17:16:08.235-07:00PERUVIAN RATIONALIST HUMANIST INSTITUTEWe interpret reality with reason and science, and try to live with values and without supernatural or paranormal beliefs. We organize free activities (speeches, seminars, debates, video-forums) especially for young people, and secular ceremonies (names of children, confirmations, marriages, funerals) for non-believers. Email: humanarazon_peru@yahoo.comUnknownnoreply@blogger.comBlogger98125tag:blogger.com,1999:blog-8355766221778645991.post-10673136178233822352024-01-31T20:59:00.000-08:002024-02-01T05:32:23.353-08:00EUPRAXOPHIA # 17: SECULAR HUMANISM IN THE WORLD<p style="text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRf9K-OnvYMMJOekU79_synpvD4vvxtvlMap3mKA9Uhg6qpP6-fL9VnMWBHLeIhDxjXQaVszcqWWJp-qCOFp50QxdeXdzeRSstTs455e9vby4CigRO9vrIpWj_ZLdXeqCrM4NLbWHpNHDooeBqXJpU2faRzgwoeEds62ibXXT8wIHA72VyrmzA22sNoXjc/s1080/288964269_693975708610094_1668583032037722424_n.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1080" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRf9K-OnvYMMJOekU79_synpvD4vvxtvlMap3mKA9Uhg6qpP6-fL9VnMWBHLeIhDxjXQaVszcqWWJp-qCOFp50QxdeXdzeRSstTs455e9vby4CigRO9vrIpWj_ZLdXeqCrM4NLbWHpNHDooeBqXJpU2faRzgwoeEds62ibXXT8wIHA72VyrmzA22sNoXjc/s320/288964269_693975708610094_1668583032037722424_n.jpg" width="320" /></a></p><p style="text-align: center;">Lima, July-December, 2023</p><p style="text-align: center;">(Articles by date of arrival)</p><div style="text-align: center;"> <a href="https://peruhumanaratio.blogspot.com/2023/12/humanist-society-singapore.html" target="_blank">Humanist Society (Singapore)</a><br />Provided by Norhaiyah Mahmood, <br />Secretary, Humanist Society (Singapore)</div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://peruhumanaratio.blogspot.com/2023/12/humanist-canada.html" target="_blank">Humanist Canada </a></div><div style="text-align: center;"><span style="text-align: left;">Provided by Bettianne M. Hedges, </span></div><div style="text-align: center;"><span style="text-align: left;">BA, Executive Director, Humanist Canada</span></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://peruhumanaratio.blogspot.com/2023/12/my-story-with-hapi.html" target="_blank">My story with HAPI (<span style="text-align: left;">Philippines)</span></a></div><div style="text-align: center;">Marissa Torres Langseth, </div><div class="separator" style="clear: both; text-align: center;">Founder and Emeritus Chairperson of HAPI </div><div class="separator" style="clear: both; text-align: center;">(Humanist Alliance Philippines, International)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://peruhumanaratio.blogspot.com/2024/01/secular-humanism-in-peru1.html" target="_blank">Secular humanism in Peru</a></div><div class="separator" style="clear: both; text-align: center;">Manuel A. Paz y Miño, president of the </div><div class="separator" style="clear: both; text-align: center;"> Institute of Rationalist Humanism of Peru (IHURA-PERU).</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://peruhumanaratio.blogspot.com/2024/01/humanist-action-ghana.html" target="_blank">Humanist Action Ghana</a></div><div class="separator" style="clear: both; text-align: center;">Yvonne Stennicke Larsen, <br />founder of Humanist Action Ghana</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href=""REVISTA EUPRAXOFÍA (Sabiduría para una buena vida) ISSN 1560-9219: EUPRAXOFÍA # 17: EL HUMANISMO SECULAR EN EL MUNDO" http://eupraxofia.blogspot.com/2024/01/eupraxofia-17-el-humanismo-secular-en.html?m=1" target="_blank"><b>Go to Eupraxofía # 17 (Spanish)</b></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b><a href=""REVISTA EUPRAXOFÍA (Sabiduría para una buena vida) ISSN 1560-9219: EUPRAXOFÍA # 16: OSCURANTISMO E IRRACIONALISMO" https://eupraxofia.blogspot.com/2023/08/eupraxofia-16.html?m=1" target="_blank">Go to Eupraxofía # 16 (Spanish)</a></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b style="color: #222222;"><a href="http://peruhumanaratio.blogspot.com/2020/04/eupraxophia.html?m=1">EUPRAXOPHIA</a> </b><span style="color: #222222;">(Wisdom for the good life) is a magazine of </span><a href="http://peruhumanaratio.blogspot.com/" target="_blank">Rationalist Humanists of Peru (HURA-PERU)</a><span style="color: #222222;">, and </span><span style="color: #222222;">published by </span><a href="http://edicionesfilosofiaaplicada.blogspot.com/" target="_blank">Ediciones de Filosofía Aplicada (EFA)</a></div><p style="text-align: center;"><br /></p><br /><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-72099068514880474082024-01-31T19:56:00.000-08:002024-02-01T05:23:56.456-08:00Humanist Action Ghana<p>I grew up in a devout christian home in Southern Ghana. My entire community was extremely religious and everyone I knew believed in witchcraft.</p><p>No one sat me down and taught me what a witch looks like but it became clear after a while that there were certain qualities that would qualify a person as such. A witch is most of the time a woman who is old. The older she is the more powerful and deadly she is assumed to be. And, she is usually living in extreme poverty. Most of the women who were said to be witches when I was young had outlived most of their family members so they did not have anyone to stand up for them and they could barely afford to feed themselves much less defend themselves from their accusers.</p><p>When I began to question my faith I also started to question other aspects of my culture and society that were not fair towards some members of the society. When you are finally able to put into words the things that have bothered you for so long, things that you were never allowed to question or criticise, there is such a huge sense of relief. And when you find a group of people who not only feel the same way as you do but are able to further enlighten you on issues you hadn't even thought of, then you feel you have finally found your place in society.</p><p>Becoming a humanist opened my eyes and mind in so many ways to a lot of things that I didn't even realise I was feeling but it also revealed to me all the things that were wrong with my society that needed to be fixed and addressed. Joining the Humanist Association of Ghana in 2013 and later the Humanist Service Corps (HSC) volunteering program in 2015 did all those things but I only truly found my purpose when I started working in one of the camps for women accused of witchcraft in Northern Ghana.</p><p>In Ghana, when you think about NGOs and Humanitarian work, you equate them to white people who come down to Africa to help the poor Africans that live here. And that was what I thought too until I went up North with HSC and got a first hand experience working with a Ghanaian non profit led by Ghanaians. HSC was a humanist volunteer program that aimed to do non profit work in an ethical way. That means we were there to support a Ghanaian non profit in whatever capacity they deemed fit. It was refreshing to see Ghanaians like me take up the mantle in bringing humanitarian aid to our people and I realised that I wanted to be a part of this change, to be a Ghanaian who cares about doing non profit work not because it is a job but because I actually care about helping people.</p><p>HSC supported our local partner non profits in their work bringing humanitarian aid to women who had been accused of witchcraft and banished to live the rest of their lives in ‘witchcamps.’</p><p>In the Northern region of Ghana, being accused of witchcraft under any circumstance, as a woman is very dangerous. Before the existence of witch camps, women who are accused were put at the mercy of angry mobs which would likely include their neighbours, friends and even family members. Suspected witches were stoned or burnt alive.</p><p>Although the camps are a refuge from violence and death for women who are accused, life in the camps is not easy. Women in the camps live in poor conditions with little access to water and food.</p><p>There are currently 6 witch camps spread out through the region and there are over 1000 women and about 400 children living in them. These children were sent to live in the camps to serve older relatives that were accused who are unable to take care of themselves due to old age. These children spend their lives in servitude with little or no access to formal education and they are usually unable to leave the camps due to the stigma that comes from living with accused women.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1MqwgoM7Ly-k48mc-0bNUzxCbYlBKEWsxzpfmV4G76clydEsaPC2n9sg_f84ZlQl-_k6gFIiD3CH2zaeiuXib8cFreLfEYxz5V2rXPXvG53cJ_O69CUAaZXh1V6seJzW8iYSxscYrU-eTFh793WnqJQzu4rHe5VXVYGt4P1gC_n8exKb26N6f_8UMkAX3/s2500/g1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1875" data-original-width="2500" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1MqwgoM7Ly-k48mc-0bNUzxCbYlBKEWsxzpfmV4G76clydEsaPC2n9sg_f84ZlQl-_k6gFIiD3CH2zaeiuXib8cFreLfEYxz5V2rXPXvG53cJ_O69CUAaZXh1V6seJzW8iYSxscYrU-eTFh793WnqJQzu4rHe5VXVYGt4P1gC_n8exKb26N6f_8UMkAX3/w400-h300/g1.png" width="400" /></a></div><br /><p>My job was to interview the women living in the Kukuo witchcamp so we could have records of each woman's story. I heard 113 stories of misogyny and abuse. All of the women had been accused of using supernatural powers to harm others in various ways such as causing accidents and even causing plagues and famine.</p><p>A woman I spoke to was accused of causing her co wife to be barren, another was accused of causing a family member's poor performance in school. Another was accused of causing the electrocution and death of a young boy when an electric pole fell during a storm and another was accused of causing the illness of a community member by feeding her food in dreams.</p><p>All of these women were forced to confess to their crimes through intimidation and fear of violence.</p><p>A majority of the women living in the six camps will live the rest of their lives imprisoned there. They will die in the camps and be buried in the camps. And another woman will arrive to live in their huts and continue the cycle.</p><p>How do we solve such a sensitive issue in an ethical way? As much as I may want to, I cannot just tell people that witchcraft does not exist. I would not be able to achieve much by telling people what they can or cannot believe in. In fact, doing that would make an already dangerous situation even more dangerous for the women living in these communities. How do we prevent future accusations? How do we stop feeding the camps and protect women from violent attacks?</p><p>I asked myself these questions for years and through them, Humanist Action Ghana, a women's rights non profit was born.</p><p>Our mission is to end witchcraft accusations and poverty in low income, low education communities in Northern Ghana that also have high cases of witchcraft accusations. We do this by empowering women who are at high risk of accusation economically through vocational training programs that teach them skills and provide the tools they need to set up their own businesses.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggvJglcHwywI9HoJVCqEzUnfp6oUHTpSvx08UgoJ5jeF-UR-yZroUyz8ET0Fp0vCYTSXKeTL3HTVWCSuWFDJQa_UsP2_DltgnHOGxEP2Uz_mb1bs18mfYS2NktkPDjrgV1JMPvyUuG8B1N4GnJkAVjPjz5K4CR1B4xhimYTY1dujqtQyrMs9dGPMqic0Tu/s1080/g11.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="810" data-original-width="1080" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggvJglcHwywI9HoJVCqEzUnfp6oUHTpSvx08UgoJ5jeF-UR-yZroUyz8ET0Fp0vCYTSXKeTL3HTVWCSuWFDJQa_UsP2_DltgnHOGxEP2Uz_mb1bs18mfYS2NktkPDjrgV1JMPvyUuG8B1N4GnJkAVjPjz5K4CR1B4xhimYTY1dujqtQyrMs9dGPMqic0Tu/w400-h300/g11.png" width="400" /></a></div><p>When these women become financially stable the chances of them being accused is low and they are able to defend themselves against potential accusers. They are able to provide better education opportunities for their children and family members which will in turn curb other negative social issues such as teenage pregnancies, child marriage and eventually change the way people in these communities view incidences that would qualify as supernatural events.</p><p>Our work is not easy and its impacts are long term but our motivation is still strong because each year that more women are banished to the witch camps, there is a greater need for intervention and a long lasting solution.</p><p>We need help from the Humanist community to create awareness for our work and to donate towards our program to train more women to become economically stable so that they can grow old in dignity and security.<span style="text-align: center;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgndtuPDwxEPeSMvirIldIcV2UbDsDwzOmaR_wQ-nDJXE9kn4amKdH_RMdvAKWGHml2x9vGBTIwtJtN8GaGEQv-6KVuSDXfUGkJbBUZ5ukRAFObcGjJBVXCWmg16XIoEpFKg4_Nww-z-JHu3zx0HzaqvpZpE0iKwHHLDu87RDrUOv0GuSzVGlVYTqSyG2k/s2650/raw.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2650" data-original-width="2448" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgndtuPDwxEPeSMvirIldIcV2UbDsDwzOmaR_wQ-nDJXE9kn4amKdH_RMdvAKWGHml2x9vGBTIwtJtN8GaGEQv-6KVuSDXfUGkJbBUZ5ukRAFObcGjJBVXCWmg16XIoEpFKg4_Nww-z-JHu3zx0HzaqvpZpE0iKwHHLDu87RDrUOv0GuSzVGlVYTqSyG2k/s320/raw.jpg" width="296" /></a></div><p></p><div style="text-align: center;">By Yvonne Stennicke Larsen, <br />Founder of Humanist Action Ghana</div><p style="text-align: center;"><a href="https://peruhumanaratio.blogspot.com/2024/01/eupraxophia-17-secular-humanism-in-world.html" target="_blank"><b>Go to Eupraxophia # 17</b></a></p><p style="text-align: center;"><br /></p><div style="text-align: center;"><br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-87833869906052482172024-01-31T09:40:00.000-08:002024-02-06T20:02:40.351-08:00Secular humanism in Peru[1]<p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In 1974, when I was 13 years old, I heard on a Lima radio station the offer to give a copy of the New Testament to those who requested it. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Since I liked to read, I asked for and received the copy and so the giver, who was a pastor, invited me to visit his small evangelical church. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">It was the beginning of my experience as a biblical Christian believer and thus my departure from the Catholicism that had been instilled in me at home and at school. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Due to my inquisitive personality, I remember that when I was already 16 and finishing high school, I sometimes had doubts: “What if this isn't true?” </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">A friend I met at that church and was baptized with me, however, later introduced me to reading books like Erich Fromm's </span></span><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">The </span></span></i> </span></span><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dogma of Christ</span></span></span></span></i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> , and we stopped going to there.</span></span></span></span></p><p class="MsoNormal"><span lang="ES-US"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">The following year, in 1978, I entered the career of human medicine at the Universidad Nacional Mayor de San Marcos (UNMSM), but due to my doubts and concerns about knowing more about sciences and humanities became more pronounced, I read, among others, the work </span></span></span><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Why I am not a Christian</span></span></span></i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> by Bertrand Russell, and I changed to the philosophy school in 1983. While I was a student there, the interdisciplinary magazine </span></span></span><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sollertia</span></span></span></i></span> <i><span style="vertical-align: inherit;"></span></i> <span style="vertical-align: inherit;"></span> <i><span style="vertical-align: inherit;"></span></i><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="ES-US" style="font-size: 11pt; line-height: 15.6933px; mso-ansi-language: ES-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">[2]</span></span></span></span></span></span><!--[endif]--></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">, directed by a biology student</span></span></span></span><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="ES-US" style="font-size: 11pt; line-height: 15.6933px; mso-ansi-language: ES-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">[3]</span></span></span></span></span></span><!--[endif]--></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">, published some of my articles where I questioned God and religion. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In 1992 I gained a degree in philosophy and entered university teaching at my alma mater.</span></span></span></span><o:p></o:p></span></p><p class="MsoNormal"><span lang="ES-US"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In 1994 I published my first book </span></span></span><a href="https://edicionesfilosofiaaplicada.blogspot.com/2009/10/manuel-paz-y-minono-existe-dios-ensayos.html" target="_blank"><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Doesn't God Exist? </span></span></span></i></a><a href="https://edicionesfilosofiaaplicada.blogspot.com/2009/10/manuel-paz-y-minono-existe-dios-ensayos.html" target="_blank"><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Essays on the philosophy of </span></span></span></i></a><a href="https://edicionesfilosofiaaplicada.blogspot.com/2009/10/manuel-paz-y-minono-existe-dios-ensayos.html" target="_blank"><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">religion</span></span></span></i></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> based on those and other writings. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Shortly afterward I had epistolary communication with non-believing philosophers Paul Kurtz (USA) and Finngeir Hiorth (Norway) due to my interest in the magazines <i>Skeptical Inquirer</i> and <i>Free Inquiry</i> founded by the former and the humanist and atheist books of the latter.</span></span></span></span><o:p></o:p></span></p><p class="MsoNormal"><span lang="ES-US"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In 1995 I released my second book </span></span></span></span></span><a href="https://edicionesfilosofiaaplicada.blogspot.com/2009/10/manuel-abraham-paz-y-mino-conde-el.html" target="_blank"><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Authoritarianism and Humanism according to Erich Fromm. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">His vision of man, religion and ethics</span></span></span></span></i> </a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> that was the thesis with which I obtained my degree in philosophy. </span></span></span></span></p><p class="MsoNormal" style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://edicionesfilosofiaaplicada.blogspot.com/2009/10/manuel-paz-y-minono-existe-dios-ensayos.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="320" data-original-width="231" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBefI5-31p85cu5tHDcVu5bvORZ_8LvEjuCWZdU9ARk_IDOiI-sD70DPhpZlQWzl_KoXKl_1lHTFHKwmzixG7fyp8Nid_pE1qvLHWZabBQJflpf-H3Cf_D6DUZcXXJLea1qDmW2-q2SlX4tBj9A9Oqim2yzWWVmieg_IRM5PVPOwwl-ryL9WYkfErD3Mw/s1600/dios.jpg" width="231" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://edicionesfilosofiaaplicada.blogspot.com/2009/10/manuel-abraham-paz-y-mino-conde-el.html" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="320" data-original-width="233" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifNjTnI0gh1_mueG7Gg9s02qQhk2BrVa3Cy9NDRlohuuHJttthe3Kn3dmFzIkHpFAYSVSieGg1eIsBOC2oImMHLzHNrPZvoVBVDSBN_mHUWvU3OtI6HKvPxOxW6wCzYktLFg7V7lRU8pc9kTG7TV00H96HQM_Smhopvrkfuyj23UKCsOM6rrEDAd4HosM/s1600/fromm.jpg" width="233" /></a></div><br /><div class="separator" style="clear: both; text-align: justify;"><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In 1996, thanks to an invitation from Kurtz to the 13th World Humanist Congress organized by the International Humanist and Ethical Union (IHEU) and the Mexican Ethical-Rationalist Association (AMER), currently extinct, in Mexico City I was able to meet him in person and Hiorth who were, from then until before he died in 2012, my mentors and role models, in addition to having the privilege of translating several of his articles and books into Spanish. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">There I showed them copies of my book </span></span></span></span></span><i style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Doesn't God Exist? </span></span></span></span></i><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">(the 4th ed. will be released in 2024) published under the nascent seal of Ediciones Revista Peruana de Filosofía Aplicada (ERPFA), our freethought publishing house, which was born under the name of our academic periodical publication of the same name, </span></span></span></span></span><i style="text-align: left;"><a href="http://revistaperuanadefilosofiaaplicada.blogspot.com" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">RPFA</span></span></span></span></a></i><span style="vertical-align: inherit;"><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> ( in 2024 he turns 30 and his 25th number should be released).</span></span></span></span></span><span style="text-align: left;"> <span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"></span></span></span></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="text-align: left;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaqioE-1Kjw4R4W71iVSqjBJ_2mviJavP6Z3ddBUnhX5adi3RHkEX1UQfZBQphOz6qM_tmQz1Xv3FT37fGDsCFG3QKVgwxRkEirD1ve_tVD3PAgMEFR87fezLzeEMPbQ1cnVFMbYDrmdgd9vFLmnvPvLatg5rrR6qaSoekfex-N2KKcdujJbR0A6w2akY/s1051/RPFA24.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1051" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaqioE-1Kjw4R4W71iVSqjBJ_2mviJavP6Z3ddBUnhX5adi3RHkEX1UQfZBQphOz6qM_tmQz1Xv3FT37fGDsCFG3QKVgwxRkEirD1ve_tVD3PAgMEFR87fezLzeEMPbQ1cnVFMbYDrmdgd9vFLmnvPvLatg5rrR6qaSoekfex-N2KKcdujJbR0A6w2akY/s320/RPFA24.jpg" width="219" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><span lang="ES-US" style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">A</span></span></span></span></span><span style="text-align: left;">l</span><span lang="ES-US" style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">s</span></span></span></span></span><span style="text-align: left;">o</span><span lang="ES-US" style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> in 1996, ERPFA was formally registered in the public records of Peru as Asociación Ediciones de la RPFA (AERPFA), the first institution in our country that became a member of the IHEU (now called Humanists International), the international organization of humanists , atheist, rationalist, secularist, skeptic, free thinking and ethical culture groups of the world. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Currently our publishing house is called </span></span></span></span><o:p></o:p></span><a href="http://edicionesfilosofiaaplicada.blogspot.com" style="text-align: left;" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Applied Philosophy Editions </span></span></span></span></a><span style="vertical-align: inherit;"><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">with more than 50 books published to date with Spanish translations of works by Hiorth (15), </span></span></span></span><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Kurtz (4) </span></span></span></span><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> and other authors.</span></span></span></span></span><span style="text-align: left;"> </span></div><div class="separator" style="clear: both; text-align: justify;"><span style="text-align: left;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijWma8e7UzYoSQjI1cfIWVWMJBpzRw5e7zg-YyRqsg73XFcWtVl9GcA3VWXhTk453FUFhVOkM-Hfxkaoj4ieQIRgluqZdTuB9eym9ew724VaUV2hCzA_ZI-GCKH5rcqxUAsdOnMsPJf8685FAb-r7NAcBtb5ouM2oq511Vhwu0DfXcoSsNBHytizH_5Y4/s468/efa.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="60" data-original-width="468" height="51" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijWma8e7UzYoSQjI1cfIWVWMJBpzRw5e7zg-YyRqsg73XFcWtVl9GcA3VWXhTk453FUFhVOkM-Hfxkaoj4ieQIRgluqZdTuB9eym9ew724VaUV2hCzA_ZI-GCKH5rcqxUAsdOnMsPJf8685FAb-r7NAcBtb5ouM2oq511Vhwu0DfXcoSsNBHytizH_5Y4/w400-h51/efa.gif" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://edicionesfilosofiaaplicada.blogspot.com/2009/10/finngeir-hiorth-introduccion-al-ateismo.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="1176" data-original-width="864" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdSEN_WYUm11nKBl8W7GIfrn5SKnC60BeNKCPH36MDcnquYRHO3mtSfgKfF1y8yFiQORuNm84RsX40nBIovQIQy9TC-yCXS73YieE9zVNrQmNhxW1Ykl5fp3Wni-KEJr3IoGpl50othXNGkyb48HBIu8QB8jptvxjreeFI8mFnMhFf3KWvbdSDxmlpN0Q/s320/ATEO.JPG" width="235" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGS_KuACozr_qIc3K3jrY168-SJdhIkxHCUsqeymvssYXZ6w-Y1LjQEpxkNG9O-mGE4U2Qx9z3oOHP8THU3diFaHc7z29O75K_pD6fWprGqx73wrpcHa2EQYKMmxfw6abzM0JDebF8z8cOjbzXvCM0E6-DW9Cxlmd3F3-72eZ8wQavv0H9slg5b3rhims/s767/razon.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="767" data-original-width="513" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGS_KuACozr_qIc3K3jrY168-SJdhIkxHCUsqeymvssYXZ6w-Y1LjQEpxkNG9O-mGE4U2Qx9z3oOHP8THU3diFaHc7z29O75K_pD6fWprGqx73wrpcHa2EQYKMmxfw6abzM0JDebF8z8cOjbzXvCM0E6-DW9Cxlmd3F3-72eZ8wQavv0H9slg5b3rhims/w214-h320/razon.jpg" width="214" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In 1998, with a teaching colleague from the UNMSM and 2 bachelors from the Pontifical Catholic University of Peru, we founded the Peruvian Arreligious Movement (MPA), which carried out public activities such as talks, debates and video forums, and had as its official organ the m</span></span></span></span></span></span></span><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">agazine</span></span></span></span></span><span style="vertical-align: inherit;"><a href=""PERUVIAN RATIONALIST HUMANIST INSTITUTE: EUPRAXOPHIA" http://peruhumanaratio.blogspot.com/2020/04/eupraxophia.html?m=1" style="text-align: left;" target="_blank"><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> Eupraxophia</span></span></span></span></span></i></a><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> (“Wisdom for a good life”, a term with Greek roots created by Kurtz), to disseminate criticism of religious beliefs and an alternative life with secular values </span></span></span></span></span></span><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">. </span></span></span></span></span></span></span><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span><a href="https://eupraxofia.blogspot.com/2009/10/presentacion.html?m=1" style="text-align: left;" target=""><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"></span></span></span></i></a><span style="text-align: left;"> <span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"></span></span></span></span><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"></span></span></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRYzME1rpjPOyx3Er1bJi39E9aPb6_tT4gUjDrHI_WBl6NyDSPkJUndx5e44S6WTNn8vSfMh7SMcyWeK08xReOKJ_5XzIy6RVRrToMfqE1x8PsONdAIVCovekx9qxQFJKmYIR9O1j6k3hoy_ypCfJYRYp9kpo7OFGWdr0rXZtPy0hkcBxxeihChmXY-ws/s320/eu1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="320" data-original-width="252" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRYzME1rpjPOyx3Er1bJi39E9aPb6_tT4gUjDrHI_WBl6NyDSPkJUndx5e44S6WTNn8vSfMh7SMcyWeK08xReOKJ_5XzIy6RVRrToMfqE1x8PsONdAIVCovekx9qxQFJKmYIR9O1j6k3hoy_ypCfJYRYp9kpo7OFGWdr0rXZtPy0hkcBxxeihChmXY-ws/s1600/eu1.jpg" width="252" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><span><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">That same year, the </span></span></span></span><span style="vertical-align: inherit;"><a href="https://cipsi-peru.blogspot.com/" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Committee for the Investigation of the Paranormal, Pseudoscientific and Irrational in Peru (CIPSI-PERÚ)</span></span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> was founded </span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">with its official periodical publication </span></span></span></span></span></span></span></span><span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">the</span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> magazine </span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><a href=""PERUVIAN RATIONALIST HUMANIST INSTITUTE: NEO-SKEPSIS" https://peruhumanaratio.blogspot.com/2020/04/neo-skepsis.html?m=1" target="_blank">Neo-Skepsis</a></span></span></span></span></span></span></span></span></span></span></i> (New Skepticism). </span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span><i><a href="https://neo-skepsis.blogspot.com/2009/10/presentacion.html" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"></span></span></span></span></a></i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"></span></span></span></span></span> <a href="https://cipsi-peru.blogspot.com/" target="_blank"><span style="vertical-align: inherit;"></span></a> </div><div><span style="vertical-align: inherit;"></span></div></span><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSLsD6HQ9wsOhWS3C4JG2HLwiHJ-43aQ8pfp_aXe2o6EV1jeMHD6cQE0L6N-JGSFJe9YQhqUiTEPp2wiDe1zqzbfjJZ06HPoDOk9pG7_FxtaApdAszyhEimEpwPa5-_rxScbB-pbYMmtVXDbl_2mxaqB9-iWpkC8OhgAAq0Pv4wuSqmT7rc48SDcYdS6I/s468/cipsiperu.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="60" data-original-width="468" height="51" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSLsD6HQ9wsOhWS3C4JG2HLwiHJ-43aQ8pfp_aXe2o6EV1jeMHD6cQE0L6N-JGSFJe9YQhqUiTEPp2wiDe1zqzbfjJZ06HPoDOk9pG7_FxtaApdAszyhEimEpwPa5-_rxScbB-pbYMmtVXDbl_2mxaqB9-iWpkC8OhgAAq0Pv4wuSqmT7rc48SDcYdS6I/w400-h51/cipsiperu.gif" width="400" /></a></div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWrx_bRrkr1y-M9fyo68i7iu1OljJHz78JSTWPyidffPmJy4iZIXlGJeTwn6eqICTC2ozjzR4X5Y4qKCMAgLBoevv792ucT4DNluW02C-nFwSOhjAiH5MI_AEGA70GAefYPNiZC5ObDsbUZzH3-KreC4Tx6DGrNNMbNXOTAa_ThKmmOfBdQVV41M1ELX0/s320/neo4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="320" data-original-width="215" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWrx_bRrkr1y-M9fyo68i7iu1OljJHz78JSTWPyidffPmJy4iZIXlGJeTwn6eqICTC2ozjzR4X5Y4qKCMAgLBoevv792ucT4DNluW02C-nFwSOhjAiH5MI_AEGA70GAefYPNiZC5ObDsbUZzH3-KreC4Tx6DGrNNMbNXOTAa_ThKmmOfBdQVV41M1ELX0/s1600/neo4.jpg" width="215" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In 2002, part of the MPA members formed the </span></span></span></span><a href="https://www.oocities.org/mphaperu/" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Peruvian Humanist-Arreligious Movement (MPHA)</span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> to continue with the activities of the MPA, which were "temporarily" suspended, and the publication of </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><a href=""PERUVIAN RATIONALIST HUMANIST INSTITUTE: EUPRAXOPHIA" http://peruhumanaratio.blogspot.com/2020/04/eupraxophia.html?m=1" target="_blank"><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Eupraxophia</span></span></span></span></span></i></a>. </span></span></span></span> However, subsequently, the MPA was able to carry out 2 more last activities<i><span style="vertical-align: inherit;"></span></i><span style="vertical-align: inherit;"></span>. <div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCJSgizSc7u5M9JLhS1ZpIsnTH6zThdL-TwuJlHYu5eaGl8wbCTcgFV7J8Ovx67zO-hyhmBpGYVyDjRD7Fhc77ZUzuQdSzMrRaFxw0P9itoS4zOqw_GERvlQlg4GI9R6KIFg2-Q80ohiojQXinHGHkN6tWtbTSNfQrzzgXh0X1i-lzoWXc3GaP4-y-TIo/s468/mpha.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="60" data-original-width="468" height="51" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCJSgizSc7u5M9JLhS1ZpIsnTH6zThdL-TwuJlHYu5eaGl8wbCTcgFV7J8Ovx67zO-hyhmBpGYVyDjRD7Fhc77ZUzuQdSzMrRaFxw0P9itoS4zOqw_GERvlQlg4GI9R6KIFg2-Q80ohiojQXinHGHkN6tWtbTSNfQrzzgXh0X1i-lzoWXc3GaP4-y-TIo/w400-h51/mpha.gif" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Then there was the failed attempt to find, this time with strangers, the Peruvian Ethical-Rationalist Association (APER).</span></span></span></span></div><div><p></p><p class="MsoNormal" style="text-align: center;"><span style="text-align: left;"></span></p><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In 2006, with the Kurtz </span></span><a href="https://centerforinquiry.org/" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Center for Inquiry</span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> and the AERPFA, at the Universidad Nacional Mayor de San Marcos in Lima, we organized the </span></span><a href="https://www.geocities.ws/cong_pc_lima/eng.htm" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">II Ibero-American Congress of Critical Thinking</span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">.</span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></a></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQzRiP_CzFtZG_I4Spn4978Zsh15no8ljEysoov8qkm8asSTdgTecwiVCXANFSJlazi_B8hn7y2ilHrKtEOBlEl11LLoe76tP52zBBtsHWV2t3vYW4VP8k6n2rhlGEbR-lknvjX-uDLAy5B1xVgQLdviCDl04P1vwVBJUHLWWDZeaE4gbXbD3Oq8aebCU/s862/Screen-Shot-2016-11-17-at-9.26.21-AM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="520" data-original-width="862" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQzRiP_CzFtZG_I4Spn4978Zsh15no8ljEysoov8qkm8asSTdgTecwiVCXANFSJlazi_B8hn7y2ilHrKtEOBlEl11LLoe76tP52zBBtsHWV2t3vYW4VP8k6n2rhlGEbR-lknvjX-uDLAy5B1xVgQLdviCDl04P1vwVBJUHLWWDZeaE4gbXbD3Oq8aebCU/w400-h241/Screen-Shot-2016-11-17-at-9.26.21-AM.png" width="400" /></a></div><div><br /></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In 2008, Rationalist Humanists of Peru (HURA-PERU) was founded and </span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> we also held</span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">, in addition to talks, debates and video forums,</span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> 4 seminars on science, pseudoscience and pseudo medical therapies, </span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">other seminars and activities, such as talks and debates, inside and outside of the UNMSM </span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> between 2011 and 2019</span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">, </span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">and continued publishing </span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><a href=""PERUVIAN RATIONALIST HUMANIST INSTITUTE: EUPRAXOPHIA" http://peruhumanaratio.blogspot.com/2020/04/eupraxophia.html?m=1" target="_blank"><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Eupraxophia</span></span></span></span></span></i></a> and </span></span></span></span></span></span></span></span></span></span><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><a href=""PERUVIAN RATIONALIST HUMANIST INSTITUTE: NEO-SKEPSIS" https://peruhumanaratio.blogspot.com/2020/04/neo-skepsis.html?m=1" target="_blank">Neo-Skepsis</a> </span></span></span></span></span></span></span></span></span></span></i><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftn4" name="_ftnref4" style="mso-footnote-id: ftn4;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="ES-US" style="font-size: 11pt; line-height: 15.6933px; mso-ansi-language: ES-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">[4]</span></span></span></span></span></span></span></span></span></span></span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> , </span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">and a pair books. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In </span></span></span></span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">2023 HURA-PERU has gained a legal status under the name of the </span></span></span></span></span></span></span></span></span></span></span></span><a href="http://humanarazonperu.blogspot.com" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Institute of Rationalist Humanism of Peru (IHURA-PERU)</span></span></span></span></span></span></span></span></span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> </span></span></span></span></span></span></span></span></span></span></span></span></div><div><i></i></div><div><br /></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE25oHbRcmSiXm6Ugg9NVQnoMppOUIIYsNAly3pOhLbYOPn-m-4bqix2lUeE8SbDZAamrPzWrL6ouyZcftm1WWRmhRPFWSEOFUH5JkdtYcRT5L7U3-fxBRPFZAEFXnVcOdBSa0PdWOwC9xzotF2RyIHVd-TKc6pRq3X3zJdJE0soOckKgIviWy5Vvokpk/s1600/314388067_594098315843949_2683621591768322047_n.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1086" data-original-width="1600" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE25oHbRcmSiXm6Ugg9NVQnoMppOUIIYsNAly3pOhLbYOPn-m-4bqix2lUeE8SbDZAamrPzWrL6ouyZcftm1WWRmhRPFWSEOFUH5JkdtYcRT5L7U3-fxBRPFZAEFXnVcOdBSa0PdWOwC9xzotF2RyIHVd-TKc6pRq3X3zJdJE0soOckKgIviWy5Vvokpk/s320/314388067_594098315843949_2683621591768322047_n.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://edicionesfilosofiaaplicada.blogspot.com/2022/04/inventando-dios.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="963" data-original-width="667" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNY1CJxuiTkVmT7qJDiGSj2qD6Z-uZD-8m0YyAntEtTU0BNXYs_d8xkX_pt19PWxnbnJwRBZqa7OxwbwBJcCDPN5B3Krke1-UoQuTGAoB1fU1kHo_hvaRcyriyxIwcUij1YoOLkldkK6_35N99owkqRbj-VVuQ5AbR0QFqDPi0JycsreXm2u4bkAMu9Ws/s320/inventando2.jpg" width="222" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://edicionesfilosofiaaplicada.blogspot.com/2023/10/que-es-el-humanismo-secular.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="793" data-original-width="564" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvht-P21FVmjEzBsXqIkwZY89OMAAh3ezjOQxvthyJCpP82kRDVIJasqq3CZQiXaiQaMjvmbIalskRbOQpTN3pIRl8dHi0OD3w9yKNf53GoMPpI8dwj13o7dCHBK0ajKcf9kOLsl9brrk4_bR2Brrc-O2Myz58xbfktvVa6vsPwcfUIB5VvOI0T0llIIo/s320/qhs2.jpg" width="228" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">It should be added that we have a YouTube channel called </span></span><a href="https://youtube.com/@FILOSOFIAAPLICADATV" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Filosofía Aplicada TV</span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> where you can see our activities: talks, debates, seminars, interviews with Peruvian and international intellectuals, documentaries, micro programs critical of supernaturalist and paranormalist claims.</span></span></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.youtube.com/c/FILOSOF%C3%8DAAPLICADATV" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="1012" data-original-width="2146" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDcENzboCLKhjpo0wg5OWFOl9uAEi-jCcrpMb8SutQhca0X1czhuVvoMIQxc0Jr4qelUrYrpAASJYrDJM_qm6xsTRFgUsMlCoMH-_r2zJVE7lHFrLHrFdhYqsSmm7BEScy45C3r2FyAe-yP3r4ZYAK3Okh7WVitG-3gvgerNpZaT2Jsr2VJ_OtF3GRDfs/w400-h189/304858799_492016552930111_8942020286167397710_n.jpg" width="400" /></a></div><br /><div><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">For our work in disseminating humanist, rationalist and skeptical points of view, Kurtz named us </span></span><a href="https://cfi-peru.blogspot.com/" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Center for Inquiry-Peru</span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">, one of the subsidiaries that the </span></span><a href="https://centerforinquiry.org/" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Center for Inquiry</span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> has around the world</span><span style="vertical-align: inherit;">, the institution he founded together with the now called </span></span><a href="https://skepticalinquirer.org/about/" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Committee for Skeptical. Inquiry</span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">.</span></span></div><p class="MsoNormal"><span lang="ES-US"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">And we also teach, when possible, this kind of criticism to university students in our country of ancient Andean-Catholic syncretic tradition where, especially in the mountain provinces and even in its universities, natural forces are still worshiped, especially to the hills, the earth and the water, with Our Fathers and Hail Marys.</span></span><o:p></o:p></span></p><p class="MsoNormal"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In 2009, an administrator of the digital group </span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> Atheists </span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">in Peru invited me to form an organization of non-believers in the country with other non-believers and by vote the name of the </span></span></span></span><a href="https://www.aperat.org.pe/" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Peruvian Association of Atheists (APERAT)</span></span></span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> was chosen, </span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">which was only successfully registered in the public registries in 2011. In its first stage, we were able to carry out various activities such as talks, debates, video forums, etc. </span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Currently, in addition to having changed its original logo and statute, it presents itself as an organization that has secular humanism among its pillars and carries out public activities from time to time.</span></span></span></span></span></span></p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKwGX_6qyCI7KyWIIqbW7M12mKwKJSbrNT0hdn4tC_QKx6YC4zENA8GUX8kGPBgD69rUO7PK8xfEC8tGmvMwCSYw1cISO72ozdUdZLF_4weSYg2mT6m0Qo3_-E15qsWV2kEATi_Ptkl9Uaf5s6IQnN2PKAqxBwId3-XFZXR7l-MOjIQU-gTT89i2nHBtc/s583/aperat.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="244" data-original-width="583" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKwGX_6qyCI7KyWIIqbW7M12mKwKJSbrNT0hdn4tC_QKx6YC4zENA8GUX8kGPBgD69rUO7PK8xfEC8tGmvMwCSYw1cISO72ozdUdZLF_4weSYg2mT6m0Qo3_-E15qsWV2kEATi_Ptkl9Uaf5s6IQnN2PKAqxBwId3-XFZXR7l-MOjIQU-gTT89i2nHBtc/w400-h168/aperat.png" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: justify;"><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">On the other hand, the </span></span></span><a href="https://ssh.org.pe/" style="text-align: left;" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Secular and Humanist Society of Peru (SSH)</span></span></a><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">, an organization separate from ours, formally born in 2012, has published the </span></span></span><i style="text-align: left;"><a href="https://revista.ssh.org.pe/" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Humanist Magazine</span></span></a></i><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> (3 issues between 2021 and 2023), the </span></span></span><i style="text-align: left;"><a href="https://futurohoy.ssh.org.pe/acerca-de-futuro-hoy/" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Futuro Hoy Magazine</span></span></a></i><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> (7 between 2020 and 2023), and the book </span></span></span><i style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">The Invisible World. </span><span style="vertical-align: inherit;">Essays with critical thinking </span></span></i><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">(2020) by biologists Hector Aponte and Daniel Barona and psychologist Victor Garcia-Belaunde where they explain biological evolution, supposed visits from extraterrestrials and ghostly apparitions, as well as flat-eartherism, among other topics.</span></span></span></div><p></p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI8bgv7herZnm_VeyfeHWgClqgFlqueyDMQtkYC-uRqLfMlWX0euIcRMLwAL5ku4YCQEmKVMEEwlAaOBx6dSGBgxOCAVZ_ICQCQS1_9eG_EcV0ZY650ijMDbHF_dSL-654sPUnKscHX_nKmiSgfJAw7oDYrlsNIDKMqg95I8NPMcZLgoRA9Qlv_xeqY1M/s1000/Logotipo_de_la_Sociedad_Secular_Humanista_del_Per%C3%BA.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="832" data-original-width="1000" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI8bgv7herZnm_VeyfeHWgClqgFlqueyDMQtkYC-uRqLfMlWX0euIcRMLwAL5ku4YCQEmKVMEEwlAaOBx6dSGBgxOCAVZ_ICQCQS1_9eG_EcV0ZY650ijMDbHF_dSL-654sPUnKscHX_nKmiSgfJAw7oDYrlsNIDKMqg95I8NPMcZLgoRA9Qlv_xeqY1M/s320/Logotipo_de_la_Sociedad_Secular_Humanista_del_Per%C3%BA.png" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHI51XQA9rfb8xBR6cp7zaK9thyX2Eh1okIOAdAvEopbUNKN0eTlgRVOFjul7SqJxULE0ouPgpgWCoOArov50wfveHPP0PDtQSPbYS7g4eAOpDzMpifgLL1Sl-fy0EhxzQ2I1AjvEje4SSeugFGgcUUMdyKzWdeeR2oNIodSzMQgZmUWkD-JEWIGrMwLE/s1024/Revista-Humanista-Vol1Nro1-724x1024.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="724" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHI51XQA9rfb8xBR6cp7zaK9thyX2Eh1okIOAdAvEopbUNKN0eTlgRVOFjul7SqJxULE0ouPgpgWCoOArov50wfveHPP0PDtQSPbYS7g4eAOpDzMpifgLL1Sl-fy0EhxzQ2I1AjvEje4SSeugFGgcUUMdyKzWdeeR2oNIodSzMQgZmUWkD-JEWIGrMwLE/s320/Revista-Humanista-Vol1Nro1-724x1024.png" width="226" /></a><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-e6l0NGDO-EAsNnydqLk6O4FzaQ7xE9q3G8SLSJ-f0ZdBZrYUBJbsCoxU2AlLI6cSBABEnqfO4avqWcpxGo2Q5mKcTCsvHgSFBhNB-mUuB_goO4dH7F9O-vGbHQwo7JxZ3xfztJhI2h_gPD9YS-H3jT4TDNntxEPwfnwxW-fbTp_LghtnJIku8VSYCJI/s1024/1-724x1024.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="724" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-e6l0NGDO-EAsNnydqLk6O4FzaQ7xE9q3G8SLSJ-f0ZdBZrYUBJbsCoxU2AlLI6cSBABEnqfO4avqWcpxGo2Q5mKcTCsvHgSFBhNB-mUuB_goO4dH7F9O-vGbHQwo7JxZ3xfztJhI2h_gPD9YS-H3jT4TDNntxEPwfnwxW-fbTp_LghtnJIku8VSYCJI/s320/1-724x1024.png" width="226" /></a></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTDm_cTZl4E3JBAtyOBx3T80rV1p2aNZgNTgrqfs76wCiQ5djElM59K6Xfee0isvAtE53glJogUsZn9mM8IESL568aX2bZHh0mX8ju8zuyQ_imo-Gs3oJs_s4QIezQypmaxGKe5wJ1cGSQ1TFsMzE3mZKuoSqv3ZAwKIVctW-Sd_1KeNlh2WlJz8ydF7c/s1100/mundo-invisible-portada.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1100" data-original-width="778" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTDm_cTZl4E3JBAtyOBx3T80rV1p2aNZgNTgrqfs76wCiQ5djElM59K6Xfee0isvAtE53glJogUsZn9mM8IESL568aX2bZHh0mX8ju8zuyQ_imo-Gs3oJs_s4QIezQypmaxGKe5wJ1cGSQ1TFsMzE3mZKuoSqv3ZAwKIVctW-Sd_1KeNlh2WlJz8ydF7c/s320/mundo-invisible-portada.jpg" width="226" /></a></div><br /><div class="separator" style="clear: both; text-align: justify;"><span lang="ES-US" style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">The SSH </span></span></span><span style="vertical-align: inherit;"><span lang="ES-PE" style="text-align: left;"><span style="vertical-align: inherit;">promoted </span></span><span lang="ES-US" style="text-align: left;"><span style="vertical-align: inherit;">two skeptical virtual TV programs: <i>The Skeptical Apple</i></span></span><span lang="ES-US" style="text-align: left;"><span style="vertical-align: inherit;"> (2016-2021) with Víctor García-Belaúnde and </span></span><span lang="ES-US" style="text-align: left;"><i><span style="vertical-align: inherit;">Para Normales de la Noche </span></i></span><span lang="ES-US" style="text-align: left;"><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftn5" name="_ftnref5" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><b><span face="Calibri, sans-serif" lang="ES-US" style="font-size: 11pt; line-height: 15.6933px;"><span style="vertical-align: inherit;">[5]</span></span></b></span></span></a></span><span lang="ES-US" style="text-align: left;"><span style="vertical-align: inherit;"> (2011-2022) with communicator Andy Landacay, as well as the podcast <i>Skeptical </i></span></span><span lang="ES-US" style="text-align: left;"><i><span style="vertical-align: inherit;">Guide</span></i></span><span lang="ES-US" style="text-align: left;"><span style="vertical-align: inherit;"> (2015 -2017) with the then university student Aurora Austral.</span></span></span><span lang="ES-US" style="text-align: left;"> </span><span lang="ES-PE" style="text-align: left;"><span style="vertical-align: inherit;"></span></span><span lang="ES-US" style="text-align: left;"><span style="vertical-align: inherit;"></span><i><span style="vertical-align: inherit;"></span></i><span style="vertical-align: inherit;"></span><i><span style="vertical-align: inherit;"></span></i><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftn5" name="_ftnref5" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><b><span face="Calibri, sans-serif" lang="ES-US" style="font-size: 11pt; line-height: 15.6933px;"><span style="vertical-align: inherit;"></span></span></b></span></span></a><span style="vertical-align: inherit;"></span><i><span style="vertical-align: inherit;"></span></i><span style="vertical-align: inherit;"></span></span></div></div><p></p><p class="MsoNormal"><span lang="ES-US"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Since December 2023, through a statement posted on the website and Facebook of the SSH, its founding president and the last one to date, reported that its activities were suspended “indefinitely” and that “both membership and the board of directors were going to be dissolved.” </span><span style="vertical-align: inherit;">They cited a lack of time and money to dedicate to the organization, as well as “irreconcilable differences on the board” regarding its goals and the difficulty of “agreeing on what activities we should pursue and what positions we should take regarding different incidents on the national scene.” .</span></span><o:p></o:p></span></p><p class="MsoNormal"><span lang="ES-US" style="mso-no-proof: yes;"><v:shape alt="There is no photo description available." id="Imagen_x0020_7" o:spid="_x0000_i1039" style="height: 248.25pt; mso-wrap-style: square; visibility: visible; width: 365.25pt;" type="#_x0000_t75"><v:imagedata o:title="No hay ninguna descripción de la foto disponible" src="file:///C:/Users/BIBLIO01/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg"></v:imagedata></v:shape></span><span lang="ES-PE" style="mso-ansi-language: ES-PE;"><o:p></o:p></span></p><p class="MsoNormal"><span lang="ES-US" style="mso-no-proof: yes;"><v:shape id="_x0000_i1038" style="height: 330.75pt; mso-wrap-style: square; visibility: visible; width: 205.5pt;" type="#_x0000_t75"><v:imagedata o:title="" src="file:///C:/Users/BIBLIO01/AppData/Local/Temp/msohtmlclip1/01/clip_image003.jpg"></v:imagedata></v:shape><v:shape id="_x0000_i1037" style="height: 330pt; mso-wrap-style: square; visibility: visible; width: 222.75pt;" type="#_x0000_t75"><v:imagedata o:title="" src="file:///C:/Users/BIBLIO01/AppData/Local/Temp/msohtmlclip1/01/clip_image004.png"></v:imagedata></v:shape></span><span lang="ES-US"><o:p></o:p></span></p><p class="MsoNormal"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">But despite the discussions and disagreements that occurred and continue to occur in any of these groups, currently there is a variety of pages, especially on Facebook, both collectively and individually, by atheists and independent secular humanists from various parts of the country,</span></span><span lang="ES-US"><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftn6" name="_ftnref5" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><b><span face="Calibri, sans-serif" lang="ES-US" style="font-size: 11pt; line-height: 15.6933px;">[6]</span></b></span></span></a></span><span lang="ES-US"> </span>which demonstrates the growth and the presence, at least virtual, of Peruvian non-believers.</p><p class="MsoNormal"><span lang="ES-PE" style="mso-ansi-language: ES-PE;"> </span></p><p class="MsoNormal"><br /></p><p class="MsoNormal"><span lang="ES-US" style="mso-no-proof: yes;"><v:shape id="Imagen_x0020_3" o:spid="_x0000_i1025" style="height: 252pt; mso-wrap-style: square; visibility: visible; width: 165pt;" type="#_x0000_t75"><v:imagedata o:title="" src="file:///C:/Users/BIBLIO01/AppData/Local/Temp/msohtmlclip1/01/clip_image016.jpg"></v:imagedata></v:shape></span><span lang="ES-PE" style="mso-ansi-language: ES-PE;"><o:p></o:p></span></p><div style="mso-element: footnote-list;"><!--[if !supportFootnotes]--><br clear="all" /><hr align="left" size="1" width="33%" /><!--[endif]--><div id="ftn1" style="mso-element: footnote;"><p class="MsoFootnoteText"><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="ES-US" style="font-size: 10pt; line-height: 14.2667px; mso-ansi-language: ES-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">[1]</span></span></span></span><!--[endif]--></span></a><span lang="ES-US"> <span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Although we can find humanistic approaches in thinkers from ancient Greece and China, </span></span></span></span></span><span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">humanism itself is a cultural current that appeared in the era of the European Renaissance to once again focus on the human being without yet being a non-believer. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">At present there is more than one humanism, we can talk about: 1) religious humanism itself, thus there would be Jewish, Christian, Muslim humanism, etc., 2) universalist or siloist humanism, based on the pseudonym Silo of the Argentine writer Mario Rodríguez Cobos (1938-2010), concerned with personal, social and political change in the world, but also accused of being sectarian and messianic, and 3) rationalist, skeptical, non-religious, atheistic or secular humanism that denies the supernatural and divine (there are groups called humanists Jews and “religious” who follow this vein). </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Traditionally in Western countries when talking about humanism they refer to secular humanism (based on several manifestos that appeared between the 20th and 21st centuries) which is politically liberal although there are also atheistic humanisms such as socialist, communist and anarchist.</span></span></span></span></span></p><p class="MsoFootnoteText"><span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Widely understood in our country, we find books such as that of the Peruvian philosopher </span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> Francisco Miró Quesada Cantuarias (1918-2019): </span></span></span></span><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Humanism and revolution</span></span></span></span></i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> (Lima: Casa de la Cultura del Perú, 1969), where he does not question religion but in an </span></span></span></span><a href="https://www.oocities.org/filosofia_aplicada/textos.html" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">interview</span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> that We made him declare himself an atheist "from an ethical point of view", respectful of believers and open to the possibility of the parapsychological (unlike his colleague and friend, the Argentine Mario Bunge (1919-2020), a clear critic of the religious and paranormal statements). </span></span></span></span></p><p class="MsoFootnoteText"></p><p class="MsoFootnoteText"><span lang="ES-MX" style="mso-ansi-language: ES-MX;"></span></p><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_SYrjcIcbdbnT_oiI2EVn6P2wupdpph62B8KsO-89G686PdrMW-QJGI9wfpMD7QJY7jWBg5Lj6pUHiWIioD30J1HUKEcyRp-gDKlHRhoNkf8AgInM7Ta46idOs1_ZGv1xgstQnSnqtDRHYxG7Pv1wEjRwjhGmfaAcS6e1WIQswUeBe2P3FsEqjMCtzLU/s857/opac-image.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="857" data-original-width="600" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_SYrjcIcbdbnT_oiI2EVn6P2wupdpph62B8KsO-89G686PdrMW-QJGI9wfpMD7QJY7jWBg5Lj6pUHiWIioD30J1HUKEcyRp-gDKlHRhoNkf8AgInM7Ta46idOs1_ZGv1xgstQnSnqtDRHYxG7Pv1wEjRwjhGmfaAcS6e1WIQswUeBe2P3FsEqjMCtzLU/s320/opac-image.png" width="224" /></a></div><p class="MsoFootnoteText"><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="ES-US" style="font-size: 10pt; line-height: 14.2667px; mso-ansi-language: ES-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">[2]</span></span></span></span></span></span><!--[endif]--></span></a><span lang="ES-US"> <span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">In Latin, solercia: Industry, ability and cunning to do or deal with something.</span></span></span></span></span></p></div><div id="ftn3" style="mso-element: footnote;"><p class="MsoFootnoteText"><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftnref3" name="_ftn3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="ES-US" style="font-size: 10pt; line-height: 14.2667px; mso-ansi-language: ES-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">[3]</span></span></span></span></span></span><!--[endif]--></span></a><span lang="ES-US"> </span><span lang="ES-MX" style="mso-ansi-language: ES-MX;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">There were not yet specialized faculty journals as there are now.</span></span></span></span><o:p></o:p></span></p><p class="MsoFootnoteText"><span lang="ES-MX" style="mso-ansi-language: ES-MX;"><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftnref4" name="_ftn3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span lang="ES-US"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="ES-US" style="font-size: 10pt; line-height: 14.2667px; mso-ansi-language: ES-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">[4]</span></span></span></span></span></span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> To date, </span></span></span></span><a href="https://eupraxofia.blogspot.com/2009/10/presentacion.html?m=1" target="_blank"><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Eupraxofia</span></span></span></span></i></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> has </span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">17 issues published: 4 printed and 13 digital, and </span></span></span></span><i><a href="https://neo-skepsis.blogspot.com/2009/10/presentacion.html" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Neo-Skepsis</span></span></span></span></a></i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> has 16 issues published to date: 4 printed and 12 digital.</span></span></span></span></p></div><div id="ftn4" style="mso-element: footnote;"><p class="MsoNormal"><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftnref5" name="_ftn5" style="mso-footnote-id: ftn5;" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="ES-US" style="font-size: 10pt; line-height: 14.2667px; mso-ansi-language: ES-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">[5</span></span></span></span></span></span></span></a><span style="font-size: 13.3333px;">]</span><span lang="ES-US"> <span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Initially it was called </span></span></span><i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Skeptics on the radio</span></span></span></i><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> and it was broadcast over the open signal and on the Internet from a station in Lima (I had the pleasure of being one of the first co-hosts).</span></span></span></span> <i><span style="vertical-align: inherit;"></span></i> <span style="vertical-align: inherit;"></span></span></p><p class="MsoNormal"><span lang="ES-US"><a href="file:///C:/Users/BIBLIO01/Downloads/Humanismo%20Per%C3%BA.docx#_ftnref6" name="_ftn5" style="mso-footnote-id: ftn5;" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="ES-US" style="font-size: 10pt; line-height: 14.2667px; mso-ansi-language: ES-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">[6</span></span></span></span></span></span></span></a><span style="font-size: 13.3333px;">]</span><span lang="ES-US"> </span></span>Such as Peruvian Atheism (101 thousand followers), Peruvian Atheism Reloaded (2 thousand), Official Community of Peruvian Atheism (803 members), Atheists-Peru (2,800 followers), Atheists and Free Thinkers of Peru (3,600), Cusco Ateo (34 thousand), Scientific Naturalist Humanism (593), the Secular Humanist Circle-Trujillo (165 members) or the Humanists of Huancayo (121 followers).</p></div><div id="ftn5" style="mso-element: footnote;"><p class="MsoFootnoteText"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR8f3SgfopK_BbUOBEAszcTt_S1sodfg38_z0WzeGy7DkV9hBIEoi-rWPsY17IKR9yK220ECEQuxCFVNnCTa67gmX-KL5bzreF9iam-2OXhQmm0MnMKfYcSh5_HfiGE_xIVtjZX7qlSKbD0VWUV8GG2EGfjzIQtl6NFuvyiSnZ-QgPetGGguJVd6H2jJg/s512/Manuel-Paz-Y-Mino.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="512" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR8f3SgfopK_BbUOBEAszcTt_S1sodfg38_z0WzeGy7DkV9hBIEoi-rWPsY17IKR9yK220ECEQuxCFVNnCTa67gmX-KL5bzreF9iam-2OXhQmm0MnMKfYcSh5_HfiGE_xIVtjZX7qlSKbD0VWUV8GG2EGfjzIQtl6NFuvyiSnZ-QgPetGGguJVd6H2jJg/s320/Manuel-Paz-Y-Mino.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">By </span></span></span></span></span><a href=""Manuel Abraham Paz-y-Miño Conde" http://manuelpazymino.blogspot.com?m=1" style="text-align: left;" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Manuel A. Paz y Miño </span></span></span></span></a><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">, Peruvian philosopher, teacher, author and secular humanist activist. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">He directs </span></span></span></span></span><a href="http://edicionesfilosofiaaplicada.blogspot.com" style="text-align: left;" target="_blank"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ediciones de Filosofía Aplicada</span></span></span></span></a><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> and is president of the </span></span></span></span><a href="http://peruhumanaratio.blogspot.com?m=1" target="_blank"><span style="text-align: left; vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Institute of Rationalist Humanism of Peru (IHURA-PERU)</span></span></span></span></a>.</div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">(Translated from the article in Spanish "<a href="https://eupraxofia.blogspot.com/2024/01/el-humanismo-secular-en-el-peru1.html" target="_blank">El humanismo secular en el Perú</a>" by Google Translator, and reviewed by the author). </span></span></span></span></span></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></span></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><a href="https://peruhumanaratio.blogspot.com/2024/01/eupraxophia-17-secular-humanism-in-world.html" target="_blank"><b>Go to Eupraxophia # 17</b></a></span></span></span></span></span></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><br /></span></span></span></span></span></span></span></div></div></div></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-132287742923678612024-01-22T13:20:00.000-08:002024-01-31T16:45:26.577-08:00 Humanist Society (Singapore)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitbQg4NymThhiBSonTBev2ddryHb6SHoBqdOG1FanjqyCFeXIKiJFQ5Az7Cej5xEVW2ixhuwe0A08adD1ThYkV1nuTwCPninbXyT9H8J5dtr4UlZECFwYwF9V-uulmQ4zlzLkry6YBonf3Ch2hUPm6tv4PaGxK7nmS8yQAqUFu-fkC-_QePT29O1F_zqxr/s982/HSS-logo-for-Facebook-1-1.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="799" data-original-width="982" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitbQg4NymThhiBSonTBev2ddryHb6SHoBqdOG1FanjqyCFeXIKiJFQ5Az7Cej5xEVW2ixhuwe0A08adD1ThYkV1nuTwCPninbXyT9H8J5dtr4UlZECFwYwF9V-uulmQ4zlzLkry6YBonf3Ch2hUPm6tv4PaGxK7nmS8yQAqUFu-fkC-_QePT29O1F_zqxr/s320/HSS-logo-for-Facebook-1-1.png" width="320" /></a></div><p style="text-align: left;">The Humanist Society-HSS founded in 2010 is a group of humanists, atheists, agnostics, skeptics and other like-minded people in Singapore.</p><p>One in five Singaporeans (20%) are non-religious, according to the 2020 Census.</p><p>We are an active voice for non-religious people in Singapore who pursue ethical and fulfilling lives.</p><p>We are guided by reason, informed by evidence and driven by compassion.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUzhzfoLJ8WDd8XrMJYvk0BWpTPIKKgr12c1RUbcTNxhidq0QgLjt8k3XQJMHdOxrIKFbM78BnzBLVjp_BK5Ssw5NWZWU6ENjIS985S2X6_s9_T1-pX-k7XvC5Ad_MXtEchHIFL5yCVFMVY-4FT84ot9ERoPcUkRcMDbEZG52DjqTt93_wx1KF_jUF56Sz/s601/hss.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="459" data-original-width="601" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUzhzfoLJ8WDd8XrMJYvk0BWpTPIKKgr12c1RUbcTNxhidq0QgLjt8k3XQJMHdOxrIKFbM78BnzBLVjp_BK5Ssw5NWZWU6ENjIS985S2X6_s9_T1-pX-k7XvC5Ad_MXtEchHIFL5yCVFMVY-4FT84ot9ERoPcUkRcMDbEZG52DjqTt93_wx1KF_jUF56Sz/s320/hss.jpg" width="320" /></a></div><div><b><br /></b></div><div><b>Our Activities</b></div><p><i>Public Education:</i> We conduct public talks on science, ethics, current affairs, religion and legal matters. We have invited guest speakers from all segments of society, including the university professors and civil society activists.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7mPM8FY1q_EjUxbs1bPXOc1QUwLEmmkwZ_0w65_dpeKppIoFO8g9GuZEheEPkT5jHh2eKLU9nK59LQVJgpSYsopEoB-qbXz9Yw9_hRaKpV6tr9MLIEuCFzV3yShd6LHTJS7irjuZfd3XBOTo3wfSCBFsplQRg7I7v1d3AY_d-maDEMxgxRy09Btp5NTtA/s556/hss2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="384" data-original-width="556" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7mPM8FY1q_EjUxbs1bPXOc1QUwLEmmkwZ_0w65_dpeKppIoFO8g9GuZEheEPkT5jHh2eKLU9nK59LQVJgpSYsopEoB-qbXz9Yw9_hRaKpV6tr9MLIEuCFzV3yShd6LHTJS7irjuZfd3XBOTo3wfSCBFsplQRg7I7v1d3AY_d-maDEMxgxRy09Btp5NTtA/s320/hss2.jpg" width="320" /></a></div><p style="text-align: left;"><i>Social Events: </i>Social events provide a valuable space for humanists, atheists, skeptics, agnostics and other like-minded people to interact and debate with one another. For example, we had BBQs, musical performances and bimonthly socials called Humanist Cafe. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGL700J8Drk_UE8HJgDrnLythqG6pb4Ua2EnvZBN5Ez3QmUbAqZwwEfndPO83Z9MFJqPW4G2mgO-JuoVN5wcbJfx5lwEFHYFb8KV1iPO9wTilul34clz8sp77ISN_WXBFQ21yXA5mjwsDeEeb4WeqMbThejHRVJqzDQCAmk8a3bK35yStKyYrz9D1Hvq9U/s601/hss3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="459" data-original-width="601" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGL700J8Drk_UE8HJgDrnLythqG6pb4Ua2EnvZBN5Ez3QmUbAqZwwEfndPO83Z9MFJqPW4G2mgO-JuoVN5wcbJfx5lwEFHYFb8KV1iPO9wTilul34clz8sp77ISN_WXBFQ21yXA5mjwsDeEeb4WeqMbThejHRVJqzDQCAmk8a3bK35yStKyYrz9D1Hvq9U/s320/hss3.jpg" width="320" /></a></div><p style="text-align: left;"><i>Community Service:</i> We have launched several initiatives to help the needy. We have organised charity book sales, beach cleanups and blood donation activities. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTQW5cLUEihaYXmRU6yI6mCi66GFboCKbq9M3zn1GEdYAv5hKPOMAjG3iLLownzwifqLffbxk6-AkRuElChIBa5iAvmT-D2b3QI0fS1Vs3fL_4zH82glAUfjMdi5qJ8FoSTxEOtANzwjS5BDkI_nfjYYljvlguZCtxQ09-ETpZvxbRItA52phgfkQAptJM/s525/hss4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="379" data-original-width="525" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTQW5cLUEihaYXmRU6yI6mCi66GFboCKbq9M3zn1GEdYAv5hKPOMAjG3iLLownzwifqLffbxk6-AkRuElChIBa5iAvmT-D2b3QI0fS1Vs3fL_4zH82glAUfjMdi5qJ8FoSTxEOtANzwjS5BDkI_nfjYYljvlguZCtxQ09-ETpZvxbRItA52phgfkQAptJM/s320/hss4.jpg" width="320" /></a></div><p style="text-align: left;"><i>Voice of Reason:</i> We have taken part in public debates over creationism, secularism, abortion and LGBT rights. In the process, we strive to provide an evidence-based point of view that is rational and compassionate. </p><p style="text-align: center;"><img alt="" height="240" 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" width="320" /></p><p><i>Interfaith: </i>Singapore’s religious landscape is very diverse.</p><p>While we are not religious, we regularly attend interfaith dialogue as a means to strengthen understanding between various religious groups, and between religious and non-religious communities. </p><p style="text-align: center;"><img alt="" height="214" 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" width="320" /></p><p><i>Peer Support: </i>Humanist Cafe is a monthly discussion aimed at providing holistic peer support for the non-religious at multiple stages of life. Guided by facilitators, participants can share their life journeys, giving and drawing support from fellow participants in the process. </p><p style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfaRpqNl_6BvmMoA3AkgF-UdTOgYRE1wdPTqXAOqmqANOXyLqVN6SVTK0wCZF_X4oLcO34H44nhAk688b371RBckeAMWgwTyb4ips2cswGoC3R1np3y6mUQ0NTg4pAHgADvULIh0jJ2YA77m0slAObONVbAzaBQT_0yVDO3qsITsU7KcsjmnRC9mw0x81/s600/Screenshot-2023-12-01-at-3.04.55-PM-600x307.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="307" data-original-width="600" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfaRpqNl_6BvmMoA3AkgF-UdTOgYRE1wdPTqXAOqmqANOXyLqVN6SVTK0wCZF_X4oLcO34H44nhAk688b371RBckeAMWgwTyb4ips2cswGoC3R1np3y6mUQ0NTg4pAHgADvULIh0jJ2YA77m0slAObONVbAzaBQT_0yVDO3qsITsU7KcsjmnRC9mw0x81/s320/Screenshot-2023-12-01-at-3.04.55-PM-600x307.png" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><i style="text-align: left;"><br /></i></div><div class="separator" style="clear: both; text-align: justify;"><i style="text-align: left;">Celebrants:</i><span style="text-align: left;"> We also offers celebrant services for baby naming ceremonies and humanist weddings!</span></div><p></p><p style="text-align: justify;">Inspired by the celebrant weddings conducted by Humanists UK, we started our celebrant services in 2016. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3vroF32IFsRv9U8DuJRrpSqm1eok2hI_sZ3bQ-hwhpyxIouhBZ9EL11LJU5hEkik4I7fsvsEER-rmf5T_TGvD1xrmECo-pfrx1DFkXtO44RfUEX0RkzpiQBzSBfOipj7LDAK-qzuuQI3lGDviP5g3nymJmAZlOIfuuRxLfxj2-W7rrP5Y5Vp5Nok6WJgI/s521/hss5.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="348" data-original-width="521" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3vroF32IFsRv9U8DuJRrpSqm1eok2hI_sZ3bQ-hwhpyxIouhBZ9EL11LJU5hEkik4I7fsvsEER-rmf5T_TGvD1xrmECo-pfrx1DFkXtO44RfUEX0RkzpiQBzSBfOipj7LDAK-qzuuQI3lGDviP5g3nymJmAZlOIfuuRxLfxj2-W7rrP5Y5Vp5Nok6WJgI/s320/hss5.jpg" width="320" /></a></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span style="font-size: x-small;">We host international visitors! Here’s AC Grayling in 2014.</span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWzOiatyn5sYmZqTb7nMBwiowU69C2gxFMzsTjDrMaLigL_0at94v_NGFSwCZB4iUte6YD84xv0eZ9bh9wvvmFN1ziQ9_OQIHU-J4l7QWgwOiEwHN6TO1sAUhu1BHNucolEg0JkqWzQdt-cZSgVJqj-OoRSS5jdLvHDGXZSGHGTRDr1HYy7gFUT3KDcWRl/s795/hss6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="574" data-original-width="795" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWzOiatyn5sYmZqTb7nMBwiowU69C2gxFMzsTjDrMaLigL_0at94v_NGFSwCZB4iUte6YD84xv0eZ9bh9wvvmFN1ziQ9_OQIHU-J4l7QWgwOiEwHN6TO1sAUhu1BHNucolEg0JkqWzQdt-cZSgVJqj-OoRSS5jdLvHDGXZSGHGTRDr1HYy7gFUT3KDcWRl/s320/hss6.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p><b>Vision </b></p><p><i>A Place in the Singapore Story: </i>Singapore is a young country. We gained our independence only in 1965. Our national identity is evolving.</p><p>Our long-term goal is to collect non-religious stories and ensure non-religious Singaporeans a place in Singapore’s nation-building story.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja5jXGoV22TEXMCqAU2rLDd99LNkOP_7k93VrTMRai6SmC1TFdCcJwPNPnkYjKDnBNxkMKIy2Fdibm6ghTO2zLp8Yr7D_pDFGWfEsXNKB5PZC0B4NfngtOZNZtI0qnwqDsPUASOm5IsRXcWSkpFXri0Kx4kWF8KrbDRxICefbfWFVRgaaYuMJH3yDarDYq/s561/hss7.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="467" data-original-width="561" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja5jXGoV22TEXMCqAU2rLDd99LNkOP_7k93VrTMRai6SmC1TFdCcJwPNPnkYjKDnBNxkMKIy2Fdibm6ghTO2zLp8Yr7D_pDFGWfEsXNKB5PZC0B4NfngtOZNZtI0qnwqDsPUASOm5IsRXcWSkpFXri0Kx4kWF8KrbDRxICefbfWFVRgaaYuMJH3yDarDYq/s320/hss7.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9JfC1mOQrTJ-bxtF4AofhO2sOYmnDzJO6Gdgv43MHmlc420JFewIiGLQH2ySvDIXizYq7UkUdA92PLwbB3nDM_9T3jjZy2RbXe4hdH8ieO9EosoS9YepkW0fddXF92oRrKHxSJZtqFb-cf-d_kjlU2ofF526plEF5OiFPtFfCYqAypYA7Mux0p2RE1ONR/s639/ss.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="639" data-original-width="554" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9JfC1mOQrTJ-bxtF4AofhO2sOYmnDzJO6Gdgv43MHmlc420JFewIiGLQH2ySvDIXizYq7UkUdA92PLwbB3nDM_9T3jjZy2RbXe4hdH8ieO9EosoS9YepkW0fddXF92oRrKHxSJZtqFb-cf-d_kjlU2ofF526plEF5OiFPtFfCYqAypYA7Mux0p2RE1ONR/w173-h200/ss.jpg" width="173" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span>Provided by Norhaiyah Mahmood, </span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span>Secretary, Humanist Society (Singapore)</span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span><br /></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span><a href="https://peruhumanaratio.blogspot.com/2024/01/eupraxophia-17-secular-humanism-in-world.html" target="_blank"><b>Go to Eupraxophia # 17</b></a></span></span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-69771033568507010742024-01-21T12:40:00.000-08:002024-01-31T16:45:40.307-08:00Humanist Canada <p style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ46aY0LR5aBKESrMuc8PuiC2JDBeWqS9xwHEknR7pe0UFYP_AIMyufo1TQREFZu__hksrysKqVy0FhKAVUIqiKLJV_5H8bt0YVOE-G_FIgnPe1tUU0ld1W4SoZS7qUvoDlts4NkjS8MmizcTmRC25VCXbDf2T1PR1QKqSmggaki-ZoO_gE3ri-MOhk_g/s455/HC%20logo%202018%20resized.jpg" style="clear: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="176" data-original-width="455" height="124" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ46aY0LR5aBKESrMuc8PuiC2JDBeWqS9xwHEknR7pe0UFYP_AIMyufo1TQREFZu__hksrysKqVy0FhKAVUIqiKLJV_5H8bt0YVOE-G_FIgnPe1tUU0ld1W4SoZS7qUvoDlts4NkjS8MmizcTmRC25VCXbDf2T1PR1QKqSmggaki-ZoO_gE3ri-MOhk_g/s320/HC%20logo%202018%20resized.jpg" width="320" /></a></p><p>At Humanist Canada, we strive to create a fair and equal society guided by critical thinking and compassion. We support the efforts of local and regional Humanist groups to advance education in scientific, academic, medical, and human rights fields. We are committed to putting Humanism into practice. Through our ceremonies, outreach, and education programs, we advance free thinking and freedom of choice throughout Canada.</p><p>We started out in 1954 as the Humanist Fellowship of Montreal and then became a national organization in 1968, led by our first president, Dr. Henry Morgentaler. For more than half a century, we have been a growing movement at the forefront of social change, involved in such social justice issues as reproductive choice, the right to die with dignity and the advancement of human rights.</p><p>In 1996, we were granted the authority to certify Humanist Officiants to perform marriage ceremonies in Ontario. Across the country, our Officiants conduct deeply meaningful ceremonies to recognize significant milestone events in people’s lives.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuIm939cYo6Eaqcnjznw59roPeeSjGdiClBXqpcMmQC4C3_Ih6mfBaTh9LpIqWyr45wRu3X6dxm_x0pkieIH37Fk4AzpHXDn1iVCPPRQhiFxFQIkrKAGZmrvuK6ka01WPXhhAmNdhaEIXjKjIYIyhLpXIUIsoc9kKodK8Yaid_8V9zu3GfTiUYfFjgOCA/s935/317087103_10160141238245915_548713513527415424_n.jpg" style="clear: left; display: inline; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="935" data-original-width="837" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuIm939cYo6Eaqcnjznw59roPeeSjGdiClBXqpcMmQC4C3_Ih6mfBaTh9LpIqWyr45wRu3X6dxm_x0pkieIH37Fk4AzpHXDn1iVCPPRQhiFxFQIkrKAGZmrvuK6ka01WPXhhAmNdhaEIXjKjIYIyhLpXIUIsoc9kKodK8Yaid_8V9zu3GfTiUYfFjgOCA/w179-h200/317087103_10160141238245915_548713513527415424_n.jpg" width="179" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;">Provided by Bettianne M. Hedges, BA, </span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;">Executive Director, Humanist Canada</span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><a href="https://peruhumanaratio.blogspot.com/2024/01/eupraxophia-17-secular-humanism-in-world.html" target="_blank"><b>Go to Eupraxophia # 17</b></a></span></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><br /></span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-4496750490247910042023-12-24T08:28:00.000-08:002024-01-31T16:46:06.607-08:00My story with HAPI (Philippines)<p>My story started with my passion to help people. I just left the first non religious society I founded in November 2013. I can't sleep, tossing on my bed and said to myself, I want to be happy. I concocted the word HAPI, thru research, and group solicitation. My first experience taught me well and therefore, it was easier for me to create another society. That was more than 10 years ago. Humanist Alliance Philippines International-HAPI has experienced peak and valleys through its life.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDDc_0maVJhOq_CKh64jxFNpt1KJk78Zlpejb-BSQ-ktk6NFgYj8xOsPdcl8EaDhky6zCNzSgwemP5g0ckdozus8FAoA-ikFS7R0cvESJoYQoPc7Gt9iupwPOTPvSFe5_d6d1Lxnm3ZBqYqDFP2DVxtLvU1ZtFcyprH9Lse1YtpJiYaGDurMffrgHZ1YuV/s1114/images.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="275" data-original-width="1114" height="79" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDDc_0maVJhOq_CKh64jxFNpt1KJk78Zlpejb-BSQ-ktk6NFgYj8xOsPdcl8EaDhky6zCNzSgwemP5g0ckdozus8FAoA-ikFS7R0cvESJoYQoPc7Gt9iupwPOTPvSFe5_d6d1Lxnm3ZBqYqDFP2DVxtLvU1ZtFcyprH9Lse1YtpJiYaGDurMffrgHZ1YuV/s320/images.png" width="320" /></a></div><p>There were issues and people who want to steal HAPI. However, we're able to surmount all of that. I am always the target of scammers and dishonest people.</p><p>HAPI has numerous chapters and events galore. Everything you can find in our website: www.hapihumanist.org</p><p>HAPI has evolved into an international society from the get go, but more so in 2015 when we became an affiliate of many secular societies outside the Philippines where HAPI is based.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghu2k2oIkiDFnBt9N7p5cmyJCYDa3ZGFqdxLzi3hwCIH4lKxf4jSMxsUoFiMHuLRWUI0PI5TkeO4l_nXQjLFTd3Bwyw6FABAsZwFqnZ_ZadTISdIU3Ejgx5wJKYokyOkHeAlMvl73WjJ2l7_an5IpT0EyyR2GJ2GerJzMDVkJReqGi50Xo7Xc_k-w9K75V/s768/289368742_5307967945927461_2053710417492255567_n-768x512.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="768" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghu2k2oIkiDFnBt9N7p5cmyJCYDa3ZGFqdxLzi3hwCIH4lKxf4jSMxsUoFiMHuLRWUI0PI5TkeO4l_nXQjLFTd3Bwyw6FABAsZwFqnZ_ZadTISdIU3Ejgx5wJKYokyOkHeAlMvl73WjJ2l7_an5IpT0EyyR2GJ2GerJzMDVkJReqGi50Xo7Xc_k-w9K75V/s320/289368742_5307967945927461_2053710417492255567_n-768x512.jpg" width="320" /></a></div><p>We are the only Securities and Exchange Commission (SEC) registered non-theistic society in the Philippines with regular community outreach. We zero in on education, thus, I also created HAPI scholars who are now in charge of the website. All funds for the scholars come from my own pockets. Investing in people is a lot better than investing on material things. I used to have 14 scholars. Now I only have 11. They are brighter than I, being groomed as the next HAPI leaders.</p><p>Our vision is to create an inclusive society devoid of discrimination. We value equally amongst all men. We propagate humanism through kindness and education.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP5IhyphenhyphengWOKhqbnFqx05hfQx3lWV1DdDl-HW3l68TiYvJWmVsDDC3zvutVL6kTCwGDRZ6rVoEZxmFTHWoqJMIWdloFbpyW-9rWUkwLLa4V8yC8Njfxx_SDuIYQ2sQJH_yjdCc8OliOXWukWK8KbABAnO89xClRum-VBIVmlmr9Bm0ed_HUr-ftvqBFAwde5/s1013/received2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1013" data-original-width="761" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP5IhyphenhyphengWOKhqbnFqx05hfQx3lWV1DdDl-HW3l68TiYvJWmVsDDC3zvutVL6kTCwGDRZ6rVoEZxmFTHWoqJMIWdloFbpyW-9rWUkwLLa4V8yC8Njfxx_SDuIYQ2sQJH_yjdCc8OliOXWukWK8KbABAnO89xClRum-VBIVmlmr9Bm0ed_HUr-ftvqBFAwde5/s320/received2.jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;">By Marissa Torres Langseth, BS in Nursing (University of San Carlos, Philippines), Masters in Adult Health Nursing (Lehman College-CUNY), </div><div class="separator" style="clear: both; text-align: center;">Founder and Emeritus Chairperson of HAPI (Humanist Alliance Philippines, International), and Founder and Founding Chairperson of Philippine Atheists and Agnostics Society, the Creator of HAPI-SHADE (Secular Humanist Advocacy Development Education)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://peruhumanaratio.blogspot.com/2024/01/eupraxophia-17-secular-humanism-in-world.html" style="text-align: left;" target="_blank"><b>Go to Eupraxophia # 17</b></a></div><p><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-22859307707773055732023-12-23T08:11:00.000-08:002024-02-18T08:59:48.551-08:00Review: Mahner, Martin (2022). Naturalismo. La metafísica de la ciencia<p>[Naturalism. The metaphysics of science. Translated from German by Francisco Mota]. Pamplona: Laetoli, 236 pages.</p><p class="MsoNormal"><o:p></o:p></p><div class="separator" style="clear: both; text-align: right;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfMO47KF36zbeq_N9Z_VOUObJ1oIW_tC6xHmSfbRzkUyrzDKZmoYQPH3VfkN67OMNrSBrUEqGVlW4MEwtix2NGoo0T9S-Pe1qd95_FBqKHF_0mSRAnSg3HJ_mWioFmBQ6EIJPZ1ryqL7Nz2fHWd5_QZqPx9oyj3QHNZvZQA15p1h3jGJQUsORv_M4uzz8/s600/naturalismo-la-metafisica-de-la-ciencia.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="396" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfMO47KF36zbeq_N9Z_VOUObJ1oIW_tC6xHmSfbRzkUyrzDKZmoYQPH3VfkN67OMNrSBrUEqGVlW4MEwtix2NGoo0T9S-Pe1qd95_FBqKHF_0mSRAnSg3HJ_mWioFmBQ6EIJPZ1ryqL7Nz2fHWd5_QZqPx9oyj3QHNZvZQA15p1h3jGJQUsORv_M4uzz8/s320/naturalismo-la-metafisica-de-la-ciencia.jpg" width="211" /></a></div></div><p>By Manuel A. Paz y Miño, Editor, <i>Neo-Skepsis</i></p><p><br /></p><p>Mahner holds a PhD in zoology from the Free University of Berlin and was a research fellow of Mario Bunge at McGill University in Canada, with whom he co-wrote <i>Foundations of Biophilosophy</i> (Springer, 1997) and to whom he posthumously dedicates his <i>Naturalism</i> (p. 9) published originally in German in 2018. </p><p>The problems Mahner deals with in his book, as we shall quickly see, are part of the philosophy of science, specifically the metaphysics and ontology of science. In this way, he rationally demonstrates that in order to do science and scientifically explain reality or nature we do not need to postulate supernatural entities.</p><p>Already in the prologue the author clarifies the position that accuses naturalism of reductionism in trying to understand social phenomena when in reality it has more than one concept (p. 7).</p><p>He also clarifies very well that naturalism and materialism are not the same and that their antagonists are supernaturalism and idealism respectively. Precisely the central theme of his work is the link between science with naturalism and supranaturalism; he will defend naturalism as a presupposition of science (p. 8).</p><p>In the introduction or chapter 1, he tells us that, thanks to the progress of the natural sciences, since the Enlightenment, the conception of the world is naturalistic, that is, "the universe exists by itself, precedes our desire to know and nothing occurs in it that is anomalous...it is uncreated, real and nomothetic [it operates according to natural laws]" (p. 11).</p><p>The advance of naturalism is opposed by religions and idealistic philosophies (pp. 11-12) and being naturalism "a philosophical presupposition of science...[it] is an indispensable part of its presuppositions and fundamental rules of the game" that makes scientific knowledge possible (p. 13). Naturalism is, then, a metaphysics of the natural and social sciences (p. 14).</p><p>Each of the next 8 chapters raises a series of questions and ends with the main theses as a summary.</p><p>Among the main theses of chapter 2 are: that nothing can be said about the transnatural, since it is an empty category; and that something can be understood of supernatural entities by their derivation from the natural and their relatively anthropomorphic character (p. 42).</p><p>In those of ch. 3: "Empirical scientific methods, such as observation, measurement and experiment, presuppose various metaphysical assumptions, such as realism, the principle of nomotheticity, the principle "Nothing proceeds from nothing" and a principle of antecedence and causality." But supranaturalism denies or violates these metaphysical principles, with the exception of the postulate of realism (p. 63).</p><p>In ch. 4 author maintains as a thesis, among others, that, in order to have empirical proof of the supernatural, it must interact with the natural. For that, it must partly possess, or be able to possess, natural properties; and that "[t]he empiricist claim that one can measure, independently of metaphysical assumptions, the plausibility of hypotheses, both natural and supernatural, with the help of Bayesian confirmation theory, by neutrally processing empirical evidence with it, ignores the fact that already the collection of admissible evidence presupposes naturalism" (p. 83).</p><p>In ch. 5 it is argued that supranaturalistic explanations would be demarcated to the supernatural by being intentional explanations that are only comprehensible if they anthropomorphically expound the explanatory entities. "The transnatural does not possess any kind of explanatory force"; and supernatural explanations explain "everything" or do so falsely. They do not serve as scientific explanations; "Supernatural explanations of a state of affairs s have hardly any more explanatory force than the statement "We do not know what caused s" (pp. 103-104)."</p><p>The summary of ch. 6 states, among other things, that what is believed to be empirical verification of the supernatural does not in fact prove to be supernatural, but paranatural; and the supernatural cannot be empirically deduced from the supposed lack of explanation in the normal and the natural. The investigation of nature by natural means cannot go beyond its boundaries (pp. 133-134).</p><p>Ch. 7 says that despite the triumph of the real sciences proves metaphysical naturalism, it does not ground it, and that scientific methodology does not get rid of metaphysics by being explained or grounded by metaphysical naturalism. "Scientific methodology is not ontologically neutral with respect to naturalism or supranaturalism, because the latter entails a methodology of its own that is irreconcilable with scientific methodology" (p. 153).</p><p>Chap. 8 enunciates that "[t]he relation of naturalism and science is not, contrary to the anti-naturalistic critique, a regrettable self-limitation of science, but the only possibility of objective knowledge," "[f]or the demarcation of science and pseudoclenchism, it is legitimate to use the question of compatibility with metaphysical naturalism as one of several demarcation criteria," and that "naturalism, as a metaphysics of presuppositions, excludes a strong epistemological naturalism, according to which science is not subject to any kind of philosophical presuppositions." That is, metaphysical naturalists cannot be, at the same time, strong epistemological naturalists (p. 174).</p><p>Ch. 9 argues that, if religion and science aim to express something true about the world, then they are in contradiction and that scientists who appreciate a coherent representation of the world cannot accept, at the same time, two worldviews with incompatible metaphysics and methodologies (pp. 183-184).</p><p>Ch. 10 deals with the conclusion of the book, in short: "Metaphysical naturalism is a necessary condition of the real sciences" (p. 185).</p><p>Then come all the notes (pp. 189-214) contained in all the chapters of the book and the abundant bibliography used (pp. 215-228).</p><p>In short, it is a very complete work, very useful for those who want to know more about the metaphysical presuppositions of science and scientific research, as well as the demarcation between science and pseudoscience and between the natural and the supernatural and the incompatibility of the latter with a naturalistic and empirical conception of reality.</p><p>Huanta, November 1st, 2023.</p><p>(Published originally in Spanish in the <i><a href=""REVISTA PERUANA DE FILOSOFIA APLICADA - ISSN 1024-1531: REVISTA PERUANA DE FILOSOFÍA APLICADA # 24:" https://revistaperuanadefilosofiaaplicada.blogspot.com/2024/01/revista-peruana-de-filosofia-aplicada-24.html?m=1" target="_blank">Peruvian Journal of Applied Philosophy</a></i> # 24. Translated into English by Deepl.com and reviewed by author).</p><p style="text-align: right;"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world-i.html" style="text-align: center;" target="_blank"><b>GO TO NEO-SKEPSIS # 16: </b></a></p><p style="text-align: right;"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world-i.html" style="text-align: center;" target="_blank"><b>SKEPTICISM IN THE WORLD (II)</b></a></p><p> </p><div><br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-75571549893176099532023-12-20T15:55:00.000-08:002023-12-20T16:11:35.715-08:00FATE AND DESTINY OF THE RATIONAL SKEPTIC ASSOCIATION OF VENEZUELA<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqcC3afNHis-bSU3F9hpAueu7ZRPXWeuxlYQDxz_Nm926MNYiSyL-8QrhIJeUKz5BkZ0-gr5VBUENUOn6LAGsCkHGSklleqbNo4SPSbOJn41CmBSKzUb0vQHE6jsjHbI9vrCY4RRU1sD7npO63ghXGtBOD5MyW1iLSbIuWSBgli0Iblh4-NPLvp-1y7H3q/s412/jesus2b.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="412" data-original-width="311" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqcC3afNHis-bSU3F9hpAueu7ZRPXWeuxlYQDxz_Nm926MNYiSyL-8QrhIJeUKz5BkZ0-gr5VBUENUOn6LAGsCkHGSklleqbNo4SPSbOJn41CmBSKzUb0vQHE6jsjHbI9vrCY4RRU1sD7npO63ghXGtBOD5MyW1iLSbIuWSBgli0Iblh4-NPLvp-1y7H3q/s320/jesus2b.jpg" width="242" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;">(Photo from Instagram)</span></div><div style="text-align: center;"><span><i><b>Jesús Omar Guevara Rivas</b> (1990-2021), </i></span></div><div style="text-align: center;"><span><i>Graduate of political scientist career and Lecturer, School of Psychology, </i></span></div><div style="text-align: center;"><span><i>Universidad Bicentenaria de Aragua, Venezuela.</i></span></div><p>It is also known as AREV, for its Spanish acronym. The description on its web page reads as follows (1):</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"><i>The Rational and Skeptical Association of Venezuela (AREV) is an independent, non-profit organization, made up of open-minded people who have come together with the aim of spreading skepticism and rational thinking, and to put under scientific scrutiny the mystical and pseudo-scientific claims with which we are bombarded every day. The association promotes science and critical thinking as fundamental ways to improve the quality of life of citizens, providing them with the indispensable skeptical tools to confront the gratuitous and extravagant claims of superstition hucksters, paranormal hucksters and mystery mongers, who speculate on the ignorance of the public to obtain large dividends by offering panaceas and quick (and false) answers to human illness, misery and uncertainty.</i></p></blockquote><p>AREV is virtually the only nationwide association dedicated to the dissemination of critical and skeptical thinking, with a special emphasis on fighting pseudosciences, especially pseudo-medicine and psychoanalysis; and, with the arrival of the "New Atheism" movement at the end of the 2000s, it has also mentioned the perverse consequences of religious thought, which at the time gave impetus to a certain growth of the Venezuelan skeptical movement, although in a rather unstructured way and without much organization.</p><p>The most finished product of the AREV is the magazine <i>Lúcido </i>[Lucid] (2), published until 2010 in digital format. Its editorial committee, in its last edition, was formed by Jorge Araica, Ricardo Babarro, Guido Nuñez, Álvaro Osorio, Jesús Pineda, Sami Rozenbaum and Domingo Subero, being Sami Rozenbaum the team coordinator. All of them AREV members.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJmKVFuD8vrIebmR-RzfhjLZynrbIdBnDWUls5Jil67N2AcekqxMFysv_p2WXaByo9SIAMwCC3fKENLpcw3sbGrv8j_TeSjjvwLwjBv8amw2BbW6wW_WA-d6Rz6papdQlxmT-PF81ysxL0nCmJUUN0iVK0lcOKHabvs2639Gixqet5cupVw42BI7AyyzL8/s850/400029184_1455354298368399_1464566686159120354_n.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="850" height="283" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJmKVFuD8vrIebmR-RzfhjLZynrbIdBnDWUls5Jil67N2AcekqxMFysv_p2WXaByo9SIAMwCC3fKENLpcw3sbGrv8j_TeSjjvwLwjBv8amw2BbW6wW_WA-d6Rz6papdQlxmT-PF81ysxL0nCmJUUN0iVK0lcOKHabvs2639Gixqet5cupVw42BI7AyyzL8/w400-h283/400029184_1455354298368399_1464566686159120354_n.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><span><i>Cover of the last edition (No. 29) of the digital magazine Lúcido, which was published for 9 years.</i></span></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p class="MsoNormal"><span lang="EN-US"><o:p></o:p></span></p><p>At the time of writing these lines, we are fortunate to have the testimony of Guido Núñez, now living in the USA, He tells us how the Rational Association had quite humble and even somewhat ironic beginnings, in which his personal experience of getting rid (by the skin of his teeth) of religious fanaticism played a relevant role, as well as the humorous touch that has always been associated with skeptics and naturalists since Democritus: <i>"I started looking on the Internet and entered several pages that not only made the matter clear to me but also freed me from Christianity"</i>. Guido specifies: <i>"I was about to become a Jehovah's Witness, but the evolution thing didn't fit me".</i></p><p>The search for more information driven by curiosity in the incipient internet of the year 2000 would give the answer. One of them was Javier Garrido's website (hosted by Geocities) Paraciencias al día (3).</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"><i>[The page]</i> <i>had excellent articles.... And I start writing. I get in touch with Javier and we start sending letters. February 2001 arrived and I bought El mundo y sus demonios as a birthday present (...) in public transport I heard warnings of witches and decided to visit a witch saying she was a member of the AREV.</i></p></blockquote><p>Guido tells us.</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"><i>[The AREV thing] was a joke to see how she would react. Then I told Javier and he said: "What the fuck are we waiting for? (...) Then we got Sami because I started talking to people from CSICOP, and they told me that Sami was [in that group].</i></p></blockquote><p>After successive contacts and the impulse of its first members, the Skeptical Rational Association was formed. Lúcido was born as its informative organ in December 2001, and in its first edition in that month it rightly states that</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"><i>...[the AREV] was born in February 2001, in a very characteristic way for our time, as a mailing list in which we have met professionals and students, with an average age around 30 years old. We live in different cities, so many of us do not yet know each other personally, but we have exchanged abundant information and ideas to the point that we form a true virtual community; as befits our definition of skeptics, controversies are not uncommon.</i></p></blockquote><p>All thanks to happy coincidences and the always valuable exchange of ideas facilitated by technology.</p><p>In 2004, <i>Lúcido</i> won the "Arístides Bastidas" Municipal Prize for Scientific Journalism, mention "opinion", awarded by the Council of the Libertador Municipality of Caracas. Its members were also noted at the time in defense of rational thought, such as Sami Rozenbaum at the IV World Skeptical Congress of CSICOP in Los Angeles (2002), or Guido Núñez himself as a participant in the First Iberoamerican Conference on Critical Thinking in 2005. AREV also had its radio program, Science and Legend, which was rebroadcast via web (4).</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV8STt1eI6O4zQeiR81gDMX497PlPF23Bd4SWTJrq9WdluYIwVay1joVTtgh71qrFJhNzACs8H3433PB6jbikdsmscxlNw3nhgh2wC5ij2d7TkWtu2ushdYa0gzUAHIAgSPbqRVyzVln0Ler0vs40JJrMM-ZyGzO7xLr_L7QebTwcBfWsGeQyFSV1tFsIm/s646/400302919_345279464784880_5138063847213670646_n.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="393" data-original-width="646" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV8STt1eI6O4zQeiR81gDMX497PlPF23Bd4SWTJrq9WdluYIwVay1joVTtgh71qrFJhNzACs8H3433PB6jbikdsmscxlNw3nhgh2wC5ij2d7TkWtu2ushdYa0gzUAHIAgSPbqRVyzVln0Ler0vs40JJrMM-ZyGzO7xLr_L7QebTwcBfWsGeQyFSV1tFsIm/w400-h244/400302919_345279464784880_5138063847213670646_n.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><span><i>From left to right: Alejandro Borgo (Argentina), Paul Kurtz (USA), <span style="text-align: left;">Sami Rozenbaum (</span><span style="text-align: left;">Venezuela), </span></i></span></div><div class="separator" style="clear: both; text-align: center;"><span><span style="text-align: left;"><i>and Manuel A. Paz y Miño (Peru) at the Fourth World Skeptics Conference (June 2002) in Burbank, California.</i></span></span></div><p><b>Open society and skepticism (or lack thereof) </b></p><p>For better or worse, rather for worse, contemporary Venezuela offers additional difficulties for the development of any intellectual movement, and skepticism is no exception.</p><p>While the Association is not formally dissolved, it has not ceased to be a victim of the national situation that has driven the vast majority of Venezuela's citizens to survive and take care of more basic things like getting food and medicine. The urgency of daily life displaces little by little, and in the beginning almost without noticing it, the higher activities or those that would require more attention. Not to mention emigration, which has prevented several of its members from meeting more often.</p><p><i>"Politics killed everything," </i>Guido tells us. And no, it's not necessarily about conflicts among its members for ideological reasons. It is politics that made it impossible to live normally in the country; first because it monopolized all public opinion, because of the merciless attack on democratic institutions throughout the 2000s; and then, because of the consequences of the subsequent economic crisis.</p><p>If we are talking about applying rational thinking, Venezuela today is plagued by irrationality in the form of public policies, and it freely reigns without restraint of any kind. In such a harsh environment, where universities struggle to survive without supplies, budgets, students, professors; where radio and television censorship is a harsh reality; where unreason takes human lives without any justification; and where, paraphrasing Carl Sagan, the shadows of the past grow stronger and stronger and reason is left alone like a small candle. It is in those places and moments when a necessary reflection is born: democracy and reason die in the dark.</p><p>Those who cherish their critical sense must always be alert to any irrational threat, even in the stillness and prosperity of what has been achieved, for the snake oil salesmen and agitators of hatred, anger and fear never rest. Whenever possible, the flame of science and reason, however feeble, must be lit.</p><p>Because the world where our demons rule is not a good place. And it never will be.</p><p><b><span style="font-size: x-small;">Notes</span></b></p><p><span style="font-size: x-small;">(1) <a href="https://arev.wordpress.com">https://arev.wordpress.com</a></span></p><p><span style="font-size: x-small;">(2) Note of the Editor:All of Lúcido's issues are on the web: <a href="https://arev.wordpress.com/revista-lucido/">https://arev.wordpress.com/revista-lucido/</a></span></p><p><span style="font-size: x-small;">(3) http://www.geocities.com/jgb64/Pseudo.htm -visible at Wayback Machine-.</span></p><p><span style="font-size: x-small;">(4) <a href="http://www.tecnologiahechapalabra.com">www.tecnologiahechapalabra.com</a></span></p><p><span style="font-size: x-small;">(Originally published in <i style="text-align: justify; text-indent: 15.1333px;">El Escéptico </i><span style="text-align: justify; text-indent: 15.1333px;">[</span>The Skeptic] No. 52, Summer 2019, pp. 19 and 20. Digital version: <span style="text-align: justify; text-indent: 15.1333px;"><a href="https://www.escepticos.es/repositorio/elesceptico/articulos_pdf/ee_52/ee_52_sino_y_destino_de_la_asociacion_racional_esceptica_de_venezuela.pdf.">https://www.escepticos.es/repositorio/elesceptico/articulos_pdf/ee_52/ee_52_sino_y_destino_de_la_asociacion_racional_esceptica_de_venezuela.pdf.</a></span>. Translated from Spanish by Deepl.com)</span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p class="MsoNormal" style="margin-left: -1.5pt; text-align: justify; text-indent: 11.35pt;"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world-i.html" style="text-align: center; text-indent: 0px;" target="_blank"><b>GO TO NEO-SKEPSIS # 16: SKEPTICISM IN THE WORLD (II) </b></a></p></blockquote>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-52455901596484833352023-10-27T10:57:00.014-07:002023-12-20T15:55:05.001-08:00A BRIEF HISTORY OF SKEPP: <p style="text-align: center;"><span style="font-family: inherit; font-size: 12pt;"><b>THE STUDY CIRCLE FOR THE CRITICAL EVALUATION OF PSEUDOSCIENCE AND THE
PARANORMAL</b></span></p><p style="text-align: center;"><span style="font-family: inherit; font-size: 12pt;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUjQXUaq-a0wUkSjU6InEw7QXtGF0hZoQeggOIBGKQ55vog54LDoKmbNWgIg-m89EInRNjkp5iGlQ73hNwmf1tH1opfVlu8XGr3VKd5NFI5YdSUgxnGHT95dopiRSQpqLKcLdMdGAZqYszu7NDwkPoIvcr590aAxYOcnPR93fyBnCGzIvnmZqcXi93CTb7/s864/fotoTim.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="857" data-original-width="864" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUjQXUaq-a0wUkSjU6InEw7QXtGF0hZoQeggOIBGKQ55vog54LDoKmbNWgIg-m89EInRNjkp5iGlQ73hNwmf1tH1opfVlu8XGr3VKd5NFI5YdSUgxnGHT95dopiRSQpqLKcLdMdGAZqYszu7NDwkPoIvcr590aAxYOcnPR93fyBnCGzIvnmZqcXi93CTb7/w200-h198/fotoTim.jpg" width="200" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><i><b><span lang="NL">Tim Trachet, </span></b><span lang="NL">Bach in Mathematics and Philosophy at the Vrije Universiteit Brussel, </span></i></span><i style="font-family: inherit;">former reporter at the Flemish Association of Radio and Television (VRT), </i><i style="font-family: inherit;">honorary and founding president of SKEPP and </i><i style="font-family: inherit;"><span lang="NL">vice-</span>president of the European Council of Skeptical Organisations (ECSO).</i></div><p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: inherit;">On June 9, 1990, the association SKEPP (Study
Circle for the Critical Evaluation of Pseudosciences and the Paranormal) was
founded in Belgium. Formally, SKEPP had thirteen (yes!) founding members. In
fact, only twelve of them signed the memorandum of association that day. The
thirteenth didn't show up because... His house had been struck by lightning.</span></p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOJlRaWQXQhlnkc9EiI_dyRd3lMK-B3owf1Pgm8ncL4fvXOWiL1-dyqlKHLHNnWwiwiJH8CUOI_1G-isw7rPSUlr9kbeiToMbjcnQc7OropvHbNb7Jehzp3RAnas9dl2munehe-opCS4C92kpSvnVGk4V5fUKjGyBpOYyt3yiD1XU5uDRYSRBegErwlVeZ/s2048/London2003-Edzard%20Ernst-Willem%20Betz-2.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOJlRaWQXQhlnkc9EiI_dyRd3lMK-B3owf1Pgm8ncL4fvXOWiL1-dyqlKHLHNnWwiwiJH8CUOI_1G-isw7rPSUlr9kbeiToMbjcnQc7OropvHbNb7Jehzp3RAnas9dl2munehe-opCS4C92kpSvnVGk4V5fUKjGyBpOYyt3yiD1XU5uDRYSRBegErwlVeZ/w400-h300/London2003-Edzard%20Ernst-Willem%20Betz-2.JPG" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><span><i>The late Flemish physician and professor Wim Betz (right) and his British-German colleague Edzard Ernsten, </i></span><i>both famous skeptics of pseudo-medical therapies, at a European conference in London, 2003.</i></div><span lang="NL" style="font-family: inherit;"><br /></span><p></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="NL" style="font-family: inherit;">How did it come to this? Based on my personal
experience, I would say... which was Wernher von Braun's fault. Not because the
rocket developed by this German caused quite a few casualties during World War
II, but because after that war, this rocket led to a rapid development of space
travel, the undisputed highlight being manned flights to the moon. This led to
unprecedented optimism. When the first man landed on the moon in 1969, experts
predicted that the first man would land on Mars around 1980, at least before
the end of the century. Anything seemed possible. And if humans could visit
other planets in the foreseeable future, it seemed obvious to many that we
would also receive occasional visits from aliens. Books about UFOs and extraterrestrial
civilizations had a large circulation. Authors such as Erich von Däniken broke
through with their books on the influence of aliens on cultures of the past and
television was filled with series such as <i>UFO</i> and <i>The Invaders</i>,
not to mention <i>Star Trek</i>.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="NL" style="font-family: inherit;">Space travel also strongly stimulated interest
in astronomy among young people. The Association of Astronomy in Belgium (VVS),
founded in 1944, saw a veritable influx of young amateur astronomers, including
the author of this article. Through the VVS magazine they not only received
useful information about astronomy, but also some warnings about
pseudosciences. The editor-in-chief continually pointed out in the magazine the
"new superstition" about UFOs and extraterrestrials. In reality, he
said, there were no UFOs, and in any case, astronomers did not see any UFOs.
Most UFOs were reported by inexperienced observers who had never heard of a
sunrise, had never seen a bright meteor, had no idea what the planet Venus
looked like, or didn't know that the moon can appear very large when it's low
on the horizon. The books of von Däniken and others were full of nonsense. It
was a hoax, or at least – the word was already mentioned then – a
pseudoscience.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="NL" style="font-family: inherit;">At the same time, the magazine lashed out at
another kind of nonsense: astrology. It is nothing new that astronomers
considered this prediction based on the position of celestial bodies to be
completely absurd. Two centuries earlier, the French astronomer and politician
Bailly called astrology "the greatest disease that has afflicted human
reason." The relative marginality in which astronomy found itself for
quite some time was broken during the golden 1960s thanks to the emerging
alternative movements. During the 1970s, interest increased, especially in the
media, and commercial exploitation of the "alternative" sector began.
People interested in science began to worry more and more about the nonsense
that was coming up. Some prominent members of the VVS made statements about it
on occasion in the press.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="NL" style="font-family: inherit;">In 1976, the American magazine <i>The Humanist</i>
published a statement by more than a hundred scientists and philosophers
against astrology. A copy of the statement was published in the VVS magazine .
Soon after, the philosopher Paul Kurtz, one of the promoters of the
declaration, would create CSICOP, the current Committee for Skeptical Inquiry
(CSI) in the United States.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="NL" style="font-family: inherit;">That same year, a professor created a working
group within the VVS to critically examine pseudosciences. Several young people
(including the author) immediately joined in. The Prometheus group, as it was
called for obvious reasons, would carry out intense study work for more than
ten years and at the same time inform the general public through articles,
pamphlets, lectures and debates with "pseudos" (sometimes also on
television).<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="NL" style="font-family: inherit;">In the early years it was only about
astrology, UFOs and related topics, such as von Däniken's theories. Throughout
the 1980s, the group took on more and more work and focused on pseudosciences
other than those that were considered peripheral domains of astronomy. For
example, parapsychology and creationism.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="NL" style="font-family: inherit;">CSICOP and its magazine <i>Skeptical Inquirer</i>
had become world famous. Paul Kurtz and his employees regularly visited Europe,
organized meetings, and encouraged like-minded people to join. This is how the
Skepsis Foundation was founded in 1988 in the Netherlands and shortly
afterwards the GWUP in Germany. Belgium already had a skeptical organization,
even the oldest in the world! Since 1947 there was a Belgian Committee for the
Scientific Investigation of Paranormal Phenomena (known as the "Para
Committee"). Formally it was a bilingual organization (in Belgium it has
two official languages: Dutch – or Flemish – in the north and French in the
south of the country). In practice, the majority of the members and all the
leaders of the Para Committee were French-speaking.</span></p>
<p class="MsoNormal"><span lang="NL" style="font-family: inherit;">The Prometheus group then began holding
meetings with other interested and skeptical-minded people. The contacts thus
established gave rise to an informal and larger group, in which psychologists
and doctors also participated. The arrival of doctors ensured that medical
problems were now treated as well. Among them was Willem (Wim) Betz, a professor of
general medicine at the University of Brussels who, as a general practitioner,
had witnessed the detrimental influence of alternative medicine on desperate
patients. Betz seriously considered the possibility of founding an association
against quackery, following the Dutch example. However, a group with only
skeptical doctors would have been very limited. A group was then created to
deal with pseudosciences in general.</span></p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHwhfXYIRo_6wUl2YbnHSIK9cdI4C0yAnCAM9HFJP_ei8O8uBNOnjSR_PGKlDHX5YiZrTM3l_QiYdxmcsHmFiZZSLryZxnsGnjaIvPoUD5W9O8DKymLi9qPqDksXKaMVSM1Scw9tI_5w138fC4oz9Uw0b50B24SAXTTR3To-punPWkUzfYMHFMWx3jPfM8/s1024/skepp.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="483" data-original-width="1024" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHwhfXYIRo_6wUl2YbnHSIK9cdI4C0yAnCAM9HFJP_ei8O8uBNOnjSR_PGKlDHX5YiZrTM3l_QiYdxmcsHmFiZZSLryZxnsGnjaIvPoUD5W9O8DKymLi9qPqDksXKaMVSM1Scw9tI_5w138fC4oz9Uw0b50B24SAXTTR3To-punPWkUzfYMHFMWx3jPfM8/s320/skepp.png" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><span><b>Skepp: </b><span style="text-align: left;"><b>scientifically approved</b></span></span></div><span lang="NL" style="font-family: inherit;"><br /></span><p></p>
<p class="MsoNormal"><span lang="NL" style="font-family: inherit;">What should happen now? Initially, it was
thought to join the Para Committee collectively, some of whom were already
members. But the Para Committee itself finally thought it would be better to
have a separate Dutch-speaking association. The decision was made. The name
SKEPP was soon accepted.</span></p>
<p class="MsoNormal"><span lang="NL" style="font-family: inherit;">Managing the young association at first was
not an easy task, especially since resources were very limited. SKEPP lived –
and always lives – solely on the contributions of its members. Fortunately, it
seems that many people are willing to contribute generously to an association
that, apart from the magazine and the occasional conference, has little to
offer its members. Therefore, members understand that SKEPP is there primarily
to achieve its goals and that this requires money. It's not a lot of money, especially
since all the work within the association is purely voluntary.</span></p>
<p class="MsoNormal"><span lang="NL" style="font-family: inherit;">SKEPP has gained a lot of support and fame
since its founding. The number of members has now grown to more than a
thousand. However, a large number of members is not a goal in itself. When it
comes to active contributors, SKEPP is still short on staff. We are especially
lacking in "experts", people who have the courage and competence to
study strange and controversial dossiers. This may be because the number of
scientists and academics within SKEPP has not increased as much as the total
number of members.</span></p><p class="MsoNormal"><span lang="NL"><o:p></o:p></span></p><div class="separator" style="clear: both; font-family: inherit; text-align: center;"><span lang="NL"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVTimtbwTa77t_clwbhWkaiLonw9lJbsJJ0qakCMawVNuKFkdeqd5fWK1RdQ5CSvTTKG8CV0MJiUC_JUaNrKPIuhPjPi1RCO6Q78IGfyQxUGtkpFjrgVh-tkC-TFzIb5I71Rla5w1ImmCo0A1qRcawW6UFG_UH9mD2YyI3DYbK-W2cOBwJkt1bSFmLeC4d/s534/skepp-magazine22.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="534" data-original-width="448" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVTimtbwTa77t_clwbhWkaiLonw9lJbsJJ0qakCMawVNuKFkdeqd5fWK1RdQ5CSvTTKG8CV0MJiUC_JUaNrKPIuhPjPi1RCO6Q78IGfyQxUGtkpFjrgVh-tkC-TFzIb5I71Rla5w1ImmCo0A1qRcawW6UFG_UH9mD2YyI3DYbK-W2cOBwJkt1bSFmLeC4d/w335-h400/skepp-magazine22.jpg" width="335" /></a></span></div><div class="separator" style="clear: both; text-align: center;"><span lang="NL"><span><span style="font-family: inherit;">Magazine </span><span style="text-align: left;"><i>Wonder en is gheen Wonder</i> [</span></span><span>Wonder and is no Wonder<span style="font-family: inherit;">] 2022</span></span><span style="font-family: inherit;"> </span></span></div><div class="separator" style="clear: both; text-align: center;"><span lang="NL"><span style="font-family: inherit;"><br /></span></span></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><span lang="NL"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV7y7bfVF3GyGf-gqDRZrX4ZTjy_8rYEBSa9WGembhpC0EDHHOtS5snBbRP6KLigeKiYRIkMdbEKYgVvaCaaDrjAvVeaz4iw1qOGe-O-S2XlTQQiGqiA7wa60WCbT03PKH-WnYa9TO5gt2gY_rZoBxER_wam1x4SLPgWPTKYiXOyQDahU2fKadOjMgL9zo/s534/skepp-magazine23.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="534" data-original-width="448" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV7y7bfVF3GyGf-gqDRZrX4ZTjy_8rYEBSa9WGembhpC0EDHHOtS5snBbRP6KLigeKiYRIkMdbEKYgVvaCaaDrjAvVeaz4iw1qOGe-O-S2XlTQQiGqiA7wa60WCbT03PKH-WnYa9TO5gt2gY_rZoBxER_wam1x4SLPgWPTKYiXOyQDahU2fKadOjMgL9zo/w335-h400/skepp-magazine23.jpg" width="335" /></a></span></div><div class="separator" style="clear: both; text-align: center;"><span lang="NL"><span style="font-size: small;">Magazine</span><span><span style="font-family: inherit;"> </span><span style="text-align: left;"><i>Skepp</i> </span></span><span style="font-family: inherit;"><span>2023</span> </span></span></div><span lang="NL"><br /><div style="text-align: justify;"><span style="font-family: inherit; text-align: left;">If we compare the texts that SKEPP has
published through its magazine and website, we see the importance that medical
topics have had in twenty years of operation. First of all, everything related
to alternative medicine, in which Wim Betz – sadly deceased – has become an
international authority. But all sorts of health claims, such as the supposed
dangers of vaccination and mobile phone radiation, have also not escaped our
attention. Surprising attention is paid to controversial psychological
practices, such as psychoanalysis and modern human resource methods.</span></div></span></div><p></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="NL" style="font-family: inherit;">Creationism also received considerable
attention. Belgium has relatively few opponents of the theory of evolution, but
they are numerous among the Muslim population. On the other hand, less
attention is paid to parapsychology and the occult than one might initially
have thought. The investigation of the paranormal was limited to tests
conducted by Marc Braem on clairvoyants, astrologers and astral travelers. This
has rarely happened in recent years. "Psychics" aren't always
enthusiastic about being tested by skeptics, though they can win a big cash
prize if the test is positive. In recent years, a lot of attention has been
paid to conspiracy theories and bizarre opinions spread on the Internet. How
could it be otherwise?</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="NL" style="font-family: inherit;">Finally, the presence of quite a few
philosophers in our association has resulted in numerous conferences and
articles with philosophical reflections, perhaps more than in other comparable
associations.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: inherit;"><a name="word6"></a><span lang="NL">The highlight in the media
was our actions around a bill (1998-1999) that sought to implement certain
alternative medicines. Wim Betz harshly and substantially criticised this
proposal by the Belgian Minister of Health. On the other hand, an attack by this
minister on the alleged bias of scientists towards his bill was responded to
with an open letter in the press. This led to a bitter television debate with
the minister.<span style="mso-spacerun: yes;"> </span>All this has contributed
to the fact that the recognition procedure provided for in the law has been
tightened to such an extent that there is still no recognition more than twenty
years after its approval...</span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="NL" style="font-family: inherit;">This was perhaps our "finest hour",
along with the "collective suicide action", in which members and
supporters of the SKEPP took homeopathic medicines en masse in front of the
cameras, of course without the slightest consequence. An event that became the
first point of television news. This "suicidal action" was later
adopted by other skeptical societies around the world.</span></p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha2JTXkBeKa2o5A2pl1lttmu2sK5h5xMZwqWPQceiu95ZZhqQf06IZSvwdQq1Gdm8RnGYUowkmre1fxAhZoOIUSCtGlDziVMRIxQBSGFSYACMnGJVGOW-m0B5FBWPUX0Sd1wlafD7eHblKWCke0lBEiDOBOEAvBtIQmNvOdKZdlx-Fwk5SNVSfuOEt-8qH/s2592/zelfmoordactie.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1936" data-original-width="2592" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha2JTXkBeKa2o5A2pl1lttmu2sK5h5xMZwqWPQceiu95ZZhqQf06IZSvwdQq1Gdm8RnGYUowkmre1fxAhZoOIUSCtGlDziVMRIxQBSGFSYACMnGJVGOW-m0B5FBWPUX0Sd1wlafD7eHblKWCke0lBEiDOBOEAvBtIQmNvOdKZdlx-Fwk5SNVSfuOEt-8qH/w400-h299/zelfmoordactie.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><span><i>"Collective suicide action" in which Skepp supporters massively ingested a homeopathic remedy with arsenic and snake venom but extremely diluted: ten times in water thirty times in a row, in Brussels, 2011.</i></span></div><span style="font-family: inherit;"><p class="MsoNormal"><span style="font-family: inherit;">SKEPP has also quietly intervened on occasion
to stop serious media outlets, such as public radio and television, from paying
uncritical attention to this kind of nonsense. Often with favorable results.</span></p></span><p></p>
<p class="MsoNormal"><span lang="NL" style="font-family: inherit;">The mere fact that we exist is positive:
people know us. Our website is widely consulted. Journalists know where to turn
to get a critical response to some strange news. Students ask us for help in
completing a capstone project. Victims of charlatans, sometimes desperately,
ask us for advice.</span></p>
<p class="MsoNormal"><span lang="NL" style="font-family: inherit;">In short, we can say of Skepp what Voltaire
said of God: <i>if he did not exist, he would have to be invented.</i>
Although... We really hope that we can abolish it as quickly as possible, if it
turns out that it is no longer necessary. Unfortunately, that won't happen
anytime soon, maybe ever. But as long as society is harmed by nonsense and
deception, people will be needed to denounce it. There is still a lot of work
to be done.</span></p>
<p class="MsoNormal"><span lang="NL" style="font-family: inherit; font-size: x-small;">(Translation by Word of the Spanish article <a href="https://neo-skepsis.blogspot.com/2023/10/breve-historia-de-skepp.html" target="_blank">“BREVE HISTORIA DE SKEPP: EL CÍRCULO DE ESTUDIOS PARA LA EVALUACIÓN CRÍTICA DE LASPSEUDOCIENCIAS Y DEL PARANORMAL”</a> and reviewed by M.A. Paz y Miño) <span style="mso-spacerun: yes;"> </span></span></p><p class="MsoEndnoteText" style="text-align: center;"><span lang="DE" style="font-family: inherit;"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world-i.html" target="_blank"><b>GO TO NEO-SKEPSIS # 16: SKEPTICISM IN THE WORLD (II) </b></a></span></p><p class="MsoNormal"><span lang="NL" style="font-family: inherit;"></span></p><div style="text-align: center;"><br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-46405173657722030152023-10-27T10:44:00.011-07:002023-11-02T14:01:05.697-07:00HISTORY OF GWUP: <p class="MsoSubtitle" style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><b>THE SOCIETY FOR THE SCIENTIFIC INVESTIGATION OF PSEUDOSCIENCES </b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfg6Dmwrn1mHYfBx24Dun4_Ur3amhRkCyqQTMl6Y5YM1oqfxNckSeK8gITweD_BZXNzf1_N3_B1nmXqxjZ5PRpCFiWw5s8_r_uQRt73exJ_SYUiM-BLvus8F0Rln9Q2I7hSCyoH6gn4R42BKTMshkATnKsj7M1GjdKI7S0df09YaEHQKQtFhSPs5aAyFZs/s1386/Amardeo_Evelin%20Frerk.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1186" data-original-width="1386" height="171" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfg6Dmwrn1mHYfBx24Dun4_Ur3amhRkCyqQTMl6Y5YM1oqfxNckSeK8gITweD_BZXNzf1_N3_B1nmXqxjZ5PRpCFiWw5s8_r_uQRt73exJ_SYUiM-BLvus8F0Rln9Q2I7hSCyoH6gn4R42BKTMshkATnKsj7M1GjdKI7S0df09YaEHQKQtFhSPs5aAyFZs/w200-h171/Amardeo_Evelin%20Frerk.png" width="200" /></a></div><span><div style="text-align: center;"><span style="font-size: x-small;">(Photo by Evelin Frerk)</span></div><div style="text-align: center;"><i><span color="windowtext"><b>Amardeo Sarma</b> is an </span><span style="text-align: left;">Electrical Engineer by the Technische Universität Darmstadt </span></i></div></span><div style="text-align: center;"><span><span style="text-align: left;"><i>and former chair of GWUP</i></span></span></div>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">The big bang for many skeptical organizations
was Douglas Hofstadter’s seminal article in <i>Scientific American</i> in
February 1982<a href="file:///C:/Users/labsi/Downloads/Skept/GWUP%20origins%205%20v01.docx#_edn1" name="_ednref1" style="mso-endnote-id: edn1;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span face=""Calibri",sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 107%; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span><!--[endif]--></span></span></a>,
in which he described the <i>Skeptical Inquirer</i> as David fighting Goliath.
CSICOP was founded in 1976, so this article might be better titled Cosmic
Inflation after the Big Bang. The article was reprinted two months later in its
German edition <i>Spektrum der Wissenschaft</i><a href="file:///C:/Users/labsi/Downloads/Skept/GWUP%20origins%205%20v01.docx#_edn2" name="_ednref2" style="mso-endnote-id: edn2;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span face=""Calibri",sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 107%; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[2]</span></span><!--[endif]--></span></span></a>.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">The article struck a chord around the world.
Subscriptions to the <i>Skeptical Inquirer</i> skyrocketed, and among them were
many of the future founders of the </span><span lang="DE">Gesellschaft zur
wissenschaftlichen Untersuchung von Parawissenschaften-</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">GWUP (Society for the Scientific Investigation of Pseudosciences).<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">With the groundwork laid, a letter to all <i>Skeptical
Inquirer</i> subscribers worldwide sparked the next step. I had offered to
coordinate other subscribers in Germany and received the addresses of 20
people. In the end, ten of us met in Darmstadt on February 7, 1987. Five were
subscribers, and five others I contacted who I knew would be interested, some
of whom were already active in the fight against pseudoscience.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">One of them was Irmgard Oepen, a professor of
medicine, who later became the first president of GWUP and perhaps the first
woman to lead a large skeptical group. She also strongly focused on the
problems associated with pseudo-medical theories and practices, such as homoeopathy
and anthroposophic medicine. This was still considered a fringe issue in
America with little impact.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Many of the other founders dealt at issues like
the the Bermuda Triangle, Uri Geller, Erich von Däniken, dowsing or “Earth
Rays” as it is called in Germany, or ancient pyramids. We all also felt a
strong need for a rational voice in Germany. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">This led to the founding of the GWUP in October
of the same year with our magazine <i>Der Skeptiker</i>, now called <i>Skeptiker</i>.
We had already grown from 10 to more than 30 members. Today, we have more than
2000 members and in addition, more than 2000 subscribers to our magazine
<i>Skeptiker</i>.<o:p></o:p></span></p><div style="text-align: center;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2jmwDpnaCyTDCQTy9hAsNXuM-iG_HLFIhyhEZtyjAel3LUcp3DScTwCD9GCPncEX4NMEh7gexjM_30QPhl1W7MmEFwXBU8KdY2SHKZo9Hjbk2fEaIztJ1AiR5w7ox1TWQ0aLRzgXnXjbZW5YzqIa815pEtGs5Db0ZOYIbsemzQXUM5d1xa4mBzzrMlEZw/s4032/MartinMahnerDirectorOfGWUPInformationCenterWithGWUP-Magazine.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2jmwDpnaCyTDCQTy9hAsNXuM-iG_HLFIhyhEZtyjAel3LUcp3DScTwCD9GCPncEX4NMEh7gexjM_30QPhl1W7MmEFwXBU8KdY2SHKZo9Hjbk2fEaIztJ1AiR5w7ox1TWQ0aLRzgXnXjbZW5YzqIa815pEtGs5Db0ZOYIbsemzQXUM5d1xa4mBzzrMlEZw/w300-h400/MartinMahnerDirectorOfGWUPInformationCenterWithGWUP-Magazine.jpg" width="300" /><br /></a><span><i>Dr. Martin Mahner Director of GWUP Information Center with </i><span style="text-align: justify;">Skeptiker<i> </i></span><i>Magazine</i></span></div><p class="MsoNormal" style="text-align: justify;">The German Skeptics got a big boost from the
Amazing James Randi as early as December 1986, predating our first meeting. In
that, Randi writes to me: “I have heard from Mark Plummer, Executive Director
of the Committee for the Scientific Investigation of Claims of the Paranormal
(CSICOP), that you are interested in forming a group in West Germany similar to
CSICOP. I wish to encourage you to do this, and hope that you are successful.”</p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">James Randi continued to support GWUP on many
occasions. We had our first big joint project in 1990 on dowsing based on
previous tests, such as in Australia.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">One of the first major projects was to conduct
a dowsing test. The German Research Ministry had earlier sponsored tests
conducted in the University of Munich leading to the so-called “Wünschelruten-Report”<a href="file:///C:/Users/labsi/Downloads/Skept/GWUP%20origins%205%20v01.docx#_edn3" name="_ednref3" style="mso-endnote-id: edn3;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span face=""Calibri",sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 107%; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[3]</span></span><!--[endif]--></span></span></a>.
The report claimed that some dowsers had extraordinary capabilities and were
able to detect water with a divining rod. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">We tested overall 20 people who claimed to be
able to detect water and other articles with their dowsing rod. The Amazin
Randi helped us with the conditions of the experiments based on his previous
experience. None of those tested scored above chance in a randomised,
double-blind setting<a href="file:///C:/Users/labsi/Downloads/Skept/GWUP%20origins%205%20v01.docx#_edn4" name="_ednref4" style="mso-endnote-id: edn4;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span face=""Calibri",sans-serif" lang="EN-GB" style="font-size: 11pt; line-height: 107%; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[4]</span></span><!--[endif]--></span></span></a>.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiakss9H1Dg9AfCnE6hu70_rZSExiKm7WIjbioq8IRXfQCakMjhJbpjkqN1_NrX5QVe97D5dywoYGX9Q9GaCo3NQ-jyFJ_WnPkeXyTzSHZMPMO2uTNkuYbs7UY7wRmYQ3WTQeBzrlTHmtgGOBAHM-ytR8JzPXiXcXDAGRwVO1gii1MRJG_q-abiyH9asKlL/s3264/TestingDowserTryingToFindWaterWithOnionPendulum.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3264" data-original-width="2448" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiakss9H1Dg9AfCnE6hu70_rZSExiKm7WIjbioq8IRXfQCakMjhJbpjkqN1_NrX5QVe97D5dywoYGX9Q9GaCo3NQ-jyFJ_WnPkeXyTzSHZMPMO2uTNkuYbs7UY7wRmYQ3WTQeBzrlTHmtgGOBAHM-ytR8JzPXiXcXDAGRwVO1gii1MRJG_q-abiyH9asKlL/w300-h400/TestingDowserTryingToFindWaterWithOnionPendulum.png" width="300" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;">(Photo by Leo Burtscher)</span></div><div class="separator" style="clear: both; text-align: center;"><i><span>A dowser trying to find water in a bucket with </span>his own onion pendulum </i></div><div class="separator" style="clear: both; text-align: center;"> </div><p></p><p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">In the early 2000s, we started testing people annually,
which went on until the Corona epidemic. Here, we tested many different psychic
claims, including dowsing, offering a prize of 10,000 €. No one performed well
enough to claim the prize.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Our organisation started small with a room in
my house via a small apartment close by to a full-fledged office with two
employees. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Since the very beginning, we have been hosting
annual conferences, starting with the first in Bonn in 1987. We interrupted the
series when we hosted a European Skeptics Congress three times in Bad Tölz,
Rossdorf and Vienna and when we hosted the World Skeptics Congress in
Heidelberg (1998) and Berlin (2012). The congresses covered a wide range of
typical skeptical topics but have moved on to topics related to science and
science denial as well, as in the case of GMOs.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Another unique annual activity is that we evaluate
the predictions of psychics and astrologers, which has been a big success with
the media. A large number of newspapers report about this in December every
year. We jokingly say that this is the only activity where journalists knock on
our doors every December, and we do not have to go to the media. Of course, we
publish a press release on this every year. An interesting aspect that some
predictions are basically impossible even based on chance, such as predicting a
Mars landing by astronauts considering that the journey takes more than a year.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Topic-wise, medical issues have been much of a
focus for GWUP, which is not strange considering that Germany is where
homoeopathy and anthroposophy were invented and still have a huge following.
Confronting homoeopathy has also led to one of our major successes, where we
have managed to turn the tide. Today, even most media have become more
critical. Anthroposophy in medicine and schools, however, remain a major challenge
for the future.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">In addition, new topics have come in of late,
such as conspiracy myths and topics related to defending science on climate,
energy and agriculture, including GMOS and Glyphosate. We even had a special
issue of <i>Skeptiker</i> on the conspiracy myths related to COVID-19.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">We started with 10 in February, grew to almost
50 by the end of the first year, and now have over 2200 members and a similar number
of subscribers to our magazine who are not members. Attendance at our
conferences has grown from around 100 in the first decade to regularly more
than 200.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">With many new issues emerging where science and
pseudoscience conflict, we face a similar challenge as many other skeptical
organisations. Do we mainly stick to our traditional topics or move on? Whatever
the focus, skeptics in Germany will continue to have a lot of work to do.<o:p></o:p></span></p>
<div style="mso-element: endnote-list;"><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><!--[if !supportEndnotes]--><br clear="all" />
<hr align="left" size="1" width="33%" />
<!--[endif]-->
<div id="edn1" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="file:///C:/Users/labsi/Downloads/Skept/GWUP%20origins%205%20v01.docx#_ednref1" name="_edn1" style="mso-endnote-id: edn1;" title=""><span class="MsoEndnoteReference"><span lang="DE"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span face=""Calibri",sans-serif" lang="DE" style="font-size: 10pt; line-height: 107%; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span><!--[endif]--></span></span></span></a><span lang="DE" style="mso-ansi-language: EN-GB;"> </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Douglas Hofstadter: Metamagical Themas,
February 1982. About two kinds of inquiry: <i>National Enquirer</i> and <i>The
Skeptical Inquirer</i>.<o:p></o:p></span></p>
</div>
<div id="edn2" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="file:///C:/Users/labsi/Downloads/Skept/GWUP%20origins%205%20v01.docx#_ednref2" name="_edn2" style="mso-endnote-id: edn2;" title=""><span class="MsoEndnoteReference"><span lang="DE"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span face=""Calibri",sans-serif" lang="DE" style="font-size: 10pt; line-height: 107%; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[2]</span></span><!--[endif]--></span></span></span></a><span lang="DE"> Douglas Hofstadter: Mathematische Spielereien, April 1982.
Wissenschaft und Aberglaube: Der Kampf zwischen David und Goliath.<o:p></o:p></span></p>
</div>
<div id="edn3" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="file:///C:/Users/labsi/Downloads/Skept/GWUP%20origins%205%20v01.docx#_ednref3" name="_edn3" style="mso-endnote-id: edn3;" title=""><span class="MsoEndnoteReference"><span lang="DE"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span face=""Calibri",sans-serif" lang="DE" style="font-size: 10pt; line-height: 107%; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[3]</span></span><!--[endif]--></span></span></span></a><span lang="DE"> Betz, König, H. L., Betz, H. D.: Erdstrahlen? - Der
Wünschelrutenreport: wissenschaftlicher Untersuchungsbericht.<o:p></o:p></span></p>
</div>
<div id="edn4" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="file:///C:/Users/labsi/Downloads/Skept/GWUP%20origins%205%20v01.docx#_ednref4" name="_edn4" style="mso-endnote-id: edn4;" title=""><span class="MsoEndnoteReference"><span lang="DE"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span face=""Calibri",sans-serif" lang="DE" style="font-size: 10pt; line-height: 107%; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[4]</span></span><!--[endif]--></span></span></span></a><span lang="DE"> König, R., Moll, J, Sarma. A.: Wünschelrutentest in Kassel. <i>Skeptiker</i>
1/91. Pp 4 – 10.<o:p></o:p></span></p><p class="MsoEndnoteText"><span lang="DE"><br /></span></p><p class="MsoEndnoteText" style="text-align: center;"><span lang="DE"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world-i.html" target="_blank"><b> GO TO NEO-SKEPSIS # 16: SKEPTICISM IN THE WORLD (II) </b></a></span></p><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"> </div><p class="MsoEndnoteText"><span lang="DE"><u style="color: #0000ee;"><br style="text-align: center;" /></u></span></p><p class="MsoEndnoteText" style="text-align: center;"><span lang="DE"><br /></span></p>
</div>
</div><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-5276231185301851812023-10-27T10:44:00.008-07:002023-11-02T13:50:46.279-07:00THE SKEPTICAL MOVEMENT IN MEXICO<div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;"><div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjapWau0cl9PgDLl0LZtHAlbY-6D__bfonWNiGH_bqUg9yQRgjNFDQs7jE4yDkKKJJQft9xKBXue4T4jySDPisEUU2AGzORPzDACP9Tl9tg9asOIRdoccgbsuvNhJeQ4dnfZC_CuLifed-_mdXV-FjcWuk3ljD8HI5_FU6R_D_MPANAspx8u-awUGOZ75Tw/s960/mma.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="953" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjapWau0cl9PgDLl0LZtHAlbY-6D__bfonWNiGH_bqUg9yQRgjNFDQs7jE4yDkKKJJQft9xKBXue4T4jySDPisEUU2AGzORPzDACP9Tl9tg9asOIRdoccgbsuvNhJeQ4dnfZC_CuLifed-_mdXV-FjcWuk3ljD8HI5_FU6R_D_MPANAspx8u-awUGOZ75Tw/w199-h200/mma.jpg" width="199" /></a></div><div><span style="font-size: x-small;">(Photo from Facebook)</span></div><div><i><span style="text-align: justify;"><b>Mario Méndez-Acosta</b> is a civil engineer (</span><span style="text-align: justify;">National Autonomous University of Mexico)</span><span style="text-align: justify;">, a journalist and the</span><span style="text-align: justify;">Mexican Society for Skeptical Research-</span><span style="text-align: justify;">SOMIE's founding president.</span></i></div><p class="MsoNormal" style="text-align: justify;">Skepticism in Mexico arose from a group of friends reading Martin Gardner's book, <i>Fads and Fallacies in the Name of Science</i>, during the sixties.</p><p class="MsoNormal" style="text-align: justify;">In 1982, while I was working for Jorge Saldaña's TV program Sabados del Trece in Mexico City, a character named Altamirano was introduced, who presented children who supposedly read with their fingers, while blindfolded. It was demonstrated there that they spied through the blindfold. </p><p class="MsoNormal" style="text-align: justify;">A friend, Carlos Calderon, a stage magician and engineer, put us in touch with an American citizen, Ralph McCombe Snader, who in 1979 had organized the Mexican section of CSICOP. Through both of them we brought James Randi to Mexico, who examined the children in a Gessel camera at the National Autonomous University of Mexico (Faculty of Psychology) that had been provided to us there by Dr. in Psychology Serafin Mercado. </p><p class="MsoNormal" style="text-align: justify;">Randi unmasked the charlatan and published an analysis in that school's magazine.</p><p class="MsoNormal" style="text-align: justify;">Snader proposed that I head the Mexican section of CSICOP and I began to travel to the conferences of this organization in the USA, where I met, among others, in 1984, Paul Kurtz.</p><p class="MsoNormal" style="text-align: left;"><span style="text-align: justify;">Kurtz proposed to organize an international conference in 1989, we accepted, and decided to create a civil association to be called the Mexican Society for Skeptical Research (SOMIE). </span>The conference was successfully held in 1989.</p><p class="MsoNormal" style="text-align: justify;">In addition to myself, Mauricio Schwarz, Víctor Vázquez, Carlos Calderón, Héctor Chavarría, Héctor Escobar, Rafael Fernández Flores, Luis Ruiz Noguez, Juan Zuckerman and many others participated in the organization. The organization published magazines on skepticism in general and skeptical ufology for more than ten years.</p><div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy5oH09Ww5HnkPDqHmaJLnCuYKq_n-lIzXL_3XoqZNZzOUcZ-0rhcT-mwN-0wz_HvjLWsbsRIJqwz1r4JoWGiH9uLg9yFynDF0ABBG-0zpLvm9k2I61tg629AhqtJIOJ5wfQe_P7BntS16Jy3h9ODAC_32ICc-yKQAKSafzIA7mNUp_xC48RcigmFnlwvV/s786/somie.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="519" data-original-width="786" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy5oH09Ww5HnkPDqHmaJLnCuYKq_n-lIzXL_3XoqZNZzOUcZ-0rhcT-mwN-0wz_HvjLWsbsRIJqwz1r4JoWGiH9uLg9yFynDF0ABBG-0zpLvm9k2I61tg629AhqtJIOJ5wfQe_P7BntS16Jy3h9ODAC_32ICc-yKQAKSafzIA7mNUp_xC48RcigmFnlwvV/s320/somie.jpg" width="320" /></a></div><div><span><i>Héctor Chavarría, Juan Chía, Héctor Escobar, Mario Méndez Acosta, </i></span></div><div><i><span>Patricia López Zaragoza, and C</span><span>arlos Calderón <span style="text-align: justify;">at a meeting of skeptics in 1992.</span></span></i></div><div><span style="font-size: 9pt;"><br /></span></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQuc5WANTuZTGUme2G1-vqi35BEo113rfqgw7R-HDCvioDS3sp2UQwl0bZ5TSNMvHeshHmZKotK3JeQcW0kXcZ-IIg_PMrQ6KVx8WWd1Y-Rdpr-iFimeMUYB-y8jNoUVmD_6PChpddRxLBNgPfAZJ9LvifxELUg41y3TBAfPc3yuiQf-kwAKGpafAL0Xy1/s1251/programa%20de%20Nino%20Can%C3%BAn-1992.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="930" data-original-width="1251" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQuc5WANTuZTGUme2G1-vqi35BEo113rfqgw7R-HDCvioDS3sp2UQwl0bZ5TSNMvHeshHmZKotK3JeQcW0kXcZ-IIg_PMrQ6KVx8WWd1Y-Rdpr-iFimeMUYB-y8jNoUVmD_6PChpddRxLBNgPfAZJ9LvifxELUg41y3TBAfPc3yuiQf-kwAKGpafAL0Xy1/s320/programa%20de%20Nino%20Can%C3%BAn-1992.jpg" width="320" /></a></div><div class="separator" style="clear: both;"><span><i>Mario Méndez Acosta <span style="text-align: justify;">in TV program</span> ¿Y usted qué opina? [What do you think?] "Ovnis" [Ufos], <span style="text-align: justify;">March 9,</span> 1992.</i></span></div><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><i><span> </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjry3TTguXcV8OmSLvEuikR8TJBL0IOCwRVBc0xO66-H5t030TpHHBEizRcUcpSVNLcCF2SXQePabo5xdjj8WoHDFhshrFxdgAHfl5NmRNH1RBeSjI_NnjBQhJ99ZXiytQXmdDwuGarzFABjywXSGRl9lIi46rXDbJVUeMoCjGNeQJbNnuzfzWTqw7ngrc1/s513/somie2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="297" data-original-width="513" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjry3TTguXcV8OmSLvEuikR8TJBL0IOCwRVBc0xO66-H5t030TpHHBEizRcUcpSVNLcCF2SXQePabo5xdjj8WoHDFhshrFxdgAHfl5NmRNH1RBeSjI_NnjBQhJ99ZXiytQXmdDwuGarzFABjywXSGRl9lIi46rXDbJVUeMoCjGNeQJbNnuzfzWTqw7ngrc1/s320/somie2.jpg" width="320" /></a><span><o:p></o:p></span></i></p><div style="line-height: normal; margin-bottom: 0cm;"><i><span>Mario Méndez Acosta, Héctor Chavarría, Héctor Escobar, Oscar García and Luis Ruiz Noguez </span><span>at a meeting on UFOs, 1995.</span><span> </span></i></div><div style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;"><br /></span></div><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilV8c5vBISmyF5EEekg4gguM0Ba86h3Od2rqZ5kr_sVMqOLcmNNyzbNkcDsSkL-ztFo4pZ9oAlSEZBee2jZEl6w9dPAlnYMaI1X4jQpf3NTVwvkhoG_7A9byN0ObT-rd7giLpVVR_cBFBz03g_fg1RLFu-hGN-mlPnZ0Oy_K-8Hk0iwQT1g4HaG3BbaVJK/s446/ie.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="446" data-original-width="304" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilV8c5vBISmyF5EEekg4gguM0Ba86h3Od2rqZ5kr_sVMqOLcmNNyzbNkcDsSkL-ztFo4pZ9oAlSEZBee2jZEl6w9dPAlnYMaI1X4jQpf3NTVwvkhoG_7A9byN0ObT-rd7giLpVVR_cBFBz03g_fg1RLFu-hGN-mlPnZ0Oy_K-8Hk0iwQT1g4HaG3BbaVJK/s320/ie.jpg" width="218" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqnEwafAwmh6fE1bbAOXFSqGE5ofG2U_w5pA1Oye84_XJvznEc6HVTvW7RTdgADv8CYXd1rv9RyOI7ajfiUUBlMUkx5O0NCaXUBMi-fxeKsSd4pGXViVkr6UNxm3FC8v2eb-gtIddOOzpzQrff_wIgq3WVktzre8JETX3S3spFU03dqzYMZPHANWpSYV1m/s1752/ie2.jpg" style="font-size: 9pt; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1752" data-original-width="1122" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqnEwafAwmh6fE1bbAOXFSqGE5ofG2U_w5pA1Oye84_XJvznEc6HVTvW7RTdgADv8CYXd1rv9RyOI7ajfiUUBlMUkx5O0NCaXUBMi-fxeKsSd4pGXViVkr6UNxm3FC8v2eb-gtIddOOzpzQrff_wIgq3WVktzre8JETX3S3spFU03dqzYMZPHANWpSYV1m/s320/ie2.jpg" width="205" /></a></div><div class="separator" style="clear: both;"><span> <i>El Investigador Escéptico</i> [The Skeptical Inquirer],</span><span> t<span style="text-align: justify;">he Mexican Society for Skeptical Research's Bulletin</span></span><span style="text-align: justify;"> </span><span> </span></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJtVKBOPQH3G9Mby_GrVCt2BpE74_gl_Sn7Az8CWr979Gi8NS3X6F1II1SAj9jbWiOMt69SiENGzMpO9yAlJ5zYndmH5SP_o_i-ucofg-C7VwnOWCq-lICSSchwXH05H0BFeI9GzCvwksxnkzncY5xAT8WrEx3oeqm6d-RwICmDVd53HjYeAdXrlK3n0br/s718/pu.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="718" data-original-width="570" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJtVKBOPQH3G9Mby_GrVCt2BpE74_gl_Sn7Az8CWr979Gi8NS3X6F1II1SAj9jbWiOMt69SiENGzMpO9yAlJ5zYndmH5SP_o_i-ucofg-C7VwnOWCq-lICSSchwXH05H0BFeI9GzCvwksxnkzncY5xAT8WrEx3oeqm6d-RwICmDVd53HjYeAdXrlK3n0br/s320/pu.jpg" width="254" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-FOE4ig45HDZTaGe-Co3tIBaKGS4TRmScsBOyqUF_YfojRLgaHNsMcpPfiHoyDy_aHa4reExMkgTe5MZ_TfpSTtFFRRH12avZTSKeS6V9ukDW1oORRkobC3fLQKYRFp3Ce79i_KAP4ntPLzMv4C-WRQLAcP2ZvVL7tTMrzuFXjIPviFGuFfussi2axVZp/s451/EscoBarsotomayor500AosOvnisEnMexico_thumb.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="451" data-original-width="307" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-FOE4ig45HDZTaGe-Co3tIBaKGS4TRmScsBOyqUF_YfojRLgaHNsMcpPfiHoyDy_aHa4reExMkgTe5MZ_TfpSTtFFRRH12avZTSKeS6V9ukDW1oORRkobC3fLQKYRFp3Ce79i_KAP4ntPLzMv4C-WRQLAcP2ZvVL7tTMrzuFXjIPviFGuFfussi2axVZp/s320/EscoBarsotomayor500AosOvnisEnMexico_thumb.jpg" width="218" /></a></div><div class="separator" style="clear: both;"><span style="font-size: small;"><i>Perspectivas ufológicas</i> [Ufological Perspectives] magazine and book </span><i>500 years of Ufos in Mexico</i></div><div class="separator" style="clear: both;"><span style="color: #0000ee;"><u><br /></u></span></div><div class="separator" style="clear: both;"><div class="separator" style="clear: both; color: #0000ee;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVY_NobJ1enQ5iyeYkruRAKxhDbq_7Y4l-oQApxYli6yZYH7oV2f1egeCMJwmcjGF0Mod0sA0rL4ndYFrdw05yX4HTj_05REjH4AWg4Zb4IYrxKPz5nkQ6bv2KDxOtqXNPYNf22E15C5527luV950PI6ODGLOvIKAHmXtlaZ47MXk5DWkRIjBJU9H84yXm/s1954/razon-amer.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1954" data-original-width="1480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVY_NobJ1enQ5iyeYkruRAKxhDbq_7Y4l-oQApxYli6yZYH7oV2f1egeCMJwmcjGF0Mod0sA0rL4ndYFrdw05yX4HTj_05REjH4AWg4Zb4IYrxKPz5nkQ6bv2KDxOtqXNPYNf22E15C5527luV950PI6ODGLOvIKAHmXtlaZ47MXk5DWkRIjBJU9H84yXm/s320/razon-amer.jpg" width="242" /></a></div><div class="separator" style="clear: both;"><span><i>Razonamientos, Revista de Pensamiento Humanista </i></span></div><div class="separator" style="clear: both;"><span>[</span><span>Reasonings, Magazine of Humanist Thought]</span></div><div class="separator" style="clear: both; color: #0000ee;"><br /></div><span style="font-size: x-small;"><span style="text-align: left;">(English translation </span><span style="text-align: left;">by Deepl.com </span><span style="text-align: left;">of the Spanish article </span><a href="https://neo-skepsis.blogspot.com/2023/10/el-movimiento-esceptico-en-mexico.html" style="text-align: left;" target="_blank">EL MOVIMIENTO ESCÉPTICO EN MÉXICO</a><span style="text-align: left;">, and reviewed by Manuel A. Paz y Miño)</span></span></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world-i.html" target="_blank"><b> GO TO NEO-SKEPSIS # 16: SKEPTICISM IN THE WORLD (II) </b></a></div><div class="separator" style="clear: both;"><br /></div></div></div><div class="separator" style="clear: both;"><span style="color: #0000ee;"><br /></span></div><div class="separator" style="clear: both;"><span style="color: #0000ee;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVY_NobJ1enQ5iyeYkruRAKxhDbq_7Y4l-oQApxYli6yZYH7oV2f1egeCMJwmcjGF0Mod0sA0rL4ndYFrdw05yX4HTj_05REjH4AWg4Zb4IYrxKPz5nkQ6bv2KDxOtqXNPYNf22E15C5527luV950PI6ODGLOvIKAHmXtlaZ47MXk5DWkRIjBJU9H84yXm/s1954/razon-amer.jpg" style="margin-left: 1em; margin-right: 1em;"></a></div><br /><u><br /></u></span></div><br /><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><br style="font-size: 12px;" /></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-33079002831925924782023-09-23T16:11:00.012-07:002023-11-02T13:43:04.897-07:00ADVOCACY FOR ALLEGED WITCHES:<p style="text-align: center;"><b>SKEPTICISM IN ACTION
</b></p><p style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMMF8cFpILYctheZejsqfCa9qOuN4e4e8RCl-c8JzcCQ_Vx8FZxvi2fnZbWkFkEedSusSXA6Wo3y_TFJDTDvCN_CIEjz_MqnTDrE5i4vrqcrXNUeWKDMNv-cFE3mBzRHPBw9DeYaC8c4GUKCfsFTC_XtNtWBKISPWo0eWxeAaVU8zlUdWDw-b4i-s_IS0Y/s300/Leo-Igwe-thumbnail-300x295.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="295" data-original-width="300" height="295" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMMF8cFpILYctheZejsqfCa9qOuN4e4e8RCl-c8JzcCQ_Vx8FZxvi2fnZbWkFkEedSusSXA6Wo3y_TFJDTDvCN_CIEjz_MqnTDrE5i4vrqcrXNUeWKDMNv-cFE3mBzRHPBw9DeYaC8c4GUKCfsFTC_XtNtWBKISPWo0eWxeAaVU8zlUdWDw-b4i-s_IS0Y/s1600/Leo-Igwe-thumbnail-300x295.jpg" width="300" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;">(Photo from Humanists International)</span></div><p style="text-align: center;"><i><b>Leo Igwe</b>, PhD in Religious Studies (University of Bayreuth in Germany), and Bach. & M.A. in Philosophy (University of Calabar in Nigeria), and Director of the Advocacy for Alleged Witches</i></p><p>Skepticism is usually associated with the West, not with Africa or Africans. Western anthropologists, colonialists and missionaries introduced Africa as we largely know it today to the world. But that introduction was impaired. It was defective. Western interpretation of African culture is one sided and stereotypic. Western scholars explained Africa in religious, dogmatic, magical and occult terms. They presented Africans as primitive in thinking and outlook. Westerners have interpreted African cultures in ways that created the impression that scientific or skeptical rationality had no place in the African thought and culture. They westernized scientific outlook and Africanized magical thinking. This mistaken impression, or scholarized racism, which many African intellectuals have been reluctant to challenge, pervades and persists. The stereotypic image of a magical Africa has become a staple in the academic discourse of Africa. It has become a 'standard' for the perception and representation of Africa, African thoughts and cultures. This mistaken idea of Africa has become a liability. It encumbers and undermines efforts to foster skepticism, dispel superstitious beliefs, eradicate superstition based abuses, and realize positive and progressive change. The Advocacy for Alleged Witches is an effort to correct this mistaken impression and deploy skeptical rationality in addressing issues and problems that affect Africa and Africans.
</p><p>This advocacy group, founded in 2020, combats witch persecution and campaigns to make witch hunting history by 2030. Witchcraft belief is a silent killer and eliminator of Africans. Witchcraft accusation is a form of death sentence. Alleged witches are attacked, banished or murdered. Alleged witches are buried alive, lynched or strangled to death in many parts of the region. The AfAW became necessary to fill in many gaps and supply missing links in the campaign and representation witch hunting in the region. Western anthropologists misrepresented and misinterpreted witchcraft and witch hunting in Africa. They created the impression that witch hunting was cultural to Africans; that witch persecution was useful and fulfilled socio economic roles. Western scholars presented witchcraft in the West as a wild phenomenon and witchcraft in Africa as having domestic value and benefit. They explained witchcraft accusations and witch persecutions from the accuser, not from the accused's perspective.
</p><p>Incidentally, Western NGOs drive and dominate 'global' efforts to address witch persecution in Africa. Witch hunting is not a problem in the Western societies. So, Western NGOs have waged a lack lustre campaign that paper over the problem. They do not treat the issue of witch persecution with the urgency that the issue deserves. On their part, African NGOs and activists have been complicit. They lack the political and funding will to challenge this sham, and ineffective approach to combating witchcraft accusation and witch hunting in Africa. Meanwhile to end witch hunting, a paradigm shift is needed. The way that witchcraft belief or witch hunting is perceived and addressed must change.
</p><p>AfAW exists to realize this shift and change. AfAW is an exercise in practical and applied skepticism. It deploys the canons of reason and compassion against witch hunting. AfAW engages in public education and enlightenment. It questions and debates witchcraft and ritual beliefs to dispel misconceptions too often used to justify abuses. AfAW tries to reorient and reason African witchcraft believers out of their illusions, delusions and superstitions. It foregrounds the skeptical Africa too often forgotten and ignored. Abuses linked to witchcraft and ritual beliefs are pervasive in Africa because the region lacks a robust initiative to apply skeptical thought and rationality. To this end, AfAW uses the informaction (from information and action) theory of change because witch hunting persists in the region due to lack of information, or misinformation, and due to lack of action, inaction, or infraction.
</p><p>At the global level, there is a lack of information about witch-hunting in Africa. Although a lot has been written and published on witchcraft in African societies, many people in Europe and America do not know about raging witch hunts in many parts of the region. The Advocacy for Alleged Witches works to fill this gap and correct the misrepresentation of witchcraft accusations in Africa. We campaign to draw attention to this imbalance in the perception of the phenomenon. But correct information is not enough. Balanced interpretation does not suffice. To combat witch persecution, information needs to be turned into action. Interpretations need to be translated into effective policies and interventions, hence the action aspect of the informaction theory.
</p><p>On the action side, the Advocacy for Alleged Witches takes measures to address the problem because lack of adequate information has occasioned inaction or infractions. Wrong information has resulted in apathy and indifference towards witch hunting in Africa. Many international agencies are reluctant to act; they have refused to take action or to treat the issue with the urgency it deserves. With adequate and balanced information, international organizations would take appropriate actions.
</p><div class="separator" style="clear: both; text-align: center;"></div><p style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja2X0FDtHValOmeuHeLveP4-DvGZZFotybo6JENvaxGYA64eVrSgsZiI3XfiOqpqAF8nNeZyt1J_SV76i4Z4z96v1xZEpt-Ks9GxHXUjjoPlmDfDXEyC03HQuPxWkmiPm32hHJPwuhJnwYKx4zP5uHQQ29CRuX_EF_9TCgqGPUzLc6H-y8t-XZw0UkowVV/s720/FB_IMG_1695510099825.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="388" data-original-width="720" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja2X0FDtHValOmeuHeLveP4-DvGZZFotybo6JENvaxGYA64eVrSgsZiI3XfiOqpqAF8nNeZyt1J_SV76i4Z4z96v1xZEpt-Ks9GxHXUjjoPlmDfDXEyC03HQuPxWkmiPm32hHJPwuhJnwYKx4zP5uHQQ29CRuX_EF_9TCgqGPUzLc6H-y8t-XZw0UkowVV/w400-h215/FB_IMG_1695510099825.jpg" width="400" /></a><br /><span><i>Pa Justin, a survivor of witch persecution and lynching back in his village in Benue.</i></span></p><p>At the local level, the Advocacy for Alleged Witches works to fill the information and action gaps. Many people accuse and engage in witch hunts due to a lack of information or misinformation. Accusers are misinformed about the cause of illnesses, deaths, and other misfortune. Many people persecute witches because they have incorrect information about who or what is responsible for their problems, because they are not informed about what to do and where to go, who or what to blame for their misfortunes. Many people do not know what constitutes sufficient reason and causal explanations for their problems. As part of the efforts to end witch-hunting, the AfAW highlights misinformation and disinformation about causes of misfortune, illness, death, accidents, poverty, and infertility, including the misinformation that charlatans and con artists, god men and women such as traditional priests, pastors, mallam and marabouts use to exploit poor ignorant folks. The AfAW provides evidence-based knowledge, explanation, and interpretation of misfortunes. It informs the public about the law and other existing mechanisms to address allegations of witchcraft. The AfAW sensitizes the public and public institutions, including schools, colleges, and universities. It sponsors media programs, issues press releases, makes social media posts, and publishes articles and blogs on witch-hunting in the region.
</p><p>The AfAW facilitates actions and interventions by state and nonstate agencies. The post colonial African state is weak so state agencies have limited powers and presence. The AfAW encourages institutional synergy to enhance efficiency and effectiveness. The AfAW petitions the police, the courts, and state human rights institutions. It pressures these agencies to act, collaborate and take appropriate measures to penalize witch-hunting activities in the region. AfAW also intervenes to support individual victims of witch persecution. This intervention is based their needs and available resources. For instance, in situations where the victims survived and were not killed, AfAW works with relatives to take them to a safe location, support their medical treatment and facilitate access to justice. In situations where the alleged were murdered the AfAW supports relatives of victims and ensure that the murderers are brought to justice. As expected AfAW gets more cases that it can handle and support. Due to limited resources we have not been able to intervene in all cases that have been reported to us. However in less than four years, the advocacy group has registered effective presence through its interventions in Nigeria and beyond.
</p><p>With an informactional approach, the AfAW is deploying the canon of skeptical rationality to save lives, awaken Africans from their dogmatic and superstitious slumber and realize an African enlightenment that speaks to a specific problem and challenge.
</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlaxHWqYstkQfmP3i6Ue-8VY4EszUE4njVjItt2vJ079MbsSfrlLysr7SQDogx-ZpmO77eGpwbu6unjKNZSw_xa2VEXmHYCuz6lzamIsOz3WjNDihC6PDePRUj2K4KXe2TNLuB_x8KoCaJrLF2NcvGWdNJe7aQjwIs9dzDinwYM1HV48Jk52XINsQYXi8t/s526/received_681880733840805.webp" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="526" data-original-width="526" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlaxHWqYstkQfmP3i6Ue-8VY4EszUE4njVjItt2vJ079MbsSfrlLysr7SQDogx-ZpmO77eGpwbu6unjKNZSw_xa2VEXmHYCuz6lzamIsOz3WjNDihC6PDePRUj2K4KXe2TNLuB_x8KoCaJrLF2NcvGWdNJe7aQjwIs9dzDinwYM1HV48Jk52XINsQYXi8t/s320/received_681880733840805.webp" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXJ2y1qYrh_9VM0ahjsBLKjbEhksoLFPCcwc42sPih6mX5fRhwSv104ZXFWY3z85_gkoRpUL6RWo-hLf__6wUBUgXKPXDlNzaVFN_dcxWl4uavyUAw-gtPmsx3YLS6bAeXT2ZADFfAX-KAgb9gLEcjgg4mnLLhMxVBwbKek5RlgWXRsmv7YnKy68FxZtGg/s526/received_841406904381265.webp" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="526" data-original-width="526" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXJ2y1qYrh_9VM0ahjsBLKjbEhksoLFPCcwc42sPih6mX5fRhwSv104ZXFWY3z85_gkoRpUL6RWo-hLf__6wUBUgXKPXDlNzaVFN_dcxWl4uavyUAw-gtPmsx3YLS6bAeXT2ZADFfAX-KAgb9gLEcjgg4mnLLhMxVBwbKek5RlgWXRsmv7YnKy68FxZtGg/s320/received_841406904381265.webp" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: center;"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world-i.html" target="_blank"><b> GO TO NEO-SKEPSIS # 16: SKEPTICISM IN THE WORLD (II) </b></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-72277582549258624122023-09-22T10:39:00.002-07:002023-11-02T13:42:17.744-07:00 SKEPTICISM IN ARGENTINA<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIPeBjVzzo2teomlkfSqCx2hWkEsI4tWmE8C_O1CYvUitVgqOeaziepFtZPwXgoQ1vGFAJ84joO4O8Kn5HfCptGxwVPE52E2z8HMh6xHBT28J4uBGk3LV9g9LFK67Au3WE5imQbzrGadBD0uYNnMZ6NL9fKQjucEvqYOuOIbsVhF8fF4uvtF137IOYFDwX/s189/ABorgo.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="189" data-original-width="149" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIPeBjVzzo2teomlkfSqCx2hWkEsI4tWmE8C_O1CYvUitVgqOeaziepFtZPwXgoQ1vGFAJ84joO4O8Kn5HfCptGxwVPE52E2z8HMh6xHBT28J4uBGk3LV9g9LFK67Au3WE5imQbzrGadBD0uYNnMZ6NL9fKQjucEvqYOuOIbsVhF8fF4uvtF137IOYFDwX/s1600/ABorgo.jpg" width="149" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;">(Photo from <a href="http://pensar.org">pensar.org</a>)</span></div><div style="text-align: center;"><i><b>Alejandro Borgo</b>, journalist, writer, director of Pensar magazine, <br />representative of the Center for Inquiry in Argentina, <br />and member of the Committee for Skeptical Inquiry (CSI).</i></div><p style="text-align: justify;"><br /></p><p style="text-align: justify;">Perhaps the first Argentine who wrote a book on skepticism was Eduardo Goligorsky. The book was called <i style="text-align: justify;">Contra la Corriente. Guía de mitos, tabúes y disparates para escépticos, herejes e inconformistas</i> [Against the Current. Guide of myths, taboos and nonsense for skeptics, heretics and nonconformists] (Granica Edi,1972). In it, Goligorsky wanders through a wide variety of topics related to irrationalism. An essential gem.</p><p style="text-align: justify;">Back in 1979, interested in paranormal phenomena, I went to the Argentine Institute of Parapsychology (IAP) to take a course. At that time, I had read a book that attracted my attention: <i>Parapsychology</i>, by Robert Amadou. Although I did not rule out the possibility of the existence of telepathy, clairvoyance, precognition and psychokinesis, I had my doubts. After the course, I began researching parapsychological phenomena at the IAP. I met serious researchers and, together with Daniel De Cinti (1954-2020), we became part of the Institute's research team.</p><p style="text-align: justify;">We tried to replicate the "successful" experiments that appeared in the publications we received: the journals of the Society for Psychical Research in the United Kingdom and the American Society for Psychical Research in the United States. Thus, we learned statistics and experimental design. Over time, we did dozens of investigations with no positive results. We were strict with experimental controls and found no evidence for the existence of ESP. I left the IAP in 1987, after 7 years of serious research, and I was disappointed, as were many of my colleagues. We had already become skeptics.</p><p style="text-align: justify;">The idea of forming CAIRP ("Argentine Center for the Investigation and Refutation of Pseudoscience") arose in late 1989 from a telephone conversation between Enrique Marquez and an Argentine subscriber to the Skeptical Inquirer, the official publication of CSICOP (now CSI). Both agreed to call friends from their environment who might be interested in forming a group dedicated to demystifying pseudoscience. At the end of February 1990 the first meeting took place, to which I joined myself, Enrique Carpinetti (Kartis), Naum Kreiman, Rudyard Magaldi, Enrique Peralta (Marduk) and Benjamín Santos Pedrotti.</p><p style="text-align: justify;">It was thus that in 1990 a group of skeptical students, professionals and illusionists formed the CAIRP. The first members were Enrique Márquez, Alejandro Agostinelli, Enrique Pereira de Lucena (1956-2021), Enrique Carpinetti, Aldo Slepetis, Benjamín Santos Pedrotti, Heriberto Janosch, Ellen Popper and myself, together with other students and professionals who shared a skeptical view of the paranormal.</p><p style="text-align: justify;">Many scientific researchers joined our initiative, among them: Dr. Celso M. Aldao (University of Mar del Plata), Dr. Fernando Saraví (University of Cuyo) and Iván Tiranti (Río Cuarto, province of Córdoba). Then more and more people joined, curious to know what the pseudosciences were about. Among them, Arturo Belda, Francisco Bosch, Orlando Liguori and others.</p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA_rgueOXcxhD-zg-mcTaf0kRxFdqT_RUo7s0yD8mtckhhjoHnX2YIDU0dn7Hh-aSZGF_4jcoasVuLvVLBgn9_ki3yxB0TyqDJdtZGfJU49f5xPoOvWj2r-x0_Ub-UmJls96qog4i3yuJZvtTGxciu8XiHrTzsoL4NbC6ZYzbB3BJCj079fFfMe4_WKi1N/s1213/ojoes-fb.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="761" data-original-width="1213" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA_rgueOXcxhD-zg-mcTaf0kRxFdqT_RUo7s0yD8mtckhhjoHnX2YIDU0dn7Hh-aSZGF_4jcoasVuLvVLBgn9_ki3yxB0TyqDJdtZGfJU49f5xPoOvWj2r-x0_Ub-UmJls96qog4i3yuJZvtTGxciu8XiHrTzsoL4NbC6ZYzbB3BJCj079fFfMe4_WKi1N/w400-h251/ojoes-fb.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;">(Image from <a href="http://facebook.com/ElCojoEsceptico/photos">facebook.com/ElCojoEsceptico/photos</a>)</span></div><div style="margin-left: 1em; margin-right: 1em; text-align: justify;"><br /></div></div><div class="separator" style="clear: both; text-align: justify;"><span style="text-align: left;">In 1991 the first skeptical magazine appeared, which I had the pleasure of directing for six years: </span><a href="http://www.elojoesceptico.com.ar/"><i><span color="windowtext">El Ojo Escéptico</span></i></a><span style="text-align: left;"> [The Skeptical Eye]. Both CAIRP and </span><i style="text-align: left;">El Ojo Escéptico</i><span style="text-align: left;"> had an enormous impact in Argentina. We began to carry out a task of demystification of the paranormal that took us to the written press, radio and television. For years we were invited to hundreds of programs in which we had the opportunity to show "the other side of the coin". Many of the programs in which we participated can be seen on YouTube. We began to receive letters from teachers, journalists and other professionals, who contacted us to collaborate with our work. Carl Sagan accepted to be an Honorary Member of CAIRP. So did Mario Bunge, who in 1985 had tried unsuccessfully to create an association similar to ours. Thus, we began to give courses, lectures, workshops in various institutions, even at the University of Buenos Aires. And of course, we contacted CSICOP, the most important organization dedicated to the demystification of pseudoscience.</span></div><p>CAIRP was dissolved in 2001 because those who took a place when Márquez, Agostinelli and I were no longer there, distorted the work of the Center.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwXC54lmW7B6Wtq0QicljP6LG2aJYmj_bLFQSYTZ_zb4t8JPeOk3XB5UwwLqQEzzfx9hGbgHLODcz0xB09aRo6ygJhZApZsh7pIVhBrd7OMdXlf_gMnwnzc16nLldnDzrcKkXS8N6ZUwUkdMfeydcqNQukOduQGPlszEuG-6KT-pMUhBAmgV2pofyO1_f5/s1130/Cover%2003%2004.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1130" data-original-width="799" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwXC54lmW7B6Wtq0QicljP6LG2aJYmj_bLFQSYTZ_zb4t8JPeOk3XB5UwwLqQEzzfx9hGbgHLODcz0xB09aRo6ygJhZApZsh7pIVhBrd7OMdXlf_gMnwnzc16nLldnDzrcKkXS8N6ZUwUkdMfeydcqNQukOduQGPlszEuG-6KT-pMUhBAmgV2pofyO1_f5/s320/Cover%2003%2004.jpg" width="226" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu-EQzSbkwGkr3HMWfwYvjrNCpTMakuxfsfH5xQ_aVBflA95-2GdB_ICKmCRBwl3RhFwM2wWiEfg5LdGK6fT8mmHYgZyxJII3igabG9XBR1hEGSSznUQQ1AvOMIrOayItUxB3jZA4zaoSB6rZjXvDU_B_e15wod4QRtJV82e99WcUvygEdrQizcoPSkSr0/s707/FINAL%20COVER.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="707" data-original-width="500" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu-EQzSbkwGkr3HMWfwYvjrNCpTMakuxfsfH5xQ_aVBflA95-2GdB_ICKmCRBwl3RhFwM2wWiEfg5LdGK6fT8mmHYgZyxJII3igabG9XBR1hEGSSznUQQ1AvOMIrOayItUxB3jZA4zaoSB6rZjXvDU_B_e15wod4QRtJV82e99WcUvygEdrQizcoPSkSr0/s320/FINAL%20COVER.jpg" width="226" /></a><br /></div><p>A few years later I joined the Center for Inquiry (CFI) and began to edit the magazine <i>Pensar</i>, in 2004, in print. The journal had hundreds of subscribers, but due to the economic crisis its publication had to be suspended in 2009. Then we resumed <i>Pensar </i>magazine, but this time online, <a href="http://pensar.org">pensar.org</a>.</p><div><div>In 2005, the First Ibero-American Conference on Critical Thinking was held in Buenos Aires, with 21 speakers from various countries: Brazil, Chile, Paraguay, Argentina, the United States and Spain.</div><div>The task of demystifying pseudoscience continues, but more people are needed, especially professionals, who are more committed to the fight against charlatanism.</div></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXYdC6liekS1Dhw6cpyPPXleDBOFbcXRsxLOgYRQWcNoEcolf26EtWHIiCb-tXT5okMWnrutmg8dQkOR8HZGKigaAYBettyJPjHqhPI-1EVL-Y4LCk90Gg3srrxDnL204Nco6bH0dQ4r3XFHBzwNqx1OUfonEG5gEltOb8Zu3D5pGCl1c3VqQaTyMMc3ch/s1920/pensar.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXYdC6liekS1Dhw6cpyPPXleDBOFbcXRsxLOgYRQWcNoEcolf26EtWHIiCb-tXT5okMWnrutmg8dQkOR8HZGKigaAYBettyJPjHqhPI-1EVL-Y4LCk90Gg3srrxDnL204Nco6bH0dQ4r3XFHBzwNqx1OUfonEG5gEltOb8Zu3D5pGCl1c3VqQaTyMMc3ch/w400-h225/pensar.jpg" width="400" /></a></div><div><br /></div><span style="font-size: x-small;">(Translation by Deepl.com of the Spanish article <a href="https://neo-skepsis.blogspot.com/2023/10/el-escepticismo-en-la-argentina.html" target="_blank">EL ESCEPTICISMO EN LA ARGENTINA</a>, and review by Manuel A. Paz y Miño)</span><div><span style="font-size: x-small;"><br /></span></div><div style="text-align: center;"><span style="font-size: x-small;"><br /></span></div><div style="text-align: center;"><span style="font-size: x-small;"><b><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world-i.html" target="_blank"> GO TO NEO-SKEPSIS # 15: SKEPTICISM IN THE WORLD (II) </a></b></span></div><div><span style="font-size: x-small;"><br /></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b><span lang="ES-MX" style="font-size: 15pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-font-kerning: 0pt;"><o:p></o:p></span></b></p><div><br /></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-15469925146460644822023-09-19T16:11:00.033-07:002023-12-20T15:58:54.149-08:00 NEO-SKEPSIS # 16: SKEPTICISM IN THE WORLD (II)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAzUYWjFeyc_OK5Wuc1fv17H9icf7bcrvl003JCBqZVJBXGJIoy_tvHVRx5YgBJx3uA6VCHZHREqLJzuIYt9j_5u5yue5qWKwDc6rvsztCOs4qjm2JCArzoN8B56VD70csgWGnzWg3ou4GtLa4Ur53fPaVVDtWrFGJy3UEqJlrOrSyF_0NBREMo0O5G3wx/s654/Dise%C3%B1o%20sin%20t%C3%ADtulo.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="654" data-original-width="651" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAzUYWjFeyc_OK5Wuc1fv17H9icf7bcrvl003JCBqZVJBXGJIoy_tvHVRx5YgBJx3uA6VCHZHREqLJzuIYt9j_5u5yue5qWKwDc6rvsztCOs4qjm2JCArzoN8B56VD70csgWGnzWg3ou4GtLa4Ur53fPaVVDtWrFGJy3UEqJlrOrSyF_0NBREMo0O5G3wx/s320/Dise%C3%B1o%20sin%20t%C3%ADtulo.png" width="319" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;">(Image generated by AI, courtesy by Canva.com)</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;"><br /></span></div><div style="text-align: center;">Lima, July-December, 2023</div><div style="text-align: center;"><br /><b><a href="https://peruhumanaratio.blogspot.com/2023/10/skepticism-in-argentina.html" target="_blank">SKEPTICISM IN ARGENTINA</a><br />Alejandro Borgo</b>, journalist, writer, director of <i>Pensar </i>magazine, representative of the Center for Inquiry in Argentina and member of the Committee for Skeptical Inquiry (CSI).</div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b><a href="https://peruhumanaratio.blogspot.com/2023/09/advocacy-for-alleged-witches.html" target="_blank">ADVOCACY FOR ALLEGED WITCHES: SKEPTICISM IN ACTION</a></b></div><div style="text-align: center;"><b>Leo Igwe</b>, PhD in Religious Studies (University of Bayreuth in Germany), and Bach. & M.A. in Philosophy (University of Calabar in Nigeria), and Director of the Advocacy for Alleged Witches</div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b><a href="https://peruhumanaratio.blogspot.com/2023/10/the-skeptical-movement-in-mexico.html" target="_blank">THE SKEPTICAL MOVEMENT IN MEXICO</a></b></div><div style="text-align: center;"><span style="text-align: justify;"><b>Mario Méndez-Acosta</b>, civil engineer</span><span style="text-align: justify;"> (</span><span style="text-align: justify;">National Autonomous University of Mexico)</span><span style="text-align: justify;">, journalist and </span><span style="text-align: justify;">Mexican Society for Skeptical Research-</span><span style="text-align: justify;">SOMIE's founding president</span></div><div style="text-align: center;"><span style="text-align: justify;"><br /></span></div><div style="text-align: center;"><span style="text-align: justify;"><div style="text-align: center;"><b><a href="https://peruhumanaratio.blogspot.com/2023/10/history-of-gwup.html" target="_blank">HISTORY OF GWUP: THE SOCIETY FOR THE SCIENTIFIC INVESTIGATION OF PSEUDOSCIENCES </a></b></div><div style="text-align: center;"><b>Amardeo Sarma</b>, Electrical Engineer (Technische Universität Darmstadt) </div><div style="text-align: center;">and former chair of GWUP</div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b><a href="https://peruhumanaratio.blogspot.com/2023/10/a-brief-history-of-skepp.html" target="_blank">A BRIEF HISTORY OF SKEPP: THE STUDY CIRCLE FOR THE CRITICAL EVALUATION OF PSEUDOSCIENCE AND THE PARANORMAL </a></b></div><div style="text-align: center;"><b>Tim Trachet</b> Bach. in mathematics, astronomy and philosophy (Vrije Universiteit Brussel), is a reporter at the Flemish Association of Radio and Television (VRT) and honorary president of SKEPP </div><div style="text-align: center;"><br /></div><div style="text-align: center;"><div><b><a href="https://peruhumanaratio.blogspot.com/2023/12/fate-and-destiny-of-rational-skeptic.html" target="_blank">FATE AND DESTINY OF THE RATIONAL SKEPTIC ASSOCIATION OF VENEZUELA</a></b></div><div><b>Jesús Omar Guevara Rivas</b> (1990-2021), </div><div>Graduate of political scientist career and Lecturer, School of Psychology, </div><div>Universidad Bicentenaria de Aragua, Venezuela</div></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b><a href="https://neo-skepsis.blogspot.com/2023/10/neo-skepsis-16-escepticismo-en-el-mundo.html" target="_blank">IR A NEO-SKEPSIS # 16: ESCEPTICISMO EN EL MUNDO (2)</a></b></div><div style="text-align: center;"><br /></div></span></div><div style="text-align: center;"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world.html" target="_blank"><b>GO TO NEO-SKEPSIS # 15: SKEPTICISM IN THE WORLD (I)</b></a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><center style="text-align: left;"><b><a href="https://peruhumanaratio.blogspot.com/2020/04/neo-skepsis.html" target="_blank">NEO-SKEPSIS</a></b> (New Skepticism) is a critical-rationalist magazine, and publishes papers and articles in Spanish on skepticism about paranormal, supernatural and pseudo-scientific claims. </center><center style="text-align: left;"><br /></center><center style="text-align: left;"><span><span><span style="text-align: justify;"><b><a href="https://peruhumanaratio.blogspot.com/2020/04/neo-skepsis.html" target="_blank">NEO-SKEPSIS</a></b> is published by the</span><span style="font-family: inherit;"> </span><a href="http://www.oocities.org/cipsiperu" style="font-family: inherit;">Center of the Investigation of the Paranormal Phenomena, Pseudo-sciences and Irrationality in Peru (CIPSI-PERU)</a><span style="font-family: inherit;">, </span></span></span><span style="font-family: inherit;">and the </span><span style="font-family: inherit;"><a href="http://peruhumanaratio.blogspot.com/2009/03/peruvian-rationalist-humanists.html?m=0">Peruvian Rationalist Humanist Institute (IHURA-PERU)</a>.</span></center></div><div style="text-align: center;">
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-3703827650933517742023-09-13T12:02:00.011-07:002023-09-14T09:50:12.280-07:00PAST AND PRESENT OF ARP-SAPC:<p><b>SOCIETY FOR THE ADVANCEMENT OF CRITICAL THINKING</b></p><div style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlWdrVH3UsPDTOXOChn56NjnF2kjMU4UALIZPrgXeI124GVKFkEfoSb-Xdn3B3tWebTEj5QE-B-BSYrSFUXj61V7VXdlzUxW6e_N7sCme4XV0MQeTLMp9oDmwmmrBYfbg1XJG_1keygGz-w_yBUVokpx--Yf28wWHPaCts7iZaH0oIs0ZfX1RG1aZzSEC3/s253/JARG.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="253" data-original-width="198" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlWdrVH3UsPDTOXOChn56NjnF2kjMU4UALIZPrgXeI124GVKFkEfoSb-Xdn3B3tWebTEj5QE-B-BSYrSFUXj61V7VXdlzUxW6e_N7sCme4XV0MQeTLMp9oDmwmmrBYfbg1XJG_1keygGz-w_yBUVokpx--Yf28wWHPaCts7iZaH0oIs0ZfX1RG1aZzSEC3/s1600/JARG.png" width="198" /></a></div><div style="text-align: center;"><b>Juan A. Rodríguez,</b> <br />Secretary of ARP-SAPC and Editor of the magazine <i>El Escéptico</i>.</div><p style="text-align: center;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp4XK8AD3XwGfr7sihDaVHHWYpqHxTTpXxVYjSG9EQe34-Rr5s1ZP53KJldIqNixYDuq4IeT9wAKlx2D2n65JI5eCcavR3PVkRIrFMRAc0AY_z9d8Nsi22IAPB20XvMjiEdkD-5AEb5WgoESBzDrcwsJR0iOLyc9QgjhHrioxl5Pu1FabQU1Bl0ednRTnL/s436/Escepticos.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="211" data-original-width="436" height="194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp4XK8AD3XwGfr7sihDaVHHWYpqHxTTpXxVYjSG9EQe34-Rr5s1ZP53KJldIqNixYDuq4IeT9wAKlx2D2n65JI5eCcavR3PVkRIrFMRAc0AY_z9d8Nsi22IAPB20XvMjiEdkD-5AEb5WgoESBzDrcwsJR0iOLyc9QgjhHrioxl5Pu1FabQU1Bl0ednRTnL/w400-h194/Escepticos.png" width="400" /></a></div><p style="text-align: justify;"><span style="text-align: left;">At the end of the seventies, Spain was experiencing a boiling point in matters such as parapsychology, ufology and the so-called "occult sciences", a sign of new times after the end of Franco's dictatorship, where these activities were not well received for being contrary to the Catholic faith that was the backbone of the regime. There were many fans of them and almost everyone considered them serious subjects, given that they occupied prime time slots in the media, especially in the slots dedicated to entertainment programs.</span></p><p style="text-align: justify;">However, at least in the case of ufology, a group of followers began to question the veracity of the subject, given that, despite the time and effort dedicated to hundreds of investigations, they never found anything that did not have a rational explanation. They even saw how easy it was to deceive the gullible with some tremendously crude set-ups. Thus was born the Rational Alternative for the Investigation of the UFO Phenomenon (ARIFO), which lasted about five years, until they saw that ufology was little more than a social myth, and they began to look for other areas of interest, such as telepathy, telekinesis, Spiritism or astrology. Contacts with international collectives and personalities, such as Paul Kurtz and CSICOP, the French Rationalist Union and Henri Broch, as well as with the philosopher Mario Bunge, also began to intensify. The time had come, back in 1986-1987, to found the Rational Alternative to Pseudoscience (ARP).</p><p style="text-align: justify;">With ARP, perhaps a more serious work began, with more or less frequent interventions in the media and academic environments trying to refute and give rational explanations to all those phenomena that were badly explained and tried to pass themselves off as inexplicable, organizing conferences and courses, and editing the pioneer publication of Spanish skepticism: <i>La Alternativa Racional</i>. This was a compendium of his own texts, press clippings and little else, a fanzine photocopied and stapled by hand, with a very limited distribution.</p><p style="text-align: justify;">In the nineties a new step was taken: the criticism of pseudosciences was not enough; it was necessary to extend scientific skepticism to many more areas. This gave rise to the current name: Society for the Advancement of Critical Thinking (ARP-SAPC), where ARP has remained as a nostalgic memory of its former name, although without a concrete meaning. According to its statutes, the objectives are: to promote the development of science, critical thinking, science education, secularism and the use of reason; to promote the critical investigation of paranormal and pseudoscientific claims from a scientific and rational point of view, and to disseminate information on the results of these investigations among the scientific community and the general public.</p><p style="text-align: justify;">Since then, the only significant change has been to add, in 2013, the promotion of secularism as one of its objectives. It should be noted that, at least in Spain, the skeptical movement has never been characterized by placing too much emphasis on criticizing religious-type ideas -as long as they are not attempted to be passed off as equal to scientific knowledge-, perhaps because in a Europe as secularized as it is today, religion has been increasingly restricted to the realm of personal beliefs and freedom of conscience, without such a profound social impact as in the past.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipyk8MqcfSflzBIJyRhJGdoBR6UI2Bw44IxV04WSBkZVZ14Gn4LEeaa9IFwNA_-Cz-kPHKp4WkE0v5zBmjTpyCKy3YeXtfCif-Rg5QI3z2Ojw2J-plnPIc3ceIXZ110yJsYt-6jV5nRscvF2TiX0Pxwozwft09M7IYpEEl-5kHFn9T611qeMElr9Q-Y8lF/s1500/Revistas.jpg" style="margin-left: 1em; margin-right: 1em; text-align: right;"><img border="0" data-original-height="599" data-original-width="1500" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipyk8MqcfSflzBIJyRhJGdoBR6UI2Bw44IxV04WSBkZVZ14Gn4LEeaa9IFwNA_-Cz-kPHKp4WkE0v5zBmjTpyCKy3YeXtfCif-Rg5QI3z2Ojw2J-plnPIc3ceIXZ110yJsYt-6jV5nRscvF2TiX0Pxwozwft09M7IYpEEl-5kHFn9T611qeMElr9Q-Y8lF/w400-h160/Revistas.jpg" width="400" /></a></div><p style="text-align: justify;">An important milestone in this journey was the publication, in 1998, of the first issue of the magazine <i>El Escéptico</i>, already in print and with a more professional look, of which 58 issues have been published and is still alive with a print run of about a thousand copies, all of them available on our website in PDF format.</p><p style="text-align: justify;">Taking a look at it, you can see how our focus has been changing. In the first issues we collected works dedicated, for example, to clairvoyance, extraterrestrials, cryptozoology, the Holy Shroud or esoteric interpretations of the Bible or the Torah. These are almost all subjects that have been quite forgotten, displaced by everything related to pseudosciences associated with health, something that barely existed a few decades ago, apart from some folkloric village healer who was generally used only by people with few resources and little culture. We are also working on everything related to the new sectarian movements, pseudoscientific pedagogies or conspiracy theories (anti-vaccine movements, anti-antenna telephony, climate change denialism...), as well as the manipulation of history, especially with political motivations. All this in collaboration with other groups that have emerged in recent years, such as the Círculo Escéptico, the Association to Protect the Sick from Pseudoscientific Therapies (APETP) or RedUNE (Network for the Prevention of Sectarianism and Abuse of Weakness).</p><p style="text-align: justify;">Although we understand that our work is still necessary, so it is not among our plans to dissolve, the popularization of science is living a golden age in Spain with considerable echo in the media, even if it is in somewhat hidden pages or in difficult schedules in the case of radio and television. A fundamental milestone in this has undoubtedly been the covid pandemic, which has required clarifying many doubts and combating a lot of misinformation. We should also point out the change in mentality that is taking place in the academic and professional world, traditionally on the fringes of these matters, perhaps because they underestimate their importance, and which is being translated into concrete initiatives, such as the observatory of pseudotherapies and health sects of the Organisation of Medical Associations or the CoNprueba [WithProof] plan of the Spanish Government.</p><p style="text-align: justify;">Pseudoscience, although it has not disappeared, far from it, is being relegated to social networks, where it continues to win by a landslide: getting a few hundred views on our YouTube channel is considered a success, while any guru gets his nonsense followed by hundreds of thousands of people. And another aspect that we have not yet solved is the gender gap in the skeptical movement, traditionally dominated by men. In ARP-SAPC, less than 20% of our members are women. However, pseudosciences, especially those associated with health or New Age mysticism, are overwhelmingly followed by women, although their leaders and manipulators are mostly men.</p><p style="text-align: justify;">All the information concerning ARP-Society for the Advancement of Critical Thinking can be consulted on the web site <a href="http://www.escepticos.es">www.escepticos.es</a>.</p><div style="text-align: justify;"><span style="font-size: x-small;">(Translation from the Spanish article <b style="text-align: justify;"><span lang="ES" style="font-family: "Times New Roman", serif; line-height: 107%;"><a href="https://neo-skepsis.blogspot.com/2023/09/pasado-y-presente-de-arp-sapc.html" target="_blank">PASADO Y PRESENTE DE ARP-SAPC: SOCIEDAD PARA EL AVANCE DELPENSAMIENTO CRÍTICO</a></span></b> by Deepl.com, and reviewed by Manuel A. Paz y Miño)</span></div><div style="text-align: center;"><span style="font-size: x-small;"><br /></span></div><div style="text-align: center;"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world.html" target="_blank"><b>GO TO NEO-SKEPSIS # 15:</b><span style="text-align: left;"><b> SKEPTICISM IN THE WORLD (I)</b></span></a></div><div style="text-align: center;"><span style="font-size: x-small;"><br /></span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-988159633918180222023-09-12T16:43:00.012-07:002023-09-14T09:50:37.044-07:00THE NETHERLANDS – SKEPSIS<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjozp08UvdtqQidyjXITYjdj9-Y7yVtgt335pjbM5tR0SENTXG0aqZo-iQoupPmiIo97BIhr1nyQsrZWDihbrsQrCheSK0BGTyC8XvdtDF9pxs1K_KYnw7UmjZhE7JB2cORPWYeWGp5SRdZLLBs4jyRaG3yE75FhwOOekoAdnBEKMWfcPThv9OqYeMt9ENt/s1035/Jan_Willem_Nienhuys.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1035" data-original-width="1024" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjozp08UvdtqQidyjXITYjdj9-Y7yVtgt335pjbM5tR0SENTXG0aqZo-iQoupPmiIo97BIhr1nyQsrZWDihbrsQrCheSK0BGTyC8XvdtDF9pxs1K_KYnw7UmjZhE7JB2cORPWYeWGp5SRdZLLBs4jyRaG3yE75FhwOOekoAdnBEKMWfcPThv9OqYeMt9ENt/w198-h200/Jan_Willem_Nienhuys.jpg" width="198" /></a></div><br /><div class="separator" style="clear: both; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><span><b>Jan Willem Nienhuys</b>, </span></div><div class="separator" style="clear: both; text-align: center;"><span>Ph. D in Mathematics (Utrecht University), Retired teacher of Mathematics (Eindhoven University of Technology), a Board member and Secretary of Stichting Skepsis, and Editor of its magazine Skepter</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;">(Photo from Wikipedia)</span></div></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: 10pt; text-align: left;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1Nbxuom3DF41Ww2hYzDMtN3zSB6b4t2wrtMmtBY-fsoRjhuGavXUoQtep4GUGyBAIvl8I_mqbfI2jU6hDt7SuDIY-6lzCqkfvq_Pn2X1eL-ueserODuSEe8TF5lsc1jvEBBCL397QspGOH1JoNMlRHFHBbuMyWv3Izekexs-AxPk0y-7EXpUvmGw2bT1e/s1200/Logo_Skepsis.svg.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="1200" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1Nbxuom3DF41Ww2hYzDMtN3zSB6b4t2wrtMmtBY-fsoRjhuGavXUoQtep4GUGyBAIvl8I_mqbfI2jU6hDt7SuDIY-6lzCqkfvq_Pn2X1eL-ueserODuSEe8TF5lsc1jvEBBCL397QspGOH1JoNMlRHFHBbuMyWv3Izekexs-AxPk0y-7EXpUvmGw2bT1e/s320/Logo_Skepsis.svg.png" width="320" /></a></div><span style="text-align: left;">Skepsis is a Dutch
organization established in the end of 1987. The first chairman was the
astronomer Cornelis de Jager (until 1997). Its main activities are the
publication of a quarterly magazine, </span><i style="text-align: left;">Skepter</i><span style="text-align: left;">, and the organization of an
annual conference. Skepsis also maintains a website which contains mostly
articles that have been published in the magazine.</span></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhApLZysylZOwBR1hmooXcqBbATG2g9czK7K_m0pb1BWSm6V7ZFFXCHzPL1F_6fRQvb1sPs7xKLGuj7SOyt-cWUmqhwn7yAck5wJk9WiIVBSEupfEBoci15d71Q6rIM8Sa3bnGdgMP217cTG-S9JeuXGyGe2COT4sBql96Y2qL9ZT1cm5kY47bjPskNA7Yb/s425/cover-skepter343-400x556-1-300x425.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe4grJh4TytR6-KDAmA6ev5D2d9malQqKg0Wm7yBYg-tcYq9wAIa_DqomxK0HAyRGwjHZZ6mZV7E3OkdKUyPS7PkEXOdUPlSaaLiVI9tc8tyvIL3qbW1E1s2AJr_MQdef1P6oKLqijOrtvTMBffkbuIo9L14DFQVbZRm7J7iifQT3mMHjgrplRAyuZtUuI/s1131/product-image-2022.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1131" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe4grJh4TytR6-KDAmA6ev5D2d9malQqKg0Wm7yBYg-tcYq9wAIa_DqomxK0HAyRGwjHZZ6mZV7E3OkdKUyPS7PkEXOdUPlSaaLiVI9tc8tyvIL3qbW1E1s2AJr_MQdef1P6oKLqijOrtvTMBffkbuIo9L14DFQVbZRm7J7iifQT3mMHjgrplRAyuZtUuI/w452-h640/product-image-2022.jpg" width="452" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"> <i>Skepter </i>reaches about 2800 subscribers in a country with 17 million people (i.e. more per capita than <i>The Skeptical Inquirer</i>).</div><div class="separator" style="clear: both; text-align: left;"><div style="clear: both; text-align: left;"><span> </span>Skepsis has tried to get believers in the paranormal to take part in tests, and the best of these tests was an astrology test: over 40 experienced astrologers tried to match birth data of seven people with extensive files with answers to many questions posed by the astrologers themselves. The expected average number of matches was 1 and there was a 1 in 5040 chance of getting everything right. No one got everything right and the average number of correct matches was 0.75. The result was indistinguishable from the situation that all participants would have used dice. We would have liked to do more testing, and once it looked as if homeopaths were willing to take up a challenge, but then they withdrew.<br /><span> </span>After Skepsis had dedicated part of an international conference (1991) to discussion of the astrological claims of Gauquelin, I became interested in this matter and helped out with the publication of a book on a French test of the so-called Mars Effect and discovered a formerly unknown bias in Gauquelin’s data, namely selective treatment of erroneous data.<br /><span> </span>Together with another board member, Marcel Hulspas, I wrote a Dutch Encyclopedia of Pseudoscience in 1997, which went through five printings. It is now in pdf-form on the Skepsis website.<br /><span> </span>The number of readers of the magazine slowly increased to about 2800 in 2023. This should be seen in the perspective of the existence of the Association against Quackery (about 1800 members, established 1881) which is mostly concerned with medical pseudoscience and fraud. Together with this organisation Skepsis has a stand on an annual ‘Health Fair’.<br />Skepsis tries to distance itself from religious matters. For Dutch interested in atheism, there is a separate association (established 1856) which is nowadays called De Vrije Gedachte (meaning The Free Thought).<br /><span> </span>Just before Skepsis was established an opinion poll had shown that in the Netherland quite a few (30 tot 40 percent) of the people believed in such things as graphology, clairvoyance, paranormal healing, dowsing for earth rays and telepathy: mostly belief in special powers of some people. The belief in about twenty other subjects was also considerable. Recently Skepsis ordered a new poll, and for most of these subjects the belief was almost halved. The only thing that seemed to have increased is belief in ‘invisible’ entities such as ghosts, angels and extraterrestrials.<br /><span> </span>A risk for organisations such as Skepsis is that they incur great costs for defamation and/or libel suits. Essentially this has happened only once with Skepsis: a rich American sued a board member of Skepsis for making fun (on his personal blog) of the rich man’s invention of a telescope with negative lenses to observe antilight, and then also Skepsis’s chairman because he suspected the chairman to be a member of an international conspiracy dedicated to suppress that rich man’s theories. Actually the chairman was completely unaware of this person. Eventually the case against our chairman was dropped, and the other case was settled.<br /><span> </span>When Skepsis was founded we paid a lot of attention to parapsychology and pseudoscience, for example pseudoscientific support for racism. Nowadays the articles in the magazine are more about bad science. Another change is that nowadays most authors of the magazine are professional science journalists and the magazine pays standard fees to its authors. This has improved the quality of the magazine.<br /><span> </span>In Belgium a bit more than half of the people speaks Dutch. We had hoped to become a Dutch-Belgian organization. However, notorious Dutch charlatans are unknown in Belgium and vice versa. Also, famous activists against quackery and superstition are unknown across the border.<br /><span> </span>The same is true across the language border in Belgium. So, the contents of the Dutch magazine didn't appeal to Belgian readers and after some time the Flemish skeptics started their own organization with their own magazine.</div></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world.html" target="_blank"><b>GO TO NEO-SKEPSIS # 15:</b><span style="text-align: left;"><b> SKEPTICISM IN THE WORLD (I)</b></span></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div></div><p class="MsoNormal" style="text-align: center; text-indent: 14.15pt;"><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-61269720031140131232023-09-12T16:09:00.008-07:002023-09-14T11:18:14.852-07:00IN SEARCH OF RELEVANCE: <div><div style="text-align: center;"><b><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">HISTORY AND ACTIVITIES OF THE AUSTRALIAN SKEPTICS</span></b></div><p style="text-align: left;"></p><p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitPguxl6AMxA3qBUQ9goppZfe8PrU31ZzuBCK6jXd0OG6MwQvo6CKWu-V9qJGwxQHkLrZ2DF0pZmgHPt1C0Y47IG78vdbC0V_WjDUnYouxysIbDMwrz_lxlLb7o0POMNvYBioXKkfQgGdxf0RrulYaAaVS0Rwf1UBqk00f_IHUUya8xYgsnn-j2TT_fqER/s405/image001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="405" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitPguxl6AMxA3qBUQ9goppZfe8PrU31ZzuBCK6jXd0OG6MwQvo6CKWu-V9qJGwxQHkLrZ2DF0pZmgHPt1C0Y47IG78vdbC0V_WjDUnYouxysIbDMwrz_lxlLb7o0POMNvYBioXKkfQgGdxf0RrulYaAaVS0Rwf1UBqk00f_IHUUya8xYgsnn-j2TT_fqER/w200-h198/image001.jpg" width="200" /></a></div><div class="separator" style="clear: both; text-align: center;"><b>Tim Mendham</b><span style="font-size: small;">, </span></div><div style="text-align: center;"><span style="font-size: small;">Executive officer and a life member of Australian Skeptics, and Editor of <i>The Skeptic</i>.</span></div></div><div style="text-align: center;"><span style="font-size: small;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><div style="line-height: normal; margin-bottom: 0cm; text-align: left;"><div style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="text-align: left;">There are two schools of skeptics - the investigators and the activists. The former exists to research pseudoscientific and paranormal beliefs, much as the psychical research organisations of the 19th century did, and by publishing results hope to promote greater critical thinking in the community. The latter actively (as the name implies) campaign to counter purveyors of dangerous pseudoscience through protest, legislation, lobbying, and hopefully minimise (if not eradicate) their influence on the public.</span></div><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">The skeptical movement in Australia covers
both schools, with an over-riding vision of “a society that makes decisions
based on evidence, reason and critical thinking”.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">We have undertaken campaigns against some of
the key issues which affect skeptical groups around the world – anti-vaxxers,
quack cures, psychic rip-offs – as well as some of the classic skeptical areas,
such as UFOs, ghosts and unknown animals (we have our own version of Bigfoot,
known as a Yowie).<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">It is important to note that, while this
article is primarily on the activities of the formal skeptical organisations in
Australia, all such activity is based around individuals, whether members of
committees, skeptical organisations, or concerned people working on their own
to counter misinformation. They have all contributed, with or without the
overview or participation of Australian Skeptics.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;"><o:p></o:p></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicTlP3pIE-11xgWgJb5mMmrD2x3ha3kedKCyi9c-tHeJY8N6_xSm2KVauPlH8KzRgDCt-2vO3sHghBMvQfUhZ69INpFAHBXxkOscAXVZPpazJZNxHxNi5NpULKGCO3pf3OrS88gG0UhMILAiOV2J-CWqUpI9robpTRrEkNXj-TGrSDN1KSHrKn-J8NJ3LB/s800/blue-website-logo-larger-without-inc.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="190" data-original-width="800" height="76" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicTlP3pIE-11xgWgJb5mMmrD2x3ha3kedKCyi9c-tHeJY8N6_xSm2KVauPlH8KzRgDCt-2vO3sHghBMvQfUhZ69INpFAHBXxkOscAXVZPpazJZNxHxNi5NpULKGCO3pf3OrS88gG0UhMILAiOV2J-CWqUpI9robpTRrEkNXj-TGrSDN1KSHrKn-J8NJ3LB/s320/blue-website-logo-larger-without-inc.png" width="320" /></a></div><br /><b><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">The
organisation</span></b><p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Australian Skeptics (AS) dates its foundation
to 1980, when James Randi, the then principal investigator for the
American-based Committee for the Scientific Investigation of Claims of the
Paranormal (CSICOP – now known as the Committee for Skeptical Inquiry), visited
Australia to investigate water divining. This investigation was sponsored by Australian
entrepreneur Dick Smith.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">For these tests, Dick and others raised a
prize amount of $50,000. That has since grown to $100,000 and is the basis for
the Skeptics’ challenge to anyone who claims to have psychic or paranormal
powers to demonstrate their ability under proper observing conditions.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Randi’s visit raised a great deal of interest,
not least from those wishing to continue the momentum by setting up an
organisation that would investigate paranormal and pseudoscientific claims and
act as a central source of information for the public and the media.<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjx4gQ8v9oiQdj4K-4uJav25841EBP_dDj5DDoRUumUZgOeBTTQEVrTn4oa1a5ZOXR67G7KudzayvuNKKMRKxlcdd8A2BKqFg4EKIB0XtV5LWSsbm07hy3Y5iizFUMJc_obrnb_8Id8pxLwTGOL4pBYF7oCPAFMHnGcnRJhK5MBRcABb_qJCqeEwLvluC2Q/s555/Screenshot%202023-03-06%20172341.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="315" data-original-width="555" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjx4gQ8v9oiQdj4K-4uJav25841EBP_dDj5DDoRUumUZgOeBTTQEVrTn4oa1a5ZOXR67G7KudzayvuNKKMRKxlcdd8A2BKqFg4EKIB0XtV5LWSsbm07hy3Y5iizFUMJc_obrnb_8Id8pxLwTGOL4pBYF7oCPAFMHnGcnRJhK5MBRcABb_qJCqeEwLvluC2Q/w400-h228/Screenshot%202023-03-06%20172341.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;">James Randi investigating water divining in Australia (1980).</span></div><span style="font-size: 12pt;"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 12pt;"><br /></span></p>Consequently, Australian Skeptics was founded
in Melbourne, Victoria, and began publishing a quarterly magazine
called </span><i style="font-size: 12pt; mso-bidi-font-style: normal;">The Skeptic</i><span style="font-size: 12pt;"> from
1981. It is thus the second oldest English-language skeptical group in the
world, with the second-oldest English-language magazine. Dick Smith became a
patron of the group and remains so to this day.</span><p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Groups in other states and territories were
soon started, all sharing the same aims of promoting skepticism in Australia,
with the Victorian group working notionally as the national headquarters.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">The first Australian Skeptics National
Convention, now known as Skepticon, was held in Sydney in 1985, and a
convention has been held in some Australian city every year since, a record for
any skeptical organisation. Skepticon 2023 - the 39th in the continuing series
- will be held in Melbourne.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">With changes to the committee in Melbourne, in
1986 we moved out headquarters from Melbourne to Sydney as Australian Skeptics
Inc (ASI); production of <i style="mso-bidi-font-style: normal;">The Skeptic</i>
magazine was transferred to ASI in 1987.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">ASI is responsible for coordinating several
awards and the annual national conventions, the $100,000 challenge, as well as
the magazine, a newsletter, and as the primary focus for media and the public
(though local groups are also active in these areas).<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Various regional groups have also started up,
many based on the Skeptics in the Pub model of monthly informal gatherings.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">ASI is supported by subscriptions to the
magazine, donations and bequests.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;"><o:p></o:p></span></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjavsv62ywCylf4aaNhUgrtKK6CAmlt3P_x3JKnSjQqC_Xo8U6vgwo0BDB7w0agLY7gCUER_LFg-ddEONHYmP03jSu2jxe3OiOFOuUghJWSx_EzC8bScb8jGjrQ5bW6lEinXE_2gL7S--e3jY4PNumOFK6MlH8dmP32ZMfJ6lD6sLYgNC7uNUToeqeOgKI8/s5103/The-Skeptic-magazine-Australia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="5103" data-original-width="3852" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjavsv62ywCylf4aaNhUgrtKK6CAmlt3P_x3JKnSjQqC_Xo8U6vgwo0BDB7w0agLY7gCUER_LFg-ddEONHYmP03jSu2jxe3OiOFOuUghJWSx_EzC8bScb8jGjrQ5bW6lEinXE_2gL7S--e3jY4PNumOFK6MlH8dmP32ZMfJ6lD6sLYgNC7uNUToeqeOgKI8/w303-h400/The-Skeptic-magazine-Australia.jpg" width="303" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div></div><br /><div class="separator" style="clear: both; text-align: left;"><b><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Media</span></b></div><p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Over the years, Australian Skeptics has been active
across a wide range of areas.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">The magazine is now in its 43rd year, with
four issues published annually. The first issue was a curious 4-page tabloid
format; since then, it has appeared in A4 size and since 2010 also in a digital
format. In that time, we have published thousands of articles and items on a
broad range of topics. Compendiums of articles and items from the first ten
years of <i style="mso-bidi-font-style: normal;">The Skeptic</i> were published first
in print, and then in CD-ROM format. The entire back catalogue, including
inserts, has now been digitised and published online for free download
(excepting the most recent four issues) - we believe this to be a first for
skeptical organisations.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Since June 2016 we also have a fortnightly
newsletter since June 2016.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Over the years, various books have been
published, including a series of articles refuting key creationist claims and a
book showing how Uri Geller’s spoon-bending tricks were performed.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">ASI has had a website since 1996, and with the
appointment of a social media manager, we are assessing various platforms to
reach the public. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Over the years, Skeptics have appeared
regularly in the media, and have taken part in public campaigns, some targeted
at specific issues (say, a visiting psychic or anti-vaxxer) and other more
general support for broad issues. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">There is also significant lobbying of
politicians and organisations on a case-by-case basis.<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjItHfxAbyia9dNG60qF7ao5zCRqhNhmF290IAT5Wt_Yc2VzDA4rqHdQYQtoMWEvwaROlQyDijR6HWx1ugczNwuaySzVLdEFWPIh9hmhFWh58rtL0PkwbQ4ci4BguVg_N4DVxTZcy9qgAtvmlHqhiiq8jDadb0KJOpX1wtDHXbzmw02LwJW9IMC_cVSo9_r/s2765/Bent_Spoon_Award.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1772" data-original-width="2765" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjItHfxAbyia9dNG60qF7ao5zCRqhNhmF290IAT5Wt_Yc2VzDA4rqHdQYQtoMWEvwaROlQyDijR6HWx1ugczNwuaySzVLdEFWPIh9hmhFWh58rtL0PkwbQ4ci4BguVg_N4DVxTZcy9qgAtvmlHqhiiq8jDadb0KJOpX1wtDHXbzmw02LwJW9IMC_cVSo9_r/w400-h256/Bent_Spoon_Award.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><span style="font-size: x-small;">Bent Spoon award</span></span></div><br /><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;"><br /></span><p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Awards,
grants, and campaigns</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Since its beginning, AS has supported
individual and organisational activity with awards and grants.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Currently the awards are: Skeptic of the Year;
an award for the Promotion of Reason; and an award for skeptical journalism - the
last two awards include $2000 for the winner or to a charity or cause of their
choice.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Of course, since 1982 there has been the
less-desirable Bent Spoon award, which is given to the “perpetrator
of the most preposterous piece of paranormal or pseudoscientific piffle”.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">In 1995 we received a sizeable bequest and
with these funds we established the Australian Skeptics Science and Education
Foundation (ASSEF) and appointed the paid position of an executive officer. We have
given grants for most of our existence for various skeptical and scientifically
oriented activities, including awards to science students at high school level,
research on skeptical projects, and activities by state and local groups. These
include science teachers’ associations, local and national museums, research
centres and activist groups.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">On the more proactive side of Skeptical
activity, the Skeptical community, ASI, and various skeptical groups and
individuals have been very active – and very successful – in a range of
campaigns. Just some of these include:<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -36pt;"><!--[if !supportLists]--><span lang="EN-AU" style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> o </span></span></span><!--[endif]--><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">A campaign
against the teaching of creationism in science classes which resulted in
creationist organisations withdrawing (or being withdrawn) from such promotion.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -36pt;"><!--[if !supportLists]--><span lang="EN-AU" style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> o </span></span></span><!--[endif]--><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">A major
study on the teaching of pseudoscience and pseudomedicine in Australian
universities. Several universities withdrew or toned-down support for such
courses..<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -36pt;"><!--[if !supportLists]--><span lang="EN-AU" style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> o </span></span></span><!--[endif]--><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">A major
study of Australian health insurance funds’ cover for alternative medicine.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -36pt;"><!--[if !supportLists]--><span lang="EN-AU" style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> o </span></span></span><!--[endif]--><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">A media
campaign against pseudoscience Power Balance wristbands, which resulted in the
local distributor going out of business.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -36pt;"><!--[if !supportLists]--><span lang="EN-AU" style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> o </span></span></span><!--[endif]--><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">The
establishment of legal defence funds for various skeptics both in Australia and
overseas, such as Britt Hermes in her legal battle in Germany with an American naturopath.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -36pt;"><!--[if !supportLists]--><span lang="EN-AU" style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> o </span></span></span><!--[endif]--><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">A major
campaign against the leading anti-vaccination group in Australia<a name="_Hlk128909144"><o:p></o:p></a></span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto;"><span style="font-size: 12pt;">One project which has achieved media coverage
in Australia and overseas was a major study on psychic predictions in Australia
- The Great Australian Psychic Prediction Project (see </span><i style="font-size: 12pt;">The Skeptic</i><span style="font-size: 12pt;">, December 2021). Twelve years in the making, this
project assessed over 3000 predictions by more than 200 ‘psychics’ over a
period of 20 years. It highlighted the appalling record of such predictions and
underlined the false claims of success made by self-professed psychics.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">One of the highest profile outreach activities
of Australian Skeptics is the $100,000 challenge to anyone who can prove a
paranormal or “extraordinary” skill under strict scientific conditions. We receive
roughly one application every week from people with skills as broad-ranging as
telekinesis (a common one is spinning a piece of tinfoil on a needle point),
thought projection and telepathy generally, palmistry, distance health
diagnosis, picking lottery numbers, and of course dowsing (a popular activity
in a dry continent like Australia). There have also been some very strange skills,
such as making someone fall in love, moving clouds, or spinning around on the
spot.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Over
the years, around 200 applicants have gone to a preliminary test to prove that
they actually have a skill (such a test is a preamble to a full test under
strict conditions). The majority of those have been water or metal diviners. To
date, no-one has gone beyond this first stage of the test, there being no
particular skill being demonstrated.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Our role</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">This rather lengthy profile of skeptical
activity in Australia indicates that there is a range and long history of
pro-active, reactive, and activist activity which has had measurable results
via campaigns and considerable impact in the spreading of relevant and reliable
information. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">We have obviously benefitted financially from
a number of generous bequests which have allowed to undertake many activities,
to support other groups, and appoint an executive officer and social media
manager. But these bequests have been inspired by our activities and high-profile
role – without that activism we would never have encouraged such support. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">When Australian Skeptics started over 40 years
ago, it was treated as somewhat of a novelty. After all, UFOs and unknown
creatures were hardly a serious threat, so anyone making a case for the truth
must be a bunch of eccentric naysayers and party-poopers.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;">Come the realisation that misinformation can
have a far more perfidious role to play in social and personal ills, then the
role of groups like Australian Skeptics becomes more pressing and taken much
more seriously. Interviewers no longer say, “But do the Skeptics believe in
themselves?”, and while there is still the fair percentage of media activity in
which the producers might say “we just want some fun with this” and “is Friday
the 13<sup>th</sup> really a problem”, there are just as many – if not more –
who seek out Skeptics’ opinion and assessment of real threats that have real
and sometimes tragic consequences in terms of finance and health.<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world.html" target="_blank"><b>GO TO NEO-SKEPSIS # 15:</b><span style="text-align: left;"><b> SKEPTICISM IN THE WORLD (I)</b></span></a></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="EN-AU" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-latin;"><br /></span></p><div style="text-align: center;"><br /></div></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-58470279713369689902023-09-12T14:25:00.050-07:002023-09-14T11:10:24.027-07:00 BRIEF HISTORY OF CIPSI-PERU: <p style="text-align: center;"><b>THE FIRST </b><b>PERUVIAN </b><b>SKEPTICAL GROUP </b></p><div style="text-align: center;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXjRawnjoqYstZ479uj50HHdA2gGB2PM7fUHVIYqfAHM7a_kU3LEaFaccXGPhy_OXKC2PqaqKRNllacLKKgGmFS8LMaNtzORK4L2O8o4rtyh-8KBrdb-iYSTf-PgtsbN0R57MKI2jeivO8i4-N9YGvioIWAHyjEVSJ3GFCbHBtHyvXKwbZBJmWXkH8eAkV/s218/map%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="218" data-original-width="200" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXjRawnjoqYstZ479uj50HHdA2gGB2PM7fUHVIYqfAHM7a_kU3LEaFaccXGPhy_OXKC2PqaqKRNllacLKKgGmFS8LMaNtzORK4L2O8o4rtyh-8KBrdb-iYSTf-PgtsbN0R57MKI2jeivO8i4-N9YGvioIWAHyjEVSJ3GFCbHBtHyvXKwbZBJmWXkH8eAkV/s1600/map%20(1).jpg" width="200" /></a></div><span><b>Manuel Abraham Paz y Miño</b>, </span></div><div style="text-align: center;"><span>Founding-Director of CIPSI-Peru and </span><span><span>Editor,</span><span> </span><i>Neo-Skepsis</i></span></div><div style="text-align: center;"><span style="font-size: x-small;">(Photo taken and edited by Tom Flynn, ca. 2000)</span></div><p style="text-align: justify;">At the beginning of 1990s while browsing through an English-language magazine -I don't remember if it was <i>Nature </i>or <i>New Scientist</i>- I saw an advertisement about <i><a href="https://skepticalinquirer.org/" target="_blank">The Skeptical Inquirer</a></i> so I asked them for a sample issue. That's how I got in touch via epistolary correspondence with philosopher Paul Kurtz (USA), president of the organization that published it, the Committee for the Scientific Investigation of Claims of the Paranormal (CSICOP for short) now called the <a href="https://skepticalinquirer.org/about/" target="_blank">Committee for Skeptical Inquiry (CSI)</a>.</p><p style="text-align: justify;">Because of our interest in skepticism and secularism we were invited to the 13th World Humanist Congress (co-organized by the International Humanist and Ethical Union, now called <a href="https://humanists.international/" target="_blank">Humanists International</a>) in Mexico City in 1996 where we met Kurtz and other skeptics and secular humanists in person. </p><p style="text-align: justify;">Some time later, our work of dissemination of skepticism began through the founding of the <a href="http://cipsi-peru.blogspot.com/" target="_blank">Committee for the Investigation of the Paranormal, Pseudosciences and Irrationality in Peru</a> <a href="https://www.geocities.ws/cipsiperu/" target="_blank">(CIPSI-Peru)</a>, with academics from various disciplines, in 1998, and its periodical <a href="http://neo-skepsis.blogspot.com/"><i>Neo-Skepsis</i></a> ("New Skepticism" in Greek), a critical-rationalist magazine with 15 issues already published, 4 printed and 11 digital, and which currently has the support of the <a href="http://peruhumanaratio.blogspot.com/" target="_blank">Rationalist Humanist Institute of Peru (IHURA-PERU)</a>.</p><p style="text-align: justify;"><a href="http://neo-skepsis.blogspot.com/"><i>Neo-Skepsis</i></a> publishes original and translated articles by authors from around the world. It has had in its honorary editorial board prominent skeptics such as: Mario Bunge (1919-2020), Tom Flynn (1955-2021), Paul Kurtz (1925-2012) and James Randi (1928-2020).</p><p></p><div class="separator" style="clear: both; text-align: center;"><center><span><span><b>Printed issues</b>:</span></span></center><center><span><span><br /></span></span></center><center><span><span><i><span><span><a href="https://peruhumanaratio.blogspot.com/2020/04/neo-skepsis-1.html?m=1"># 1: Science or Pseudoscience?</a> </span></span></i></span></span><i><span><span><a href="https://peruhumanaratio.blogspot.com/2020/04/neo-skepsis-2.html?m=1"># 2: The UFO Phenomenon</a></span></span></i></center><center><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhESmtl4Xu9u0qTw-m7AHeVJIFWp211pnEglDpG6k_c-4cKwGbDTCITu0FIAhzCgoppVRXr3qeIzMKKjXZa_P8Ls08FbeZnhHqIjFXkma-fKbRHimvWmFrJ8Mg6srMnzMKE8ABu5PlkOfJqziRYDKg2Sz33sGuaDYJ_sWavxo7DPapoO3rcqNMtAU-3rdDF/s2224/neo1-4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2224" data-original-width="1619" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhESmtl4Xu9u0qTw-m7AHeVJIFWp211pnEglDpG6k_c-4cKwGbDTCITu0FIAhzCgoppVRXr3qeIzMKKjXZa_P8Ls08FbeZnhHqIjFXkma-fKbRHimvWmFrJ8Mg6srMnzMKE8ABu5PlkOfJqziRYDKg2Sz33sGuaDYJ_sWavxo7DPapoO3rcqNMtAU-3rdDF/w466-h640/neo1-4.jpg" width="466" /></a></div></center><center><span><span style="font-family: inherit;"><i><span><span><a href="https://peruhumanaratio.blogspot.com/2020/04/neo-skepsis-3.html?m=1"># 3: The Paranormal Phenomena</a> </span></span></i></span></span><i><span style="font-family: inherit;"><a href="https://peruhumanaratio.blogspot.com/2020/04/neo-skepsis-4.html?m=1"># 4: Psychology and Pseudoscience</a></span></i></center><center><span><span><i><div class="separator" style="clear: both; font-family: inherit;"><br /></div><span><div style="text-align: justify;"><span style="text-align: left;">On Facebook we have opened a </span><a href="https://www.facebook.com/escepticoperu/" style="text-align: left;" target="_blank">CIPSI-Peru</a><span style="text-align: left;"> page, and the </span><a href="https://www.facebook.com/escepticosperu/" style="text-align: left;" target="_blank">Peruvian Skeptics</a><span style="text-align: left;"> page with its </span><a href="https://www.facebook.com/groups/339256892811249" style="text-align: left;" target="_blank">discussion group</a><span style="text-align: left;"> (1).</span></div></span></i></span></span></center><div class="separator" style="clear: both;"><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Through <a href="http://edicionesfilosofiaaplicada.blogspot.com/">Ediciones de Filosofía Aplicada (EFA)</a>, our freethinking publishing house started in 1994, with more than 50 books published to date, we have released some skeptical (2) titles, as well as secular, philosophical, etc. </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://edicionesfilosofiaaplicada.blogspot.com/2009/10/pseudociencia-racionalismo-y-cientismo.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="320" data-original-width="222" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpTfQVU-FukhjLbzkuvSEEcY-zRILfvZ46jKdnQjniabzfTOccQJ4gnkK_cBCryamHbKGwF5FBY6VHG4SeL3T0mcSNWnuLL_H6j1I1V3XmLrtzXpFLrQj_YyR_GClRG0VQZPzv1L7AVTzCE9yvHKbeFBqU25imob3g34qmKudmLQQ18D6rSABpesNYAjq2/w150-h216/pseudo.jpg" width="150" /></a><a href="http://edicionesfilosofiaaplicada.blogspot.com/2009/10/paul-kurtz-la-tentacion-trascendental.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="320" data-original-width="229" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZb4v1TIY1S-jkIVxvFn4pW5NC_Tf6Hr2t9UM_IHw-vf54xWSjbTv4o7Gsyz5PFVOVbFGWq91-Rw8XUQ7NLQv6Q9TznGLO3dnZeLUtA1BTD6E7slgq6stb-gmxV_3RUYD-VaI9aHFQJrNaRvR6za1GWqpq2lQao8p3oc26aPkvFBqx0s6vTizpEohQAt5P/w154-h216/tt.jpg" width="154" /></a><a href="https://edicionesfilosofiaaplicada.blogspot.com/2009/10/philip-j-klass-explicando-los-ovnis.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="180" data-original-width="150" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2I81ILF8Mz6Q1ENUkRLzREfvsRVjy6LJYmUlasX9Iu-jH2e9YmDsuyogHfbg-r5xn-U2T5jN8wPJ3f3FqL6eHb3lN6hAaOfRz-cSN7rZoSWzYd853OWz_zXXUPybovbXgEIBqc845K5lDnVcI0X4EIo3K0Ss5Ka0MzTM_WD2BR6iknL-TDbu4UrITtnK2/w149-h217/ovnis.jpg" width="149" /></a></div></div></div><p style="text-align: justify;">In 2006 we organized at the Universidad Nacional Mayor de San Marcos in Lima, the <a href="https://www.geocities.ws/cong_pc_lima/eng.htm" target="_blank">II Iberoamerican Congress of Critical Thinking</a> and, between 2011 and 2016, 4 seminars on science, pseudosciences and pseudoscientific therapies, as well as periodically we carry out other seminars and activities, such as talks and debates, inside and outside that house of studies.</p><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIDQ9xTkA5ho3LoAA9Mj_PghIuMzC6vmoaRtLg1zcjXVHCELvMqN3PZXaUAcYyBG122i86mo1ilE2anM6UJO1BUVYGXcSC1cxBanI-9d-ILsQ6xYOSUZ2iw0JSNSAvOs0q9PrM2d4lm1s0QGAyTkRl4cU65ktgLkFjysdazcQryjrVJSvmwwnL-t3tVM6u/s862/Screen-Shot-2016-11-17-at-9.26.21-AM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="520" data-original-width="862" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIDQ9xTkA5ho3LoAA9Mj_PghIuMzC6vmoaRtLg1zcjXVHCELvMqN3PZXaUAcYyBG122i86mo1ilE2anM6UJO1BUVYGXcSC1cxBanI-9d-ILsQ6xYOSUZ2iw0JSNSAvOs0q9PrM2d4lm1s0QGAyTkRl4cU65ktgLkFjysdazcQryjrVJSvmwwnL-t3tVM6u/w400-h241/Screen-Shot-2016-11-17-at-9.26.21-AM.png" width="400" /></a></div><div style="text-align: left;"><div style="text-align: center;"><span style="font-size: x-small;">Paul Kurtz at the II Iberoamerican Congress of Critical Thinking in Lima, 2006. </span></div><div style="text-align: center;"><span style="font-size: x-small;">(Photo from archives.centerforinquiry.org)</span></div></div><p style="text-align: justify;">It should be added that we have a Youtube channel called <a href="https://youtube.com/@FILOSOFIAAPLICADATV"><i>Filosofía Aplicada TV</i></a> [Applied Philosophy TV ]where you can watch our activities: conferences, debates, seminars, interviews, documentaries, microprograms critical of supernaturalist and paranormalist claims (3). </p><p style="text-align: justify;">For our work in spreading humanist, rationalist and skeptical points of view, Kurtz named us <a href="https://centerforinquiry.org/groups/cfi-peru/" target="_blank">CFI-Perú</a>, one of the affiliates that the <a href="http://centerforinquiry.org" target="_blank">Center for Inquiry (CFI)</a>, the institution he founded together with the <a href="https://skepticalinquirer.org/about/" target="_blank">Committee for Skeptical Inquiry (CSI)</a>, has all over the world.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/YGo1E3JCBVw" width="320" youtube-src-id="YGo1E3JCBVw"></iframe></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;">Manuel A. Paz y Miño, director of CFI-Peru, in a public demonstration, organized by the Center for Inquiry (in Amherst, New York, USA), that walking on burning coals is not necessarily harmful, much less superhuman.</span></div><br /><p style="text-align: justify;">And we also teach, when possible, to university students that kind of criticism in our country of ancient Andean-Catholic syncretic tradition where, especially in the highland provinces and even in their universities, the natural forces are still worshipped, especially the hills, the earth and the water, with Our Fathers and Hail Marys. </p><p style="text-align: justify;">Of course there are Peruvian science popularizers (Darwiniana, Dr. Trónico, Plato's Robot, etc.), scientific newscasts (Robotitus, Salud con lupa) and newscasts in general (Ojo público) that also question pseudoscientific claims especially in social networks. And here, in Peru, as in many other parts of the world, many biased news, magazines and books are published, and even radio and television programs that promote this type of paranormal beliefs are broadcasted (4).</p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><b>NOTES</b></p><div style="text-align: left;"><span style="font-family: inherit; font-size: x-small;"><p style="text-align: justify;">(1) There is also on Facebook another skeptical group independent of ours: Perú Escéptico. <br /></p><p style="text-align: justify;">(2) The Secular and Humanist Society of Peru (SSH), a separate organization from ours, has published the book <i>El mundo invisible. Ensayos con pensamiento crítico </i>(2020) by biologists H. Aponte and D. Barona and psychologist V. García-Belaunde where they explain biological evolution, the supposed visits of extraterrestrials and ghostly apparitions, as well as terraplanism, among other topics. <br /></p><p style="text-align: justify;">(3) Other skeptical channels were "La manzana escéptica" (2016-2021) by V. García-Belaúnde and "Para Normales de la Noche" (2011-2022) by communicator A. Landacay (first called "Escépticos en la radio" and transmitted by the open and internet signal of a Lima radio station, and where I was one of the first co-hosts), as well as the podcast "Guía Escéptica "(2015-2017) by then university student A. Austral.<br /></p><div style="text-align: justify;"><span style="font-family: inherit; font-size: x-small;">(4) For more information see "Paranormal and pseudoscientific claims in the Peruvian media" (in Spanish): <a href="http://neo-skepsis.blogspot.com/2021/09/las-afirmaciones-paranormales-y.html">http://neo-skepsis.blogspot.com/2021/09/las-afirmaciones-paranormales-y.html<br /></a></span><span style="font-family: inherit; font-size: x-small;">Furthermore, a former video in English of the same topic is at: <a href="https://www.youtube.com/watch?v=-h1o2avwnbQ">https://www.youtube.com/watch?v=-h1o2avwnbQ</a></span></div><p></p><p></p><p></p></span></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><span style="font-size: x-small;">(Translation from the Spanish article <b><a href="https://neo-skepsis.blogspot.com/2023/09/breve-historia-del-cipsi-peru-el-primer.html" target="_blank">BREVE HISTORIA DEL CIPSI-PERÚ: EL PRIMER GRUPO ESCÉPTICO DEL PERÚ</a></b> by Deepl.com, and reviewed by the author)</span></div><div style="text-align: left;"><br /></div><div style="text-align: center;"><div class="separator" style="clear: both;"><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world.html" target="_blank"><b>GO TO NEO-SKEPSIS # 15:</b><span style="text-align: left;"><b> SKEPTICISM IN THE WORLD (I)</b></span></a></div><div class="separator" style="clear: both;"><br /></div></div><div><div><br /></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-88428822982783137412023-09-11T18:32:00.018-07:002023-09-14T08:40:02.660-07:00HISTORY OF CSICOP: <p style="text-align: center;"><b><span style="font-family: inherit;">THE FIRST 20 YEARS: 1976-1996</span></b></p><p></p><span style="font-family: inherit;"><div style="text-align: center;"><img border="0" data-original-height="1377" data-original-width="1102" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9_v_tk6JU3Ru-7h5jO-8M8aIPWFEb98iirMjKntvk3fwIGaVqs-BOudU-8kSvsLhVyrXFUf7S3eE8xImdSrjCXd0VkRFIe-VTsfu51bO5bC8poPgXX_VoQGGnJUi5WTxGt0M1i0F_Vm8EzD6NkAfx-phz4FKzSBPIJ5fVEHaU5_HUmpxyG01ClfRd-jrc/w160-h200/Kendrick_Frazier_at_CSICON_2011.jpeg" style="font-family: inherit; text-align: left;" width="160" /></div><div style="text-align: center;"><b style="font-family: inherit;">Kendrick Frazier</b><span style="font-family: inherit;"> (1942–2022), </span></div><div style="text-align: center;"><span style="font-family: inherit;">Editor of </span><i style="font-family: inherit;">The Skeptical Inquirer</i><span style="font-family: inherit;"> (1978-2022)</span></div><div style="text-align: center;"><span style="font-family: inherit; font-size: x-small;">(Photo from Wikipedia)</span></div></span><div><span style="font-family: inherit; font-size: x-small;"><br /></span></div><div><div><span style="font-family: inherit; font-size: x-small;">From <i>The Encyclopedia of the Paranormal</i>. Edited by Gordon Stein, PhD, Prometheus Books, Amherst New York, 1996. 859 pp., hardcover. [Entry was printed on pages 168-180].</span></div><div><span style="font-family: inherit; font-size: x-small;"><br /></span></div><div><span style="font-family: inherit; font-size: x-small;">This is the text by Kendrick Frazier of an invited 8,400-word history of CSICOP through its first two decades. It was published, with no substantive changes and only a few added references, in <i>The Encyclopedia of the Paranormal</i> (1996).</span></div><div><span style="font-family: inherit;"><br /></span></div><div><div>The Committee for the Scientific Investigation of Claims of the Paranormal, better known by its acronym CSICOP, is an independent nonprofit organization that evaluates paranormal and fringe-science claims from a scientific viewpoint and attempts to provide the public and scholars with scientifically reliable information about them. It also encourages an appreciation of scientific thinking and the application of science and reason to important public issues.</div><div>It does these things mainly through its international journal The Skeptical Inquirer and its annual academic conferences. Both address a wide range of claims and issues about the paranormal. In recent years CSICOP also has sponsored a series of workshops throughout the United States that offer tutorials on critical thinking and techniques for evaluating paranormal claims. It publishes a newsletter, Skeptical Briefs. And it serves as an important resource to news media seeking scientific perspective on claims and issues involving the paranormal, fringe-sciences, and pseudoscience.</div><div>CSICOP has been chaired since its inception in 1976 by Paul Kurtz, professor of philosophy (emeritus after) at the State University of New York at Buffalo. It is located across from the Amherst, N.Y., campus of the university.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL5MMRkSsYCOwexpYi31g3hrhFLLuyVP-M38ZE6mZyfhmBlwxwxIUKkujSVriQ8YWPGgK9kuYxcnS7bPmM80CjUNDGVfA6j_qF5BsEuKrt3LXhNXrVgOBZ-n0_ymp35QsiRDNMWxPCkeRa-svV-Iq0xeWibMPPm7kJWAbBbxA-8SzIYcElzao14rqj9w_Y/s250/csicp.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="188" data-original-width="250" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL5MMRkSsYCOwexpYi31g3hrhFLLuyVP-M38ZE6mZyfhmBlwxwxIUKkujSVriQ8YWPGgK9kuYxcnS7bPmM80CjUNDGVfA6j_qF5BsEuKrt3LXhNXrVgOBZ-n0_ymp35QsiRDNMWxPCkeRa-svV-Iq0xeWibMPPm7kJWAbBbxA-8SzIYcElzao14rqj9w_Y/w320-h241/csicp.jpg" width="320" /></a></div><br /><div>In the years since then it has been a highly visible and at times outspoken force for questioning and investigating unexamined claims about allegedly paranormal matters. It has published thousands of pages of critiques of claims. It has strongly criticized those who promulgate them uncritically. It has encouraged and published discussions of the philosophical, psychological, social, cultural, and educational issues revolving around widespread belief in the paranormal and the ready acceptance of paranormal and fringe-science claims. It has sought to encourage an understanding that science involves the most creative and clever methods for uncovering new facts about nature and an openness to all new ideas while at the same time subjecting them to the most stringent examination and criticism before they can receive even tentative acceptance. It has asked news media to be more balanced in its coverage about paranormal matters, and it has honored and awarded those scholars and journalists who, in its judgment, have treated these issues fairly, scientifically, and responsibly. It has also found itself engaged in several prominent controversies and at least one extended legal battle. And CSICOP itself has been the focus of almost continual criticism from both proponents of the paranormal and others who have variously disagreed or agreed with its goals but found its methods or tactics not to their liking.</div><div>The claims evaluated have ranged from the personal claims of self-proclaimed “psychics” that they have incredible powers of clairvoyance, psychokinesis, or precognition to the more cautious assertions of laboratory statistical evidence of ESP put forth by experimental parapsychologists; from astrology in its simplest popular form (newspaper horoscopes) to its most arcane and technically tailored computer-age manifestations; all kinds of other alleged divinations, such as palm reading, aura reading, and iridology; from assertions that UFOs are alien spacecraft visiting Earth in large numbers (unbeknownst to astronomers searching so far in vain for evidence of extraterrestrial intelligence) to more recent obsessions in which aliens are supposedly capturing unsuspecting citizens by the millions and examining them medically and sexually); the idea that near-death and out-of-body experiences are evidence of literal afterlife or soul travel; claims in pseudoanthropology such as the assertion that “ancient astronauts” brought New World inhabitants the knowledge for building meso-American pyramids, and claims of large undiscovered creatures such as Bigfoot and the Loch Ness monster, some of whose proponents offer paranormal hypotheses for why they have not yet been proved to exist.</div><div>The claims examined have also included topics that are only partly paranormal in content, yet nevertheless pose urgent public issues. These include the use of graphology and polygraphy to screen job applicants; creationists’ attempts to disguise literal interpretations of biblical scripture as “creation science” and insert it into science curriculums; and the recent widely promulgated assertions about “recovered memories”—the claims that therapists using hypnosis really are uncovering true memories of ritualistic and satanic sexual abuses of children for which no other evidence is available. These more mainstream kinds of issues are increasingly being addressed by CSICOP in its more recent publications and conferences.</div><div>CSICOP draws upon the expertise of scientists, scholars, and authors from a wide range of fields in the physical, behavioral, and social sciences; philosophy and the humanities; and people outside academia (including science writers and several magicians and detectives) who have special skills in investigating claims or informing the public.</div><div>In a strict organizational sense, CSICOP consisted of an 11-member Executive Council; approximately 70 Fellows (including three Nobel laureates) who have made distinguished contributions in science, scholarship, and public education about science in its broadest context; numerous Scientific and Technical Consultants, who may come from virtually any field of expertise relevant to the issues CSICOP tackles; and small subcommittees on astrology, health claims, parapsychology, and UFOs.</div><div>The CSICOP Executive Council consisted of Paul Kurtz; psychologists James Alcock (York University), Barry Beyerstein (Simon Fraser University), Susan J. Blackmore (University of West of England), and Ray Hyman (University of Oregon); author/critic Martin Gardner; aerospace editor Philip J. Klass (Washington, D.C.), author/investigator Joe Nickell (University of Kentucky); philosopher Lee Nisbet (Medaille College); systems analyst Bela Scheiber (Boulder, Colo.); and science writer/editor Kendrick Frazier (Editor, Skeptical Inquirer). Kurtz, Hyman, Klass, Gardner, and Nisbet have been on the Executive Council since the beginning.</div><div>Among the more prominent CSICOP Fellows are zoologist Richard Dawkins, physicist and historian of science Gerald Holton, cognitive scientist and author Douglas Hofstadter, philosopher Stephen Toulmin, physicist Richard Muller, planetary scientist David Morrison, aeronautical engineer Paul MacCready, sociologist of science Dorothy Nelkin, anthropologist Eugenie Scott, Russian physicist/engineer Sergei Kapitza, psychologist Elizabeth Loftus, philosopher Mario Bunge, philosopher Paul Edwards, psychologist David Marks, Dutch astrophysicist Cornelis de Jager, mathematician John Allen Paulos, folklorist Jan Harold Brunvand, space scientist Jill Tarter, psychologist Milton Rosenberg, and psychiatrist/consumer advocate Stephen Barrett. Polymath science writer Isaac Asimov, psychologist B.F. Skinner, astronomers Bart Bok and George Abell, philosophers Sydney Hook, Ernst Nagel, and W.V. Quine, astronomer Carl Sagan, physicist Murray Gell-Mann, biophysicist Francis Crick, nuclear chemist Glenn T. Seaborg, evolutionary scientist Stephen Jay Gould were CSICOP Fellows until their deaths.</div><div>CSICOP, however, has always had a broad outreach, and the articles and investigations it publishes, the symposium speakers it convenes, and the experts it refers media to are as likely to come from outside the official membership as within it. Many of the Skeptical Inquirer’s 35,000 subscribers have also tended to consider themselves unofficial “members” of CSICOP (although they have no legal connection to the organization), so much so that the CSICOP recently established a “CSICOP Associate” class of membership.</div><div>CSICOP is international in scope and outlook, and its organizational influence extends worldwide. The Skeptical Inquirer has readers in 72 countries, and its authors come from many nations. In addition, 28 countries have formed 42 science or skeptics organizations of their on. Although autonomous and not affiliated with CSICOP, these groups have been inspired to some degree by CSICOP and share somewhat similar goals. Six countries have more than one such group: Australia, Belgium, Canada, India, Spain, and the United Kingdom. Other groups are in Argentina, Brazil, Czech Republic, Estonia, Finland, France, Germany, Hong Kong, Hungary, Israel, Ireland, Italy, Japan, Mexico, Netherlands, New Zealand, Norway, Russia, South Africa, Spain, Sweden, Taiwan, and Ukraine.</div><div>In addition, scientists and skeptics in more than half the 50 states of the United States have established autonomous local or regional groups that serve similar aims. As with the international groups, CSICOP frequently cooperates and works with them. These national, regional, and local organizations cannot speak for CSICOP, nor CSICOP for them. By maintaining an autonomous, unaffiliated status, the groups can develop programs and methods that best meet the needs of their members and adapt to unique situations of their own areas. Many of these groups publish magazines or newsletters of their own.</div><div>An important and often misunderstood point is that CSICOP itself does no research and, with only several small exceptions, carries out no investigations of its own. It encourages research and the testing of claims and provides a central clearinghouse for scientists and investigators at universities and elsewhere who do that. Its official journal, the Skeptical Inquirer, provides a place for publication, upon editorial acceptance, of some of these investigations and for debate and discussion over their significance. In this way, CSICOP plays the same role as does any scientific society. Scientific societies (American Physical Society, American Psychological Association, American Geophysical Union, American Association for the Advancement of Science, for example) seldom carry out research as an institution, with the exception of occasional policy statements. Instead their members do scientific research as part of their work at universities, laboratories, and research agencies. CSICOP is in that same situation. This policy was recognized and formalized by the CSICOP Executive Council in a statement issued in October 1981. And the Skeptical Inquirer carries a standard statement in every issue: “Articles, reports, reviews, and letters published in the Skeptical Inquirer represent the views and work of individual authors. Their publication does not necessarily constitute an endorsement by CSICOP or its members unless so stated.” Most other journals of scientific societies carry a similar statement.</div><div>CSICOP was established April 30, 1976, at an international symposium at the Amherst campus of SUNY-Buffalo on the topic of “The New Irrationalisms: Antiscience and Pseudoscience.” An advance announcement about the conference, written by Paul Kurtz, set forth the rationale and sounded themes that have characterized CSICOP’s approaches and concerns over the ensuing two decades:</div><div><br /></div></div></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div><div><div>There has been an enormous increase in public interest in psychic phenomena, the occult, and pseudoscience. Radio, television, newspapers, books, and magazines are presenting the case of psychic healing, psychokinesis, immortality, reincarnation, Kirlian photography, orgone energy, psychic surgery, faith healing, astrology, the chariots of the gods, UFOs, dianetics, astral projection, exorcism, poltergeists, and the ‘talents’ of Uri Geller, Edgar Cayce, and Jeane Dixon. Often the least shred of evidence for these claims is blown out of proportion and presented as ‘scientific’ proof.</div></div></div><div><div><div>Many individuals now believe that there is considerable need to organize some strategy of refutation. Perhaps we ought not to assume that the scientific enlightenment will continue indefinitely; for all we know, like the Hellenic civilization, it may be overwhelmed by irrationalism, subjectivism, and obscurantism. Perhaps antiscientific and pseudoscientific irrationalism is only a passing fashion; yet one of the best ways to deal with it is for the scientific and educational community to respond—in a responsible manner—to its alarming growth.</div></div></div><div><div><div>With these thoughts in mind, we are forming an organization tentatively called the “Committee to Scientifically Investigate Claims of Paranormal and Other Phenomena.” [The name was changed to its present form just a short time later.]</div></div></div><div><div><div>We wish to make it clear that the purpose of the committee is not to reject on a priori grounds, antecedent to inquiry, any or all such claims, but rather to examine them openly, completely, objectiveness, and carefully.</div></div></div><div><div><div>We do not yet know how large our committee will become or how ambitious its efforts will be….We have invited leading scientists and experts in many fields to join us in this important endeavor.</div></div></div></blockquote><div><div><div><br /></div><div>The committee’s founding was initially sponsored by The Humanist magazine, of which Kurtz was then editor, but shortly afterward the committee became an independent organization.</div><div>Kurtz’s lifelong concerns as a philosopher with the practical topics of ethics, politics, education, religion, science, and pseudoscience shaped the outlook of CSICOP from the very beginning.</div><div>At the conference inaugurating CSICOP, Kurtz spoke passionately on the scientific attitude versus antiscience and pseudoscience. He referred to “cults of unreason and other forms of nonsense” inundating even supposedly advanced societies. Recalling earlier ideological cults such as Nazism and Stalinism, he said, “Today, Western democratic societies are being swept by other forms of irrationalism, often blatantly antiscientific and pseudoscientific in character.” He worried that “large numbers of people are apparently ready and able to believe in a wide variety of things, however outrageous, without sufficient evidence or proof.” He gave examples of “the current rejection of reason and objectivity,” and lamented scholars who contend “that ‘one belief is a good as another’ and that there is a kind of ‘subjective truth’ immune to rational or evidential criticism.”</div><div>He said one dimension of the growth of irrationality is the proliferation of pseudoscience, and he gave examples, from then popular claims such as chariots of the gods and Bermuda triangles to perennial obsessions such as UFOs, astrology, and people who allege “psychic powers.”</div><div><br /></div></div></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div><div><div style="text-align: left;">I am not denying the constant need to examine evidence and to maintain an open mind. Indeed, I would insist that it is essential that scientists be willing to investigate claims of new phenomena. Science cannot be censorial and intolerant, nor cut itself off from new discoveries by making judgments antecedent to inquiry. Extreme forms of scientism can be as dogmatic as subjectivism. There is a difference, however, between the careful use of research methods on the one hand, and the tendency to hasty generalizations based upon slender evidence on the other. Regretfully, there is all too often a tendency for the credulous to latch onto the most meager data and frame vast conjectures, or to insist that their speculations have been conclusively confirmed, when they have not been.</div></div></div></blockquote><div><div><div><br /></div><div>“If we are to meet the growth of irrationality, we need to develop an appreciation for the scientific attitude as a part of culture,” Kurtz said. “…The goal of education should be to develop reflective persons—skeptical, yet receptive to new ideas; always willing to examine new departures in thought, yet insisting that they be tested before they are accepted.”</div><div>He countered concerns that science must therefore be cold and limited by referring to the “role of imagination in the sciences.” Said Kurtz: “Science can only proceed by being open to creative explorations in thought. The breakthroughs in science are astounding, and they will continue….We need to disseminate an appreciation for the adventure of the scientific enterprise.” And he said in embracing science’s double focus on reason and objectivity, we must also keep alive “the dramatic qualities of experience; poetry, music, and literature express our passionate natures….Our aesthetic impulses and our delight in beauty need cultivating. The arts are the deepest expression of our ‘spiritual’ interests, but we need to make a distinction between art and truth; for though we may appreciate aesthetic form, knowledge claims require rigorous testing.” [Quotes from Kurtz, Toward a New Enlightenment, 1994, pp. 123-133.]</div><div>Marcello Truzzi, a sociologist of science (Eastern Michigan University), was initially co-chairman with Kurtz of CSICOP. He too spoke at the founding meeting. He cautioned his colleagues not to place all occultist groups into one package. He offered a taxonomy of occultism, placing claims along a five-point scale according to whether their sources of validation were scientific, mystical, or something in between. He also emphasized that what distinguishes science from pseudoscience is not subject matter but methodology, and he listed principles inherent in science such as falsifiability and replicability. And Truzzi proposed two additional principles that have been the hallmark of skeptical evaluators ever since: “First, the burden of proof is on those who claim the existence of an anomaly; second, extraordinary proof is necessary for extraordinary claims.”</div><div>(The following year, Truzzi and CSICOP parted ways in an internal dispute that left bad feelings for years to come. One of the main issues was over the course of the Skeptical Inquirer, initially called The Zetetic and edited by Truzzi that first year, until August 1977. Truzzi wanted it to be more of an academic, especially sociological, journal; the others wanted it to deal with both academic matters and popular claims that interested and affected the public, and they wanted it to reach an audience beyond just academics. Also Truzzi wanted CSICOP to invite paranormal proponents into the organization, something the others strongly opposed. He also came from a viewpoint of cultural relativism concerning science, something that bothered many of the more science-oriented people on the committee.)</div><div>CSICOP’s birth received wide publicity. The New York Times [May 1, 1976, p. 26], under the headline, “Paranormal Phenomena Facing Scientific Study,” devoted 24 column inches to the committee’s concerns about “a rising tide of superstition and uncritical acceptance of paranormal phenomena” and its plans “to investigate such claims and publish scientific reports on their validity.” Science magazine did a reserved news article [197:646, Aug. 12, 1976]. And Science News published a three-and-a-third page article “Science and the Parascience Cults” [May 29, 1976] with a cover design showing a knight “challenging pseudoscience.” This article, based on its editor’s coverage of the organizational meeting and discussions with many of the CSICOP speakers, received the largest number of letters to the editor any article Science Newshad ever published. Clearly the committee had struck a responsive chord.</div><div>When CSICOP next met, in New York City in August 1977, it called a well-attended press briefing about a wide range of issues concerning the paranormal and issued a statement attacking Reader’s Digest for a “a serious act of journalistic imbalance” in a just-published and widely promoted article, “What Do We Really Know About Psychic Phenomena.” “This biased article,” CSICOP said in a letter it had sent to the popular magazine’s editor-in-chief, presents as fact a series of anecdotal and unsubstantiated ‘psychic’ experiences by individuals and pseudoscientists. It also reports ‘successful’ experiments of various sorts, without acknowledging that virtually all…were subsequently proved to be inadequately controlled, inconclusive, and in some cases, quite negative.” (The next year Reader’s Digest made amends by publishing a condensation of a March 1978 Smithsonian article about the committee’s concerns under the title “UFOs! Horoscopes! (And Other Nonsense)” [July 1978].)</div><div>The Associated Press and again the New York Times carried stories about CSICOP’s concerns about “a rising tide of uncritical belief in astrology, parapsychology, and other unfounded subjects” [New York Times, Aug. 8, 1977, p. A11]. The Times also spoke of the committee’s appeal to the media for more scientific balance in reporting on such subjects. These stories prompted the Washington Star to editorialize that the committee had overreacted. “It is overkill. It is classic gnat-killing by sledgehammer. It is the machine gunning of butterflies.” Such contrasting views about the validity of CSICOP’s concerns have carried down through the years in subsequent coverage about the organization.</div><div>In November 1977, CSICOP filed a formal complaint with the Federal Communications Commission against NBC for misleading the public about psychic phenomena in a two-hour pseudodocumentary program Exploring the Unknown. This complaint likewise gained considerable news coverage. Then, Time magazine (December 12, 1977) published a full-page article, “Attacking the New Nonsense,” about the committee’s challenges to paranormal claims. It referred to a wide range of concerns, quoted Paul Kurtz (and pictured both him and Uri Geller, whose feats it pointed out had been duplicated and successfully challenged by magician James Randi, a CSICOP founding Fellow), and said the committee believes that leaving paranormal claims unchallenged “will erode the spirit of skepticism that is healthy for both science and society.”</div><div>The publicity accompanying CSICOP’s birth and first year and a half of activism started a trend, one that continues to this day. Extensive media coverage about its activities and publications has been a hallmark of CSICOP’s work ever since. (CSICOP’s 1994 conference in Seattle, for example, was covered by several dozen print and television journalists and resulted in three different Associated Press articles.) A few university scientists within CSICOP have always been uncomfortable with this fact, preferring a more academic image, but Kurtz and most of the others realized from the beginning that a small group could have wide impact only through the multiplying effects of the media.</div><div>Besides, they reasoned, public education is one of the committee’s official reasons for being. CSICOP’s official mission statement, published each issue on the back cover of Skeptical Inquirer, says the committee “encourages the critical investigation of paranormal and fringe-science claims from a responsible, scientific point of view and disseminates factual information about the results of such inquiries to the scientific community and the public. It also promotes science and scientific inquiry, critical thinking, science education, and the use of reason in examining important issues. ” [Italics added]. All these involve public outreach, something to which CSICOP has devoted much effort.</div><div>CSICOP’s early years were marked not just by its successes but by a controversy it inherited and then got mired in involving the “Mars Effect” claims of French neoastrologer Michel Gauquelin. The details are too complex to go into here, but they involved the assertion by Gauquelin that European sports champions are born preferentially when Mars is in two of twelve sectors of the sky. Paul Kurtz had joined with statistician Marvin Zelen and astronomer George Abell to analyze Gauquelin’s evidence back before CSICOP had been founded and when Kurtz was Editor of The Humanist. They proposed a test called the Zelen test, which Gauquelin carried out and published in the November-December 1977 The Humanist. Therein a great dispute began over interpretations of the test’s outcome, which Gauquelin considered favorable to his hypothesis and Kurtz and Zelen considered ambiguous. A subsequent test by Kurtz, Zelen, and Abell using data on U.S. sports champions produced clear negative results, although an initial sample too small for statistical significance was consistent with Gauquelin’s hypothesis.</div><div>All this work engendered two controversies, one about the substantive aspects of the statistical claims and the tests of them, one an internal dispute that occupied much of the CSICOP Executive Council’s time for three or four years. Dennis Rawlins, an original member of the Executive Council and a critic of Gauquelin’s hypothesis, nevertheless felt strongly that the design of the Zelen tests was flawed and Kurtz, Zelen, and Abell’s negative interpretations of its results were inappropriate. He intensified his criticisms to a personal level, was eventually dropped from the Executive Council, and wrote a long critical article in the 1981 Fate which he called “sTARBABY.” The Skeptical Inquirer published Rawlins’ account of these matters in his ascerbic commentary “Remus Extremus,” together with an editor’s introduction and responding statements by the Executive Council and Kurtz and Abell (SI, 6[2]:58-67, Winter 1981-82).</div><div>Subsequently, Abell, Kurtz, and Zelen published a follow-up article in the Skeptical Inquirer reviewing and reappraising their experiments (7[3]:77-82, Spring 1983). They agreed with four criticisms of their statement about the Zelen test and three criticisms of their U.S. test. Nevertheless, they said their U.S. study was a valid one and it “gave results highly inconsistent with a Mars effect for athletes.” They concluded: “We regret that at the outset we had not the foresight to exercise a great deal more care in our experiments and in reporting them. Had we done so, we might have been able to reach conclusions more convincing to others. On the other hand, it is doubtful if anything we could have done would have settled the matter…We urge future investigators to proceed with utmost care.” They urged suspension of judgment about the “Mars effect” until there are future independent replications. This, and the previously mentioned policy statement about not doing research as an institutional body, ended CSICOP’s involvement in the “Mars effect” controversy. A French committee (CFEPP) has since been examining the hypothesis, and Kurtz recently briefly reviewed the current status of the scientific debate and the French results, which are negative (SI, 19(1):4, January-February 1995, pp. 4, 62).</div><div>Of the thousands of articles that have been written about CSICOP and The Skeptical Inquirer, two in particular stand out. The first is Douglas R. Hofstadter’s lengthy “Metamagical Themas” column in the February 1982 Scientific American. In Hofstadter’s lively, personal, and questioning philosophical style, it contrasted in detail “two kinds of inquiry: ‘National Enquirer’ and ‘The Skeptical Inquirer.’“ It ruminated on how we know what we know is true, and it summarized many substantive Skeptical Inquirer articles and discussions to capture the flavor and content of the magazine. Hofstadter summarized:</div><div><br /></div></div></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div><div><div style="text-align: left;">“The purpose of The Skeptical Inquirer is simply to combat nonsense. It does so by recourse to common sense, which means it is accessible to anyone who can read English. It does not require any special knowledge to read its pages, where nonsensical claims are routinely smashed to smithereens. All that is required to read this maverick journal is curiosity about how truth defends itself (through its agent CSICOP) against attacks from all quarters by unimaginably imaginative theorizers, speculators, eccentrics, crackpots, and out-and-out fakers.”</div></div></div></blockquote><div><div><div><br /></div><div>Hofstadter referred to The Skeptical Inquirer as a David fighting Goliath. “Its pages are filled with lively and humorous writing—the combat of ideas in its most enjoyable form.” He ended by saying the goal of the Skeptical Inquirer is not “to empty the vast ocean of irrationality that all of us are surrounded by” but to serve as “a steady buoy to which one can cling in that tulmultous sea.” Hofstadter’s article (reprinted, with a lively update, in his book Metamagical Themas, Basic Books, 1985) directly resulted in thousands of new Skeptical Inquirer subscribers.</div><div>The second is Carl Sagan’s “The Fine Art of Baloney Detection” in Parade Magazine, Feb. 1, 1987. A popular primer for newspaper readers on critical thinking and how not to be fooled, it included a sidebar on The Skeptical Inquirer. It referred to CSICOP as “the leading organization” of scientists, conjurers, and others devoted to examining the borders of science. “Its periodical, The Skeptical Inquirer, is cheerful, irreverent, instructive, and often very funny.” He then included a listing of 39 specific subjects discussed in its pages plus “innumerable cases of acute credulity by newspapers, magazines and television specials and news programs.”</div><div>Not all the notices have been favorable. Critics of the committee are legion, not just among astrologers, UFO promoters, psychics, and the like, but among some of the more respected parapsychological organizations and in parts of academia.</div><div>One common assertion of critics is that CSICOP is engaged in self-appointed “scientific vigilantism” against believers in the paranormal. CSICOP counters that it is simply offering an alternative voice usually ignored by believers and much of the media and is only trying to encourage critical thinking and a scientific attitude toward questionable claims. CSICOP is often depicted by critics as cold-hearted “debunkers,” whereas CSICOP contends that claims must stand or fall on the evidence and that negative judgments after full evaluation of the evidence are not to be scorned but are a part of legitimate scientific inquiry. It also constantly warns its colleagues that making judgments without, or prior to, investigation is not in the scientific spirit. CSICOP scientists also frequently point out that real science is constantly unveiling all sorts of marvelous and awesome wonders that far outstrip anything pseudoscience offers.</div><div>Another criticism is that it tends to treat all claims with the same all-out blunderbuss attack, lacking a sense of proportion between the trivial and the serious. This is occasionally true, but while it has been merciless in attacking the grandiose and self-serving assertions of “psychics,” for example, it has, at least in recent years, been far more moderate in its criticisms of the more respected work of experimental parapsychology. Some commentators contend that CSICOP’s concerns about the threat to science and reason and the entire rational tradition in Western civilization are exaggerated and that science is a strong institution not readily tumbled. That complaint may have truth to it, but CSICOP-affiliated scientists point out that science must function within the society of which it is a part, and that serious lack of understanding of scientific principles and of methods of analyzing complex claims and issues is dangerous for a technological society. Furthermore, the same kinds of concerns are frequently expressed by scientists and others who have no connection with CSICOP.</div><div>In his recent book Science in the New Age (University of Wisconsin Press, 1993), David J. Hess of Rensselaer Polytechnic Institute treats “skeptics” and the skepticism associated with CSICOP and its allies as one of three communities in parallel with “New Agers” and “parapsychologists.” They all have obvious differences, often vehement ones, about what constitutes valid and invalid knowledge, he says, but then contends they are nevertheless “also forging a shared culture….This emergent paranormal culture is enough ‘beyond’ (para) the mainstream that I think of it as a ‘paraculture.’“</div><div>Hess treats CSICOP members’ writings thoughtfully and seriously, but makes much of their martial and military metaphors and what he sees as tendency to adopt the role of self-conscious heroic underdog, “who may overstep the boundaries of scientific methods in order to preserve the rule of science” [p.88]. CSICOP has not responded in any institutional way, but its members typically see themselves as part of mainstream science and scholarship. This is so even though their level of concern about uncritical acceptance of paranormal claims may be greater than that of many of their colleagues.</div><div>Furthermore, CSICOP legitimately sees itself as far more heterogeneous and decentralized than do its critics. In an important sense, as noted earlier, there is no CSICOP. The organization is merely a small scientific and educational organization advocating science and reason. CSICOP has a tiny staff, mostly part-time, in Amherst, N.Y. Its chairman has numerous other responsibilities (founder of Prometheus Books, Editor of Free Inquiry magazine, chairman of the Council for Democratic and Secular Humanism, author of more than thirty books, for example) and has never received any CSICOP salary. The committee is financed entirely through subscriptions and donations and is always severely pressed for funds.</div><div>CSICOP is essentially a catalyst. It is the people out there in the universities, laboratories, and lecture halls who deal with these issues every day as part of their regular work—questions about the paranormal or fringe-science matters from their friends or students, queries from local radio stations or newspapers—it is they who are often considered “CSICOP.” They may be members of the organization (the several hundred Fellows or Scientific or Technical Consultants); oftentimes they are not. They’re just toilers in the field of ideas who share the concerns often enunciated by CSICOP members. That’s how it works.</div><div>The most visible work of CSICOP is The Skeptical Inquirer. It is edited far from CSICOP’s headquarters, in Albuquerque, New Mexico, where Kendrick Frazier, the Editor since August 1977, lives. (He also works as a staff member at a large national laboratory.) Frazier had previously been Editor of Science News magazine in Washington, D.C., and before that had edited the National Academy of Sciences’ monthly News Report. In consultation with an editorial board and reviewers, he makes decisions about articles and other material from authors scattered across the globe. The magazine is then copyedited and prepared, on a desktop publishing system, at CSICOP’s headquarters and printed in Virginia.</div><div>Starting with its January-February 1995 issue, the Skeptical Inquirer increased its frequency from quarterly to bimonthly and expanded from digest-size to a standard magazine-size. It has a paid circulation of about 35,000. Although traditionally mostly a subscription-only publication, in recent years it has gradually added newsstand circulation. In 1995 it began to extend its editorial reach through an additional 20,000 or so newsstand distribution.</div><div>Over the years, the Skeptical Inquirer has published some notable investigations. A few examples:</div><div>*Cold Reading. In “How to Convince Strangers That You Know All About Them” (Vol. 1 No. 2, Spring/Summer 1977), psychologist Ray Hyman reveals the techniques “psychics,” fortune-tellers, palm-readers, and virtually all pretenders to the divination trade use to make you think they have special knowledge about you and your future. This is the Skeptical Inquirer’s most-requested article.</div><div>*“Fooling Some of the People All of the Time” (Winter 1980-81). Another much-cited article. Psychologists Barry Singer and Victor Benassi constructed an experiment to demonstrate and explore the phenomenon that amateur psychic demonstrations compel many people to strong occult beliefs. A magician was presented to two separate classes as a “psychic,” to two other classes correctly as a “magician.” Two-thirds of all the classes believed he was a psychic. Even large numbers of those who had been shown how the tricks were done still believed they were “psychic.” One conclusion: “People can stubbornly maintain a belief about someone’s psychic powers when they know better.” We are typically inept at reasoning through even the simplest conceptual task involving alternative hypotheses.</div><div>*Project Alpha Experiment (Summer 1983). Magician/investigator James Randi, a CSICOP founding Fellow, “planted” two young magician friends, Steve Shaw and Michael Edwards, in the McDonnell Laboratory for Psychical Research at Washington University, St. Louis. The intent was to see whether the pro-psychic experimenters would introduce controls necessary to detect trickery and whether they would accept expert conjuring assistance in designing proper control procedures. They failed on both counts, and Randi’s demonstration, reported intially in Discover magazine, caused a tremendous uproar. Randi was both praised and castigated, and the laboratory eventually lost its private funding and shut down.</div><div>*The Hundredth Monkey Phenomenon (Summer 1985). Philosopher Ron Amundson investigated writer Lyall Watson’s widely publicized New Age claim that Japanese macaques, even on different islands, suddenly all learned a particular new potato-washing behavior once a critical mass of the population (a hundred) learned it, a paranormal-like “group consciousness.” Amundson checked the scientific sources Watson cited and showed that these articles themselves invalidated his claims. There was no hundredth monkey. There was no spontaneously learned behavior. Watson later admitted that he had made up most of the details (Amundson, Spring 1987). “I accept Amundson’s analysis of the origin and evolution of the Hundredth Monkey without reservation,” said Watson. “It is metaphor of my own making, based—as he rightly suggests—on very slim evidence and a great deal of hearsay.”</div><div>*Firewalking (Fall 1985). Physicist Bernard Leikind and psychologist William McCarthy walked on coals and explained how the ability has nothing to do with powers of the mind but with the low heat capacity of charcoal.</div><div>*“The Moon Was Full and Nothing Happened” (Winter 1985-86). Psychologists Ivan W. Kelly and James Rotton and astronomer Roger Culver reviewed and did a meta-analysis of 37 studies of the moon and human behavior. Despite much folk belief to the contrary, they found no causal link between lunar phases and behavior. They described the cognitive biases that lead to the beliefs.</div><div>*“Serious” astrology. In a comprehensive and thorough two-part analysis (“Does Astrology Have to Be True?” Winter 1986-87, Spring 1987), Geoffrey Dean examined in detail real astrology (not the popular version of newspaper columns and fairground tents), the reasons astrologers believe in it, and the very latest evidence. The conclusion: Astrology doesn’t meet any scientific tests, but it does not need to be true in order to “work.” Authentic birth charts are not essential. Bogus ones work just as well. Different astrological systems contradict each other. “Thus the real thing emerges as a kind of psychological chewing gum, satisfying but ultimately without real substance.”</div><div>*Testing Psi in China (Summer 1988). A CSICOP delegation (Paul Kurtz, James Randi, James Alcock, Philip J. Klass, Kendrick Frazier, and Barry Karr) was invited to China in 1988, where they tested a variety of psychics, a Qigong master, and some of China’s famous “psychic children” (in Xian). All the tests produced negative results. Under double-blind conditions, there was no correlation between the Qigong master’s movements and the “responses” of a woman in a separate room he was trying to affect by a Qigong “energy” supposedly emanating from his fingers. The psychic children failed all tests where cheating was prevented, and cheated on all tests where it was purposely allowed (to see what they would do). Their mentor enforced no experimental controls of his own, allowing the children to roam around and even outside the building at will during tests he controlled. He seemed mystified even at the need for the controls.</div><div>*“Near-Death Experiences: In or Out of the Body?” (Fall 1991). Psychologist Susan J. Blackmore examined near-death experiences by looking at neurochemistry, physiology, and psychology. She proposed a theory based on her laboratory experiments and computer simulations that explains the “tunnel effect” and other vivid aspects of the NDE experience in naturalistic terms. She sympathetically discussed how “an essentially physiological event” can nevertheless seem completely real and can change people’s lives profoundly.</div><div>*Subliminal persuasion. In three articles (Spring 1992), psychologists Anthony Pratkanis, Timothy Moore, Brady Phelps, and Mary Exum recounted experiments revealing the facts, fallacies, and myths of subliminal persuasion and so-called subliminal advertising.</div><div>*Facilitated Communication (Spring 1993). In two lead articles, pediatric psychologists James Mulick, John Jacobson, and Frank Kobe and psychologist Kathleen Dillon showed persuasively that the claims of facilitated communication, used in well-meant attempts to communicate with autistic and other children, were bogus. Controlled experiments revealed that the person doing the communicating is the adult “facilitator,” not the patient.</div><div>*Reincarnation (Fall 1994). Leonard Angel examined one of the strongest of Ian Stevenson’s 20 “most impressive” cases for reincarnation (the Imad Elawar case) and concluded that it fails on six fundamental points in providing any case for reincarnation. (Stevenson disputed the analysis.)</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-eUReNtetmW-QdZiEI0kUQrYtcKi1PzeQchrgWlr2dXKejQ87jrIN48zrx1zR8Aiuf20cewHE26FAtcS7haJ_InFvaQsQB67eEeX2CiaiQg5_7_UWinUk5GK42IkJ8s9IDjLk4tia8hrESJVF-HeGc2IF_8U1mq9JGtuIiK0Le9dU6nIP9190EhmXnqa3/s590/s-l1600.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="590" data-original-width="418" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-eUReNtetmW-QdZiEI0kUQrYtcKi1PzeQchrgWlr2dXKejQ87jrIN48zrx1zR8Aiuf20cewHE26FAtcS7haJ_InFvaQsQB67eEeX2CiaiQg5_7_UWinUk5GK42IkJ8s9IDjLk4tia8hrESJVF-HeGc2IF_8U1mq9JGtuIiK0Le9dU6nIP9190EhmXnqa3/w454-h640/s-l1600.jpg" width="454" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: justify;">In addition to these articles the Skeptical Inquirer has published in every issue since Summer 1983 a “Notes of a Fringe-Watcher” column by Martin Gardner. Gardner, a CSICOP founding Fellow, has been perceptive observer and critic of fringe-science, pseudoscience, and paranormalism for close to five decades. His first book on the subject, Fads and Fallacies in the Name of Science (Dover Books) is a classic. He followed that with Science: Good, Bad, and Bogus in 1981, and his Skeptical Inquirer columns have appeared in his more recent books The New Age: Notes of a Fringe-Watcher (1988, 1991) and On the Wild Side (1992), all from Prometheus. (Likewise, approximately 120 of the Skeptical Inquirer’s most important articles are available in three anthologies published by Prometheus Books,Paranormal Borderlands of Science,1981; Science Confronts the Paranormal, 1986; and The Hundredth Monkey and Other Paradigms of the Paranormal, 1991.)</div><div style="text-align: justify;">Most of the specific articles described earlier are investigative, and that may be the image of the prototypical Skeptical Inquirer article. They tend to be the most controversial ones. But probably the greatest share of articles the magazine publishes are explanatory, informational, or tutorial. (Examples of the latter: “The Right Hemisphere: An Esoteric Closet?” sorting through what’s true and untrue in popular concepts about underuse of the brain’s right hemisphere, Summer 1993, and “Why You Are Unmoved as the Oceans Ebb and Flow,” about tides and the body, Fall 1994.) Or they might discuss philosophical, scientific, educational, or social issues involving science, fringe-science, and the paranormal, and how they interrelate. (Two recent examples: Carl Sagan’s “Wonder and Skepticism,” January-February 1995, and William Grey’s two-part “Philosophy and the Paranormal,” Winter and Spring 1994.)</div><div style="text-align: justify;">The magazine has also published a number of articles intended to help people gain an understanding of unusual experiences so that they may see alternative explanations to the paranormal one. A good example is psychologist Susan Blackmore’s “Psychic Experiences: Psychic Illusions” (Summer 1992), where she showed how psychic experiences are the inevitable consequence of how we think and that they are comparable to visual illusions. The Skeptical Inquirer has even published an occasional entertaining profile, such as “Luis Alvarez and the Explorer’s Quest” (Fall 1989), “Penn and Teller: The Magical Iconoclasts” (Spring 1991), and “Jack Horkheimer, ‘Star Hustler,’“ (Summer 1993). When Isaac Asimov died, editor Frazier wrote a long personal essay about Asimov’s phenomenal body of work and solicited tributes from prominent scientists and science fiction authors worldwide (Fall 1992). Likewise, when Carl Honorton died, Susan Blackmore wrote about his legacy to parapsychology (Spring 1993).</div><div style="text-align: justify;">In a column “New Directions, Awesome Science, and Critical Inquiry” (Winter 1990), the editor announced a widening of the scope of the Skeptical Inquirer to include occasional pieces on scientific advances and a sense of the adventure of science. He also inaugurated a series of articles and essays on science education and on critical thinking. A later column, “Our Wide and Fertile Field” (Summer 1993), noted how the magazine had begun exploring more topics along the borderlands of science—the “broad and fuzzy area” where “good science and bad science, real science and bogus science, and everything in between, coexist in uncomfortable disharmony”. These are areas that “don’t fit any classic description of the ‘paranormal.’“ Examples: multicultural pseudoscience, self-help books, claims of ritualistic cult abuse, probability paradoxes, misuses of hypnosis, and “honesty” tests for employment. “Many involve important issues that make mainstream news, cause problems, raise disturbing questions, affect our lives. All merit serious, scientifically informed analysis.”</div><div style="text-align: justify;">This slowly broadening scope of the magazine extends its reach well beyond the core paranormal topics and concerns. Evaluating paranormal claims will probably always be its central mission. But the Skeptical Inquirer plans to continue to broaden its scope to examine more mainstream issues that affect broad segments of society.</div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOj-NHO8SB5998fuSWR3XBW6Kmu5SpGKWh6czuLd1Pmi_lcrrbIpImnrMOHa_BUeowh1xIEjM6FwpzWs4t1uwPE4FHT7XLnsz_FttRMMNuhHfqhW7anEzlrtYYYAFnFGnSYIyy0jTJhhWohFB7tD3qfqjV1JTmk8e10aZKFxUEw0lr9nRCPcA-nKtkyJJi/s1983/Stanford_1984_CSICOP_Conference.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1354" data-original-width="1983" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOj-NHO8SB5998fuSWR3XBW6Kmu5SpGKWh6czuLd1Pmi_lcrrbIpImnrMOHa_BUeowh1xIEjM6FwpzWs4t1uwPE4FHT7XLnsz_FttRMMNuhHfqhW7anEzlrtYYYAFnFGnSYIyy0jTJhhWohFB7tD3qfqjV1JTmk8e10aZKFxUEw0lr9nRCPcA-nKtkyJJi/s320/Stanford_1984_CSICOP_Conference.jpg" width="320" /></a></div></div><div style="text-align: center;"><span style="font-size: x-small;">CSICOP Congress in Stanford, California, in 1984. </span></div><div style="text-align: center;"><span style="font-size: x-small;">From left to right: Leon Jaroff, Paul Kurtz, Philip Klass and Mark Plummer.</span></div><div><br /></div><div style="text-align: justify;">This broadening scope has also been true of CSICOP’s series of annual conferences. Held at somewhat more than yearly intervals since 1983, the conferences have covered a wide range of issues, some related to the paranormal and some not. But they seem always to attract knowledgeable persons, usually from academia, able to address important issues with balance, authority, and responsibility. The latest, “The Psychology of Belief,” in Seattle in June 1994, was said by many attendees to have been the best yet. It had sessions on “The Belief Engine: How Worldviews are Formed,” “How We Fool Ourselves: Anomalies of Perception and Interpretation,” “Memory: How Reliable Is It?” “Influencing Beliefs in the Courtroom,” “Conspiracy Theories,” “Near-Death Experiences,” and the keynote address by Carl Sagan. Those who have attended have given the conferences high marks for their quality.</div><div style="text-align: justify;">In 1989, lawsuits began to occupy CSICOP’s time and absorb its financial resources. Two major libel lawsuits, the first (in 1989) by Maryland “paranormal researcher” Eldon Byrd and the second (in 1991) by self-proclaimed “psychic” Uri Geller, were filed against James Randi, with CSICOP named as codefendant. The Byrd suit requested $38 million in damages, the Geller suit $15 million. Both involved remarks allegedly made by Randi, outside of any CSICOP forum, the first in a lecture in New York City and in a now-defunct magazine, the second in an interview in the International Herald-Tribune. (A third suit, filed by Geller against Randi and CSICOP in New York, was dismissed early on a technicality.) Randi had been in an extended dispute with Geller ever since Geller’s rise to prominence in the 1970s, when Randi had set about exposing various Geller feats as conjuring tricks.</div><div style="text-align: justify;">The suits proved very costly for CSICOP and Randi to defend—and it more ways than just financial. CSICOP was initially constrained for legal reasons from openly discussing details of the cases, but in “On Being Sued: The Chilling of Freedom of Expression” (Skeptical Inquirer, 16:114-117, Winter 1992), chairman Paul Kurtz spoke to the larger issues of the threat the suits posed to the freedom of speech, scientific inquiry, and dissent. He said such lawsuits were an attempt to “drain skeptics financially” and tie up all their time and resources. He said CSICOP always hoped to avoid legal wrangles and sought to deal with all issues at an intellectual level, but added: “. . . When the principles upon which CSICOP was founded are at stake, we are prepared to do battle all the way, if it should prove necessary. CSICOP and the Skeptical Inquirer have often presented controversial and provocative critiques that we consider important scientific contributions. We believe deeply in a free press, freedom of speech and scientific inquiry and the importance of dissent.” He said the suits had had a “chilling effect on full and frank discussion of these issues,” but vowed, “in these stormy seas of misfortune” to attempt to “keep the skeptics’ ship afloat. . . .We do not intend to be silenced.”</div><div style="text-align: justify;">Kurtz also candidly discussed the pain the lawsuits had caused in the committee’s relationships with Randi, one of its original founding Fellows and a longtime member of its Executive Council. Randi had by then separated from CSICOP, partly to protect it from further suits and partly because of ill feelings enCSICOP by necessity had to insist that it should not and cannot be held legally liable for statements made by its Fellows outside of CSICOP forums. Randi was, and is, a hero to CSICOP and to the worldwide skeptical movement generally, and the whole matter was a sad and extremely painful episode for all involved.</div><div style="text-align: justify;">The legal defenses proved successful. In the Byrd case, CSICOP was found not to have libeled Byrd. Randi was found guilty but the judgment nevertheless proved to be a victory because the jury set damages at zero.</div><div style="text-align: justify;">In the Geller case, the U.S. District Court in Washington, D.C., agreed with CSICOP’s contention that its inclusion on the suit constituted legal harassment and awarded CSICOP monetary sanctions. Geller filed motions for reconsideration, which were denied, and the court on July 27, 1993, entered judgment against Geller for $149,000, representing fees and costs incurred by CSICOP in defending the actions. Geller then appealed, and on December 9, 1994, the U.S. Court of Appeals in the District of Columbia found “ample support for the district court’s imposition of sanctions against Geller. . . . Given Geller’s litigious history, we find no abuse of discretion in this direct imposition of sanctions.” It affirmed the sanctions against Geller.</div><div style="text-align: justify;">Despite the legal victory, CSICOP in early 1995 had yet to receive any money from Geller. It appeared the organization would have to expend still more legal resources in an attempt to recover the monetary sanctions. The committee had been saved from financial ruin only by supporters’ and subscribers’ contributions to a Legal Defense Fund it had set up to help pay for the costs of defending itself against the suits. Randi, with a series of his own victories, continued his legal fights with Geller, but they had cost him dearly. A private James Randi Legal Defense Fund had helped pay some of his legal costs, but he had nevertheless suffered terribly both financially and otherwise.</div><div style="text-align: justify;">After years in a less than desirable location in Buffalo, N.Y., CSICOP in 1992 finally occupied permanent quarters in suburban Amherst, N.Y., across from the campus of SUNY-Buffalo where it was founded. CSICOP made plans to celebrate its twentieth anniversary there in 1996. In recent years, CSICOP has been carrying out a capital campaign to modernize an existing building on the new site and erect a new one to bring a sense of permanence and long-term stability to an organization of which Paul Kurtz said at its founding, “We don’t know how large our committee will become or how ambitious its efforts will be.”</div><div style="text-align: justify;">Kurtz wrote in the Skeptical Inquirer (January-February 1995): “When CSICOP was founded 18 years ago, little did we imagine that it would receive such a positive reception from thoughtful persons in the scientific community and elsewhere who were skeptical of psychic phenomena, astrology, ufology, homeopathy, and the newer, bizarre beliefs of the New Age. Nor did we imagine that paranormal claims would continue to proliferate throughout the world….Thank you…for helping make the Skeptical Inquirer and CSICOP so relevant and vital.”</div><div style="text-align: justify;">In his book The New Skepticism (Prometheus 1992) and a Skeptical Inquirer essay by the same title (18:139, Winter 1994), Paul Kurtz contrasted pragmatic “skeptical inquiry” or what he called the new skepticism with other forms of skepticism. “A key difference between this and earlier forms of skepticism is that it is positive and constructive. It involves the transformation of the negative critical analysis of the claims to knowledge into a positive contribution to the growth and development of skeptical inquiry. . . .This skepticism is not total, but is limited to the context under inquiry.” He called for its application to many areas, not just the formal sciences. And he called upon investigators always to be open-minded about new possibilities, “always be willing to question or overturn even the most well-established principles in light of further inquiry.” The “new skepticism” may well serve as a philosophical guide for the committee’s future course.</div><div style="text-align: justify;">In his keynote address to the 1994 CSICOP conference (published in the Skeptical Inquirer as “Wonder and Skepticism,” 19(1):24-30, January-February 1995), CSICOP Fellow Carl Sagan gave a ringing endorsement of the positive virtues of scientific skepticism. “Why is it so successful?” he asked. “Science has built in error-correcting mechanisms…There are no forbidden questions. Arguments from authority are worthless. Claims must be demonstrated. Ad hominem arguments…are irrelevant….Our preferences do not determine what’s true. We have a method, and that method helps us to reach not absolute truth, only asymptotic approaches to the truth—never there, just closer and closer, always finding vast new oceans of undiscovered possibilities.” And he warned fellow skeptics against an “Us vs. Them” polarization—“the sense that we have a monopoly on the truth….This is nonconstructive. It does not get our message across.” He called instead for acknowledging “the human roots of pseudoscience and superstition” and noting “that the society has arranged things so that science is not well taught.” He said what’s necessary is “a judicious mix” of “almost complete openness to new ideas” and “the most vigorous and uncompromising skepticism.” Skeptical questioning, he said, “is the affordable price we pay for having the benefits of so powerful a tool as science.”</div><div><br /></div><div><span style="font-size: x-small;">(Adapted from: https://skepticalinquirer.org/history-of-csicop/)</span></div></div><div><br /></div></div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world.html" target="_blank">NEO-SKEPSIS # 15</a></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div></div><div class="separator" style="clear: both; text-align: center;"><br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-11308174024212241432023-09-11T18:21:00.015-07:002023-10-27T10:53:01.320-07:00NEO-SKEPSIS # 15: SKEPTICISM IN THE WORLD (I)<div style="text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihdU9pBWt4h6X6gRelyCMIXSv87586xaLej-KVMVhqz2-IZVCmo1AstGGo4x3gSFbAmLQOMVx4zhWgYtcXW0dSvcA6ZZiPwPgcR6mSXVwkXlAr_POcLeUMmo0QmGbzwJcjoGGtmDQETO2wPFdSBcQgbpRXrnIe_nGKxsymcV7MJ3M2khKFR5duBRvpaRf5/s1070/The_Incredulity_of_Saint_Thomas_by_Caravaggio.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="776" data-original-width="1070" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihdU9pBWt4h6X6gRelyCMIXSv87586xaLej-KVMVhqz2-IZVCmo1AstGGo4x3gSFbAmLQOMVx4zhWgYtcXW0dSvcA6ZZiPwPgcR6mSXVwkXlAr_POcLeUMmo0QmGbzwJcjoGGtmDQETO2wPFdSBcQgbpRXrnIe_nGKxsymcV7MJ3M2khKFR5duBRvpaRf5/s320/The_Incredulity_of_Saint_Thomas_by_Caravaggio.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;"><span style="text-align: left;"><i>Incredulità di San Tommaso </i></span>(1602) by Michelangelo Merisi da Caravaggio</span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;">Lima, January-June, 2023</span></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p><div class="separator" style="clear: both; text-align: left;"><b><a href="https://peruhumanaratio.blogspot.com/2023/09/history-of-csicop.html" target="_blank">HISTORY OF CSICOP: THE FIRST 20 YEARS: 1976-1996 </a></b></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><div class="separator" style="clear: both; text-align: left;">Kendrick Frazier (1942–2022), Editor of <i>The Skeptical Inquirer</i> (1978-2022)</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><b><a href="https://peruhumanaratio.blogspot.com/2023/09/brief-history-of-cipsi-peru.html" target="_blank">BRIEF HISTORY OF CIPSI-PERU: THE FIRST SKEPTICAL GROUP IN PERU</a></b></div><div class="separator" style="clear: both; text-align: left;">Manuel A. Paz y Miño, Editor of <i>Neo-Skepsis</i></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both;"><b><a href="https://peruhumanaratio.blogspot.com/2023/09/in-search-of-relevance.html" target="_blank">IN SEARCH OF RELEVANCE: HISTORY AND ACTIVITIES OF THE AUSTRALIAN SKEPTICS</a></b></div><div class="separator" style="clear: both;">Tim Mendham, Executive Officer, Editor, and a Life member of Australian Skeptics</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><b><a href="https://peruhumanaratio.blogspot.com/2023/09/the-netherlands-skepsis.html" target="_blank">THE NETHERLANDS – SKEPSIS</a></b></div><div class="separator" style="clear: both;">Jan Willem Nienhuys, a board member and Secretary of Stichting Skepsis, and Editor of its magazine <i>Skepter</i></div><div class="separator" style="clear: both;"><i><br /></i></div><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><b><a href="https://peruhumanaratio.blogspot.com/2023/09/past-and-present-of-arp-sapc.html" target="_blank">PAST AND PRESENT OF ARP-SAPC:</a></b></div><div class="separator" style="clear: both;"><b><a href="https://peruhumanaratio.blogspot.com/2023/09/past-and-present-of-arp-sapc.html" target="_blank">SOCIETY FOR THE ADVANCEMENT OF CRITICAL THINKING</a></b></div><div class="separator" style="clear: both;">Juan A. Rodríguez, </div><div class="separator" style="clear: both;">Secretary of ARP-SAPC and Editor of the magazine<i> El Escéptico.</i></div><div class="separator" style="clear: both;"><i><br /></i></div></div><div><br /></div></div><div class="separator" style="clear: both; text-align: center;"><a href="https://neo-skepsis.blogspot.com/2022/11/neo-skepsis-14-los-milagros.html" target="_blank"><b>GO TO </b><span style="text-align: left;"><b>NEO-SKEPSIS # 14: MIRACLES (IN SPANISH)</b></span></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://peruhumanaratio.blogspot.com/2023/09/neo-skepsis-15-skepticism-in-world-i.html" target="_blank">GO TO NEO-SKEPSIS # 16: SKEPTICISM IN THE WORLD (II)</a></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><center style="text-align: left;"><b><a href="https://peruhumanaratio.blogspot.com/2020/04/neo-skepsis.html" target="_blank">NEO-SKEPSIS</a></b> (New Skepticism) is a critical-rationalist magazine, and publishes papers and articles in Spanish on skepticism about paranormal, supernatural and pseudo-scientific claims. </center><center style="text-align: left;"><br /></center><center style="text-align: left;"><span><span><span style="text-align: justify;"><b><a href="https://peruhumanaratio.blogspot.com/2020/04/neo-skepsis.html" target="_blank">NEO-SKEPSIS</a></b> is published by the</span><span style="font-family: inherit;"> </span><a href="http://www.oocities.org/cipsiperu" style="font-family: inherit;">Center of the Investigation of the Paranormal Phenomena, Pseudo-sciences and Irrationality in Peru (CIPSI-PERU)</a><span style="font-family: inherit;">, </span></span></span><span style="font-family: inherit;">and the </span><span style="font-family: inherit;"><a href="http://peruhumanaratio.blogspot.com/2009/03/peruvian-rationalist-humanists.html?m=0">Peruvian Rationalist Humanist Institute (IHURA-PERU)</a>.</span></center></div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both;"><br /></div></div><div class="separator" style="clear: both; text-align: left;"><br /></div></span></div><p></p><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><br /></span></div><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-13155365606443179572022-08-15T12:53:00.012-07:002023-09-14T09:39:31.378-07:00 NEO-SKEPSIS Magazine # 12, 13 & 14, Lima, 2022<div style="text-align: center;"><span style="font-family: inherit;"><span><b>NEO-SKEPSIS</b> </span><span>(New Skepticism), a </span><span>rationalist and critical Magazine in Spanish of the claims of the paranormal.</span></span></div><div style="text-align: center;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: center;"><b><a href="https://neo-skepsis.blogspot.com/2022/06/neo-skepsis-12-lo-paranormal-en-el.html" target="_blank"><span style="font-family: inherit;">NEO-SKEPSIS # 12:</span></a></b></div><div style="text-align: center;"><a href="https://neo-skepsis.blogspot.com/2022/06/neo-skepsis-12-lo-paranormal-en-el.html" target="_blank"><b><span style="font-family: inherit;">THE PARANORMAL IN THE WORLD (II)</span></b></a></div><div style="text-align: center;"><span style="font-family: inherit;">Lima, January-April, 2022</span></div><div style="text-align: center;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTiHuKte1gBfllNL9aF8HMZl2J2LDNdhO5E_scWYRS_MssrTp4AWi4Z0CNOC1IdoUtSKz6IbJY-FTtNBkyMid22xQL3j64PuWKLx6eLa7PPB2D0t1aOmNgre0moW1KTHwhTEqOUgqudj8vZKOm1xyIm1_hvq7NwEpWRDkhMzwQLvnV2MrT1dk7PFlxGw/s1593/manos-de-pintura-129850526.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="955" data-original-width="1593" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTiHuKte1gBfllNL9aF8HMZl2J2LDNdhO5E_scWYRS_MssrTp4AWi4Z0CNOC1IdoUtSKz6IbJY-FTtNBkyMid22xQL3j64PuWKLx6eLa7PPB2D0t1aOmNgre0moW1KTHwhTEqOUgqudj8vZKOm1xyIm1_hvq7NwEpWRDkhMzwQLvnV2MrT1dk7PFlxGw/s320/manos-de-pintura-129850526.jpg" width="320" /></span></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><i>Hands painting</i> inspired by <i>Hands drawing</i> by M C Escher</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://neo-skepsis.blogspot.com/2022/07/neo-skepsis-13-pensamiento-critico.html" target="_blank"><span style="font-family: inherit;">NEO-SKEPSIS # 13:</span></a></b></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://neo-skepsis.blogspot.com/2022/07/neo-skepsis-13-pensamiento-critico.html" target="_blank"><span style="font-family: inherit;">CRITICAL THINKING</span></a></b></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;">Lima, May-August, 2022</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigu_mFWMX8rE2k8F4AXm8PvIW8ihIIQSgEW50JNsTN_bcl8HM1VGSDPy2qF8tqPF9lUwshRP6p3xCwnagQuomT2G9F_ldf22G0d1Ep5GxxP_qqMEy0w9vleYJwEd418M4wxvPB_M_uAoHzHPbeESofYtRQlybecgDrLkLjn6tboXEcb-mjQH8SocVbrg/s1000/eA7n9Bp7xvMQCD7EZVDh_url_image.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="374" data-original-width="1000" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigu_mFWMX8rE2k8F4AXm8PvIW8ihIIQSgEW50JNsTN_bcl8HM1VGSDPy2qF8tqPF9lUwshRP6p3xCwnagQuomT2G9F_ldf22G0d1Ep5GxxP_qqMEy0w9vleYJwEd418M4wxvPB_M_uAoHzHPbeESofYtRQlybecgDrLkLjn6tboXEcb-mjQH8SocVbrg/w320-h166/eA7n9Bp7xvMQCD7EZVDh_url_image.jpg" width="320" /></span></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;">(Image from Solve for Tomorrow)</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span><a href="https://neo-skepsis.blogspot.com/2022/11/neo-skepsis-14-los-milagros.html" style="text-align: left;" target="_blank"><span style="color: #2b00fe; font-family: inherit;"><b>NEO-SKEPSIS # 14: </b></span></a></span></div><div class="separator" style="clear: both; text-align: center;"><span><a href="https://neo-skepsis.blogspot.com/2022/11/neo-skepsis-14-los-milagros.html" style="text-align: left;" target="_blank"><span style="color: #2b00fe; font-family: inherit;"><b>MIRACLES </b></span></a></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;">Lima, De<span style="color: black; text-align: left;">cember 21, 2022</span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh8SPLXOgJfmKruuZhLBiZqsthh7GjvbUG0Sx83m6zUq4lNdocUcETwg2NCRUEEgNoFasfhPZS6iKqoaUtNrBgMx7vnlxVU5cWsfbdSOxYci7vPPH8zud_CzODc6JXUKkQTWzaxnpmYxrPecssuQvXNhrT1PJxkb7hASjgD0GkLqoVkTZW-ggW43lTK7A/s412/San%20Mart%C3%ADn%20y%20la%20levitaci%C3%B3n.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="412" data-original-width="290" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh8SPLXOgJfmKruuZhLBiZqsthh7GjvbUG0Sx83m6zUq4lNdocUcETwg2NCRUEEgNoFasfhPZS6iKqoaUtNrBgMx7vnlxVU5cWsfbdSOxYci7vPPH8zud_CzODc6JXUKkQTWzaxnpmYxrPecssuQvXNhrT1PJxkb7hASjgD0GkLqoVkTZW-ggW43lTK7A/s320/San%20Mart%C3%ADn%20y%20la%20levitaci%C3%B3n.jpeg" width="225" /></a></span></div><span style="font-family: inherit;"><br /><b><a href="http://peruhumanaratio.blogspot.com/2020/04/neo-skepsis.html?m=1">NEO-SKEPSIS</a></b> (New Skepticism) is the official organ of the <b><a href="http://cipsi-peru.blogspot.com/" target="_blank">Committee for the Investigation of the Paranormal, Pseudoscientific and Irrational in Peru (CIPSI-PERU)</a></b>, published by <b><a href="http://edicionesfilosofiaaplicada.blogspot.com/" target="_blank">Ediciones de Filosofía Aplicada (EFA)</a></b> with the support of <b><a href="http://peruhumanaratio.blogspot.com/" target="_blank">Humanists Rationalists of Peru (HURA-PERU)</a>.</b></span></div></div><span style="font-family: inherit;"><br /></span><br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-41328993926751407942022-08-15T12:35:00.008-07:002024-01-31T16:48:53.160-08:00EUPRAXOPHIA Magazine # 13, 14 & 15, Lima, 2022<p style="text-align: center;"> <span style="font-family: inherit;"><b><a href="http://peruhumanaratio.blogspot.com/2020/04/eupraxophia.html?m=1">EUPRAXOPHIA</a> (</b><b>Wisdom for the good life) </b>is <span>a Secular Humanist Magazine in Spanish</span></span></p><div style="text-align: center;"><span style="font-family: inherit;"><b><a href="https://eupraxofia.blogspot.com/2022/05/eupraxofia-13-religion-y-moral.html" target="_blank">EUPRAXOPHIA # 13</a>: <br /></b><span style="text-align: left;"><b><a href="https://eupraxofia.blogspot.com/2022/05/eupraxofia-13-religion-y-moral.html" target="_blank">RELIGION AND MORALITY</a></b></span></span></div><div style="text-align: center;"><span style="background-color: white; color: #222222; font-family: inherit;">Lima, January-April, 2022</span></div><div style="text-align: center;"><span style="background-color: white; color: #222222; font-family: inherit;"><br /></span></div><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNd8AT_rWt6O0vr59Nk-ax_gETM-XPulP4lj-Ft7fiUmiONzYiHv7-daiJknIA67CDyZi8ViwDhgMVM06goXj-p4Sw-fBq9SXQCprTypNEehXjSYwCO7yLnMza2nEzObpzUJss7ENIT4GJGDWZhY5p0EXZcrPKCOdQLVGqBbKeHaw5MSR4qE-OEUSg/s1024/Hoffman-ChristAndTheRichYoungRuler.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="808" data-original-width="1024" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNd8AT_rWt6O0vr59Nk-ax_gETM-XPulP4lj-Ft7fiUmiONzYiHv7-daiJknIA67CDyZi8ViwDhgMVM06goXj-p4Sw-fBq9SXQCprTypNEehXjSYwCO7yLnMza2nEzObpzUJss7ENIT4GJGDWZhY5p0EXZcrPKCOdQLVGqBbKeHaw5MSR4qE-OEUSg/s320/Hoffman-ChristAndTheRichYoungRuler.jpg" width="320" /></span></a></div><div style="text-align: center;"><span style="font-family: inherit;">"Christ and the Rich Young Ruler" by Heinrich Hofmann, 1889</span></div><div style="text-align: center;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: center;"><span style="font-family: inherit;"><b><a href="https://eupraxofia.blogspot.com/2022/07/eupraxofia-14-separacion-estado-e.html" target="_blank">EUPRAXOPHIA # 14</a>:<br /></b><b><a href="https://eupraxofia.blogspot.com/2022/07/eupraxofia-14-separacion-estado-e.html" target="_blank">SEPARATION OF STATE AND CHURCH</a></b></span></div><div style="text-align: center;"><span style="background-color: white; color: #222222; font-family: inherit;">Lima, Mayo-August, 2022</span></div><div style="text-align: center;"><span style="background-color: white; color: #222222; font-family: inherit;"><br /></span></div><div style="text-align: center;"><span style="background-color: white; color: #222222; font-family: inherit;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7wL-3xSWE_N17YLgCiEoKwiuU9JIDN3kfiWERdLQtRUtpY9ku5XhrIiRUasjxESgJ4QWfXbKpfPQ84kAdXzVXRxDIW_vTEayNl873GvtBweE5QGgVdPhIYXxjK9mvqXh3r8tZTtYGHPEIsi5GKyKAdhx1aw1P_k66HFLwAlYMTFAOFxbW3SJIteey/s1200/ei.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="1200" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7wL-3xSWE_N17YLgCiEoKwiuU9JIDN3kfiWERdLQtRUtpY9ku5XhrIiRUasjxESgJ4QWfXbKpfPQ84kAdXzVXRxDIW_vTEayNl873GvtBweE5QGgVdPhIYXxjK9mvqXh3r8tZTtYGHPEIsi5GKyKAdhx1aw1P_k66HFLwAlYMTFAOFxbW3SJIteey/s320/ei.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://eupraxofia.blogspot.com/2022/10/eupraxofia-15-etica-sin-religion.html" target="_blank">EUPRAXOPHIA # 15: </a></b></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://eupraxofia.blogspot.com/2022/10/eupraxofia-15-etica-sin-religion.html" target="_blank">ETHICS WITHOUT RELIGION</a></b></div><div class="separator" style="clear: both; text-align: center;"><span style="color: black;">Lima, septiembre-diciembre, 2022</span></div><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivs7ZKml2B2l1ZNBjJof04wuXH2iHsG6GKADTYfmRJVw6ChTbU8pZBEdIz7aR_pNxSy45RtbtwJ9yYjm1CovW0pInZADVUUazZ_E_S9pZS6CR5UwbCNE60mw8Ub2ynum60BY7qa8WRzA7K0BC-xF8DeydkZjVsY-5D9J_6QdnDR8vPuQL6QaLoSAENlFsG/s522/image%20(1).png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="522" data-original-width="500" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivs7ZKml2B2l1ZNBjJof04wuXH2iHsG6GKADTYfmRJVw6ChTbU8pZBEdIz7aR_pNxSy45RtbtwJ9yYjm1CovW0pInZADVUUazZ_E_S9pZS6CR5UwbCNE60mw8Ub2ynum60BY7qa8WRzA7K0BC-xF8DeydkZjVsY-5D9J_6QdnDR8vPuQL6QaLoSAENlFsG/s320/image%20(1).png" width="307" /></a></div></div><div class="separator" style="clear: both; text-align: center;"><br /></div><b style="background-color: transparent;"><a href="http://peruhumanaratio.blogspot.com/2020/04/eupraxophia.html?m=1">EUPRAXOPHIA</a> </b><span style="background-color: transparent;">(Wisdom for the good life) is a magazine of </span><a href="http://peruhumanaratio.blogspot.com/" style="background-color: transparent;" target="_blank">Rationalist Humanists of Peru (HURA-PERU)</a><span style="background-color: transparent;">, and </span><span style="background-color: transparent;">published by </span><a href="http://edicionesfilosofiaaplicada.blogspot.com/" style="background-color: transparent;" target="_blank">Ediciones de Filosofía Aplicada (EFA)</a></div></div></span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-27604054232301237042022-08-15T11:58:00.007-07:002022-08-16T09:25:35.889-07:00Review<i>To Light the Flame of Reason. Clear Thinking for the Twenty-First Century</i> by Christer Sturmark. With contributions and a foreword by Douglas Hofstadter. Amherst, NY: Prometheus, 2022, pp. 354.<br /><br /><div style="text-align: center;"><a href="#"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3fmmRZgXJ_nIxu2sOf9HQJW1a7EzzDqH5y4c2gMUnyGhAB_wPiSs24gtc1dLWiyN3XJxLEdSE6p8a-sy8R4nmnVcme3TwdOVInJ-ujoUy0xX1lH_22SMgl-m75TWdiFb4S2xGinThw82_UhJK_QKAU_PnlbQ0IojarqPzcXKsDFHaPQBUvTniu8PYTQ/s320/reason.jpg" /></a></div><br /><br />By Manuel Paz y Miño, Editor of <i>Eupraxophia </i>and <i>Neo-Skepsis</i>.<br /><br />Swedish author Christer Sturmark (1964) has a master's degree in computer science, and he is an information technology entrepreneur, publisher and secular humanist activist.<br /><br /><div style="text-align: center;"><a href="#"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjO0XAhy5buQiVOiDwOQuEE2aEDaavo9kjBp16kxWBWh8hjVPjPgN8fdVGgGuCrhhORDgQ_X3B2sf4lEKkAd29A-UzB4gkFNbFP5ZQNUFYRhD2LyK9I0gWyDyY8hLANct2538kTNI1-qYJAmLD3ktyJ3EPJy4pckXvu7W1_kJ-FsOAf16b9c0_gQgr2w/s320/Christer-Sturmark-feb-13-webb.jpg" /></a></div><div style="text-align: center;">Christer Sturmark</div><div style="text-align: center;">(Photo from fritanke.se)</div><br /><br />His book has been originally written and published in Swedish with the title <i>Upplysning i det 21: a århundradet </i>[Enlightenment in the 21st century] and translated into English by Douglas Hofstadter--a winner of a Pulitzer award--. It has a foreword by him, another one and a prelude by author, 2 parts with a total of 14 chapters and each one of them ends with an interlude or short article, all of them focus with or a philosophical view or a scientific one. The original version has 18 chapters, some of them with a focus in issues on Sweden, and it was launched in 2015 by Sturmark’s publishing house Fri Tanke (Free Thought) where were translated into Swedish and published also works by Richard Dawkins, Daniel Dennett, Rebecca Goldstein, Mikhail Gorbachev, Andrew Hodges, Steven Pinker, etc. (p. xii).<br /><br />Author’s foreword remembers some conspiracy theories, the prohibition of words and pictures making fun of religion around the world threatening their authors with death, as was ordered by Ayatollah Khomeini against Salman Rushdie in 1989 because of the mockery of Muhammad in his book <i>The Satanic Verses</i> (an unsuccessful attempt against him has been made on August 12, 2022 at the New York state), and other cases against freedom of speech and human rights in several European and Asian countries (pp. xv-xvi). <br /><br />Sturmark’s antidote to all this is a revival of “enlightenment values,” the art of clear thinking and bring about a renaissance of secular ethics. He says<br /><br />I also harbor a hope that such ideals could come to be included in the school systems throughout the world. Today, many schools could be said to be in a state of crisis. It’s not so much due to problems of discipline and behavior but, rather, to a loss of perspective about the nature of knowledge and understanding. Students in schools and universities throughout the world need to be exposed to a more philosophical approach; they need to have more exercises in careful and clear thinking, greater awareness of life’s complexities, and deeper probing into the nature of human existence. Only when we truly recognize ourselves as reflecting, conscious humans can we fully participate in life and improve it, not only for ourselves but also for others (p. xvii).<br /><br />But in fact, societies and their school systems throughout the world are not the same, they have different approaches and developments: ones more attached to religious or scientific views than others. Some countries are still in their Middle Ages and even with their own Inquisitions so they need to reach to their own Enlightenment sooner or later.<br /><br />Although Sturmark is known as a polemicist and critic of religious beliefs in his country, he has not only non-believers as friends but also believers (p. xix) as a tolerant secular humanist and human being that he is.<br /><br />Author’s prelude recollects too several cases worldwide of irrational, religious and superstitious mistreatments, abuses and crimes--included denying abortion to women at health risk, refusing cancer and medical treatment and blood-transfusion to children, attacking, criminalizing or killing individuals from religious minorities, homosexuals, blasphemers, non-believers, and supposed witches (pp. xxii-xxv).<br /><br />Part I of the book, “The Art of Thinking Clearly,” deals with diverse topics among them the following: Tools and Compass Needed in the Quest for Knowledge (Chapter 1); Reality, Knowledge, and Truth (Ch. 2); Grounds of One’s Convictions (Ch. 3); Theories, Experiments, Conclusions, and Science’s Essence (Ch. 4); Wonderful but Easily Fooled Brains (Ch. 5); Naturalism, Agnosticism or Atheism (Ch. 6); Godness, Evil, and Morality (Ch. 7); Beliefs in Strange Ideas (Ch. 8).<br /><br />Part II of the book, “The Pathway to a New Enlightenment,” has subjects on Fanaticism, Extremism, and Christian-Style Talibanism (Ch. 9); Evolution, Creationism, and Anti-science (Ch. 10); Secular Enlightenment (Ch. 11); Awe, Politics, and Religion (Ch. 12); Freedoms, Rights, and Respect (Ch. 13); Faith, Science, and How Schools Talk about Life (Ch. 14).<br /><br />In the afterword, author shows himself as hopeful and a believer in reason and science, in spite of war, populism, nationalism, and racism, and at the same time he has good reasons to be optimistic about the progress of humankind: “the risk of dying from violence today is lower than ever before in history. We live longer, we are healthier, more children are allowed to go to school, and fewer people are starving” (p. 324).<br /><br />The scientific, philosophical, humanist and skeptical approaches in the chapters of Sturmark’s book--that will be published also in Chinese, Russian, and Korean, and we hope in Spanish too--, recalls us Paul Kurtz' <i>The Transcendental Temptation: A Critique of Religion and the Paranormal</i> (Prometheus, 1986, pp. 500) translated already into Russian and Spanish (Lima: EFA, 2008), and also Michael Shermer's <i>Giving the Devil his Due: Reflections of a Scientific Humanist</i> (Cambridge University Press, 2020, pp. 366).<div><br /></div><div><div style="text-align: center;"><b>Go to: <a href="https://neo-skepsis.blogspot.com/2022/07/neo-skepsis-13-pensamiento-critico.html" target="_blank">NEO-SKEPSIS # 13:</a></b></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://neo-skepsis.blogspot.com/2022/07/neo-skepsis-13-pensamiento-critico.html" target="_blank">CRITICAL THINKING</a></b></div><br /> </div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-72963809689610971442022-05-09T00:45:00.013-07:002022-05-09T01:07:39.917-07:00SPANISH EDITION OF <p style="text-align: center;"><span><span style="font-size: large;"> </span><span style="font-family: Garamond; font-size: x-large; text-align: center;">Inventing God</span></span></p><p class="MsoNormal" style="line-height: 150%; margin-bottom: 0pt; text-align: center;"><i><span style="font-family: Garamond; line-height: 150%;"><span style="font-size: x-large;">Psychology of Belief and the Rise of Secular Spirituality</span></span></i><i><span style="font-family: Garamond; font-size: 16pt; line-height: 150%; mso-ansi-font-style: italic; mso-spacerun: 'yes';"><o:p></o:p></span></i></p><p align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0pt; text-align: center;"><span style="line-height: 150%;"><b style="font-size: 20pt; font-style: italic;"> </b><span style="font-family: inherit; font-size: medium;">by</span></span></p><p align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0pt; text-align: center;"><span style="line-height: 150%;"><span style="font-family: inherit; font-size: medium;">JON MILLS</span></span><span style="font-size: 12pt; line-height: 150%;"><o:p></o:p></span></p><p align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0pt; text-align: center;"><span style="line-height: 150%;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdljx3vgV5v_fQrDXzRtQel4HMsq-nQUI0Ks30oJOb-r-SnIVU8vHMduQonZkDk3M93ii5IDn-2CnuwhQDBcJ6_BRUmzA-2koXi51qTbmp2p_6msybAk0toE-x_ZM4VWdZunXnqMFtHzg-bZQ_vrrlpzQc1AIpsvkPmi8FHk1R6j_uN9d1MPg0vAPv2A/s963/inventando2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="963" data-original-width="667" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdljx3vgV5v_fQrDXzRtQel4HMsq-nQUI0Ks30oJOb-r-SnIVU8vHMduQonZkDk3M93ii5IDn-2CnuwhQDBcJ6_BRUmzA-2koXi51qTbmp2p_6msybAk0toE-x_ZM4VWdZunXnqMFtHzg-bZQ_vrrlpzQc1AIpsvkPmi8FHk1R6j_uN9d1MPg0vAPv2A/w278-h400/inventando2.jpg" width="278" /></a></div><div style="text-align: center;">EFA/HURA-PERU (Lima, 2022)</div><p></p><div style="line-height: 150%; margin-bottom: 0pt; text-align: center;">Translated from the Routledge English edition (Abingdon-Oxon/New York-NY, 2017) <br />by Manuel A. Paz y Miño</div><p class="MsoNormal" style="line-height: 150%; margin-bottom: 0pt; text-align: center;"><u><span style="font-family: inherit;">Table of Contents</span></u></p><p class="MsoNormal" style="line-height: 150%; margin-bottom: 0pt; text-align: center;">1. God as a Metaphysical Question 2. Religion as Naturalized Psychology 3. The Need to Invent God 4. Spirituality without God 5. In Search of the Numinous</p><p class="MsoNormal" style="line-height: 150%; margin-bottom: 0pt; text-align: center;"><u><span style="font-family: inherit;">Reviews</span></u></p><p style="line-height: 150%; margin-bottom: 0pt; text-align: left;"><span style="font-family: inherit;"><span style="text-align: justify;">'</span><span style="text-align: justify;">This is a probing, thoughtful, and sensitive discussion of belief in God. Jon Mills integrates philosophy, psychology, and psychoanalysis to provide a comprehensive and penetrating account of the nature of belief. His two main theses strike me as clearly correct: (a) there is no God and (b) the idea of God is a deep seated and natural part of the human psyche.’ - </span><b style="text-align: justify;">Colin McGinn,</b><span style="text-align: justify;"> philosopher, author of </span><i style="text-align: justify;">Prehension</i><span style="text-align: justify;"> and numerous books.</span></span></p><p style="line-height: 150%; margin-bottom: 0pt; text-align: left;"><span style="font-family: inherit;"><span style="text-align: justify;">'Every one of the 100 billion people who came before us has died, without a shred of evidence that they live on in some other life. Facing the reality of our death has spawned world religions and spiritual movements, but in this, the Age of Science, we need a new worldview that gives individuals meaning and unites us as a species. Jon Mills' </span><i style="text-align: justify;">Inventing God </i><span style="text-align: justify;">does just this, beautifully and powerfully outlining a humanist perspective that can be embraced by all. This book, however, should not be read just by atheists and humanists, but by anyone desirous of deeper meaning, which is all of us.'—</span><b style="text-align: justify;">Michael Shermer</b><span style="text-align: justify;">, Publisher of </span><i style="text-align: justify;">Skeptic</i><span style="text-align: justify;"> magazine; monthly columnist for </span><i style="text-align: justify;">Scientific American;</i><span style="text-align: justify;"> author of </span><i style="text-align: justify;">The Moral Arc.</i></span></p><p style="line-height: 150%; margin-bottom: 0pt; text-align: left;"><span style="font-family: inherit;"><span style="text-align: justify;">'Atheism has been waiting for its philosophical psychologist. Dr. Jon Mills fulfills that role expertly, with his clinical discernment and humanist temperament. God can be a persuasive idea due to human frailties and fantasies, but Dr. Mills explains how anyone can control and dismiss that idea’s power over their minds. His readers are in the finest caring hands as they learn how authentic and fulfilling a secular life philosophy can be.' - </span><b style="text-align: justify;">Dr. John R. Shook</b><span style="text-align: justify;">, author of </span><i style="text-align: justify;">The God Debates</i></span></p><p style="line-height: 150%; margin-bottom: 0pt; text-align: left;"><span style="font-family: inherit;"><span style="text-align: justify;">'With this book, Jon Mills brings a considerable clarification to the "atheism" debate by insisting, like the classic sociologist Emile Durkheim before him, on the difference between </span><i style="text-align: justify;">God questions</i><span style="text-align: justify;"> and </span><i style="text-align: justify;">religion questions</i><span style="text-align: justify;">. Leaving aside the sociological and political questions of religion and investigating, instead, the God questions, Mills enriches the debate with a hitherto rarely considered viewpoint: by not so much focussing upon </span><i style="text-align: justify;">what people, when speaking of God, reveal about God</i><span style="text-align: justify;">, but rather upon </span><i style="text-align: justify;">what they reveal about themselves--</i><span style="text-align: justify;">their aspirations, wishes, needs, fears, etc. Written in a clear and elegant style that never shows any contempt for its object, but as well never falls into compromises with it, this book opens up a great chance for civilizing the (sometimes aggressive) discussions between believers and non-believers, not by making them share the same opinions, but by allowing them to get more insight into each other's - thoroughly human - motives.’ - </span><b style="text-align: justify;">Prof. Robert Pfaller</b><span style="text-align: justify;">, author of </span><i style="text-align: justify;">On the Pleasure Principle in Culture.</i></span></p><p style="line-height: 150%; margin-bottom: 0pt; text-align: left;"><span style="font-family: inherit;"><span style="text-align: justify;"><i>'</i>Most writers on religion focus on either philosophy--Does God exist?--or social science--Why do persons believe in God? </span><span style="text-align: justify;">For example, the New Atheists, who are discussed here, limit themselves to the first question and ignore the second. Conversely, social scientists, including psychologists, typically focus on the second question and ignore the first. To his credit, Jon Mills covers both questions and connects them.</span><span style="text-align: justify;"> </span><span style="text-align: justify;">He does not reduce religion to wish-fulfilment a la </span><i style="text-align: justify;">The Future of an Illusion</i><span style="text-align: justify;">. He roots religion in a far deeper kind of wish. He does not argue that religion is therefore delusory but rather that the truth claims of religion, for which he prefers the term spirituality,</span><span style="text-align: justify;"> </span><span style="text-align: justify;">must start with this wish. An amazingly wide-ranging and provocative work.' </span><span style="text-align: justify;">- </span><b style="text-align: justify;">Prof. Robert A. Segal</b><span style="text-align: justify;">, Sixth Century Chair in Religious Studies, University of Aberdeen.</span></span></p><p class="MsoNormal" style="margin-bottom: 0pt; text-align: center;"><span style="font-family: inherit;"><u>About the Author</u></span></p><p class="MsoNormal" style="margin-bottom: 0pt; text-align: center;"><span style="font-family: arial;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm-qjHFYl0t95CDzqgGNi7deGwygI5vR8DnqrvTsrRPeSMf6SFzX6D_-9qZFDt_2jpRrsY-Ifjde7UzyLDxUU1b2BxlvGXu-4o5LRLNePL9vpirvrcZOclcVBMtsdBJP85EjPgde3h4gYpTvliYJ7sFM8LjDtWtdLEevjCjjj0LHbk-co0nHCBUEK53w/s1781/jmills0.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1781" data-original-width="1781" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm-qjHFYl0t95CDzqgGNi7deGwygI5vR8DnqrvTsrRPeSMf6SFzX6D_-9qZFDt_2jpRrsY-Ifjde7UzyLDxUU1b2BxlvGXu-4o5LRLNePL9vpirvrcZOclcVBMtsdBJP85EjPgde3h4gYpTvliYJ7sFM8LjDtWtdLEevjCjjj0LHbk-co0nHCBUEK53w/s320/jmills0.jpg" width="320" /></a></span></div><p style="text-align: left;"><span style="font-family: inherit;">Jon Mills, PsyD, PhD, ABPP is a philosopher, psychoanalyst, and clinical psychologist. He is Professor of Psychology & Psychoanalysis at the Adler Graduate Professional School in Toronto and is the author of many works in philosophy, psychoanalysis, and psychology including seventeen books. In 2006, 2011, and 2013 he was recognized with a Gradiva Award from the National Association for the Advancement of Psychoanalysis in New York City for his scholarship, received a Significant Contribution to Canadian Psychology Award in 2008, a Goethe Award for best book in 2013, and the Otto Weininger Memorial Award for lifetime achievement in 2015 by the Section on Psychoanalytic and Psychodynamic Psychology of the Canadian Psychological Association. He runs a mental health corporation in Ontario, Canada.</span></p><p></p><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><p align="justify" class="MsoNormal" style="margin-bottom: 0pt; text-align: justify; text-justify: inter-ideograph;"><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8355766221778645991.post-8577220775606906802021-10-21T16:26:00.008-07:002022-08-15T12:15:03.450-07:00Publications, October-2021<p style="text-align: center;"> <b style="font-family: inherit; text-align: center;"><a href="http://peruhumanaratio.blogspot.com/2020/04/eupraxophia.html?m=1">EUPRAXOPHIA</a> (</b><b>Wisdom for the good life) </b>is <span style="font-family: inherit;">a Secular Humanist Magazine in Spanish</span></p><p style="text-align: center;"><span style="font-family: inherit; text-align: center;"><br /></span><b><a href="https://eupraxofia.blogspot.com/2021/08/eupraxofia-12.html?m=1">EUPRAXOPHY # 12:<br /></a></b><b><a href="https://eupraxofia.blogspot.com/2021/08/eupraxofia-12.html?m=1">WHY DO PEOPLE BELIEVE IN GOD?</a></b><br /></p><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjohsaO8y9jNprQwEp7IFMhyphenhypheneFfMqL2mgInnPDppyipUGV6eHCCS_oHJmOZNEXS7BfUAX83xMD6WAUTmS4fMD5yuRO6_nAxjdFYhH2XdKDTxC_hYxZFbreFf_XU-Ov6jGnZdKHtDKXzqzob/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="168" data-original-width="320" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjohsaO8y9jNprQwEp7IFMhyphenhypheneFfMqL2mgInnPDppyipUGV6eHCCS_oHJmOZNEXS7BfUAX83xMD6WAUTmS4fMD5yuRO6_nAxjdFYhH2XdKDTxC_hYxZFbreFf_XU-Ov6jGnZdKHtDKXzqzob/" width="320" /></a></div><span style="font-size: x-small;">The Creation of Adam by Michelangelo (1511)</span><br /><br /></div><div style="text-align: center;">Lima, July-September, 2021<br /></div><div style="text-align: center;"><u>Content</u></div><div style="text-align: center;"><br /><a href="https://eupraxofia.blogspot.com/2021/08/por-que-la-gente-cree-en-dios.html">WHY DO MANY PEOPLE BELIEVE IN GOD?</a><br />Manuel A. Paz y Miño, Lic. in Philosophy, UNMSM, and Mag. in Humanities, mention in Applied Ethics, Linköping University</div><div style="text-align: center;"><br /><a href="https://eupraxofia.blogspot.com/2021/08/sobre-genetica-neurocognicion.html">ON GENETICS, NEUROCOGNITION, MAGICAL THOUGHT AND RELIGION</a><br />Antonio Chávez Sánchez Silva, self-taught writer</div><div style="text-align: center;"><br /><a href="https://eupraxofia.blogspot.com/2021/10/religiosidad-y-teoria-de-la-mente.html">RELIGIOSITY AND THEORY OF MIND</a><br />José R. Alonso, Lic. and Dr. in Biology, and Professor, University of Salamanca</div><div style="text-align: center;"><br /><a href="https://eupraxofia.blogspot.com/2021/10/por-que-la-gente-cree-en-dios.html">WHY PEOPLE BELIEVE IN GOD</a><br />An empirical study on a deep question<br />Michael Shermer, Editor of Skeptic Magazine and Director of the Skeptics Society</div><div style="text-align: center;"><br /><a href="http://eupraxofia.blogspot.com/2021/10/dios-la-invencion-de-una-idea.html">GOD: THE INVENTION OF AN IDEA</a><br />Jon Mills, PsyD, PhD, ABPP, Philosopher, Psychoanalyst, Retired Clinical Psychologist, and Honorary Professor, Department of Psychosocial and Psychoanalytic Studies, University of Essex<br /><br /><b><a href="http://eupraxofia.blogspot.com/2021/10/dios-la-invencion-de-una-idea.html">Go to EUPRAXOPHY # 11</a></b></div><div style="text-align: center;"><br /><b><a href="http://peruhumanaratio.blogspot.com/2020/04/eupraxophia.html?m=1">EUPRAXOPHY</a></b> (Wisdom for the good life) is a magazine of Rationalist Humanists of Peru (HURA-PERU), and<br />published with Ediciones de Filosofía Aplicada (EFA)</div><div style="text-align: center;"><br /><span><br /></span><span style="font-family: inherit;"><span><span style="color: black;"><b>NEO-SKEPSIS</b> </span></span><span style="text-align: -webkit-center;">(New Skepticism), a </span>rationalist and critical Magazine in Spanish of the claims of the paranormal</span><br /><br /></div><div style="text-align: center;"><div><b><a href="https://neo-skepsis.blogspot.com/2021/09/neo-skepsis-11-lo-paranormal-en-el-mundo.html?m=1">NEO-SKEPSIS # 11:</a></b></div><div><b><a href="https://neo-skepsis.blogspot.com/2021/09/neo-skepsis-11-lo-paranormal-en-el-mundo.html?m=1">THE PARANORMAL IN THE WORLD</a></b></div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYp0Z4w2eAXJ0UaVxmJqZ4Pp0Z71RwcsEOsmgPCjEo_usD4EuwB2PoihVUqGWI_0KjVO-EDa8MzcGuxK6dG7gKgWHzgEDTM6WDDzqZhkLQGyYrZHJOnpLmHO3X3Itwh5rdlfdZcdFrKXQp/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="312" data-original-width="320" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYp0Z4w2eAXJ0UaVxmJqZ4Pp0Z71RwcsEOsmgPCjEo_usD4EuwB2PoihVUqGWI_0KjVO-EDa8MzcGuxK6dG7gKgWHzgEDTM6WDDzqZhkLQGyYrZHJOnpLmHO3X3Itwh5rdlfdZcdFrKXQp/" width="246" /></a></div></div><div><span style="font-size: x-small;">Relativity by Escher, 1953</span></div><div><br /></div><div>Lima, July-September, 2021</div><div> <u>Content</u></div><div><br /></div><div><a href="https://neo-skepsis.blogspot.com/2021/09/neo-skepsis-11-lo-paranormal-en-el-mundo.html?m=1">"PARANORMAL" AND PSEUDOSCIENTIFIC CLAIMS IN THE PERUVIAN MEDIA (2nd part)</a></div><div>Manuel A. Paz y Miño, Editor of Neo-Skepsis</div><div><br /></div><div><a href="http://neo-skepsis.blogspot.com/2021/09/las-afirmaciones-paranormales-y_3.html?m=1">"PARANORMAL" AND PSEUDOSCIENTIFIC CLAIMS IN THE PERUVIAN MEDIA (2nd part) (Continuation)</a></div><div>Manuel A. Paz y Miño, </div><div>Editor of Neo-Skepsis</div><div><br /></div><div><a href="http://neo-skepsis.blogspot.com/2021/09/que-seas-muy-inteligente-no-basta-para.html?m=1">BELIEVERS IN THE PARANORMAL ARE MORE PRONE TO CAUSAL ILLUSIONS</a></div><div>Luis Alfonso Gámez, Journalist, newspaper El Correo de Bilbao</div><div><br /></div><div><a href="http://neo-skepsis.blogspot.com/2021/09/ensenando-lo-paranormal-vs-la-zetetica.html?m=1">TEACHING "THE PARANORMAL VS. THE ZETETICS" IN THE UNIVERSITY.</a></div><div><a href="http://neo-skepsis.blogspot.com/2021/09/ensenando-lo-paranormal-vs-la-zetetica.html?m=1">USING PSEUDOSCIENCE TO TEACH THE SCIENTIFIC METHOD</a></div><div>Henri Broch, Professor Emeritus, Université Côte d'Azur</div><div><br /></div><div><a href="http://neo-skepsis.blogspot.com/2021/09/que-seas-muy-inteligente-no-basta-para.html?m=1">THAT YOU ARE VERY INTELLIGENT IS NOT ENOUGH TO PROTECT YOU AGAINST THE PARANORMAL, THE ‘CONSPIRANOIES’ AND THE PAPARRUCHAS</a></div><div>Luis Alfonso Gámez, Journalist, newspaper El Correo de Bilbao</div><div><br /></div><div><a href="https://neo-skepsis.blogspot.com/2021/10/quien-todavia-cree-en-lo-paranormal.html?m=1">WHO STILL BELIEVES IN THE PARANORMAL?</a></div><div><a href="https://neo-skepsis.blogspot.com/2021/10/quien-todavia-cree-en-lo-paranormal.html?m=1">A GWUP poll</a></div><div>Inge Hüsgen, Magister in German and English Studies, Heinrich-Heine-Dusseldorf University, and Managing Editor of Skeptiker magazine</div><div><br /></div><div><a href="https://neo-skepsis.blogspot.com/2021/10/zetetica-y-la-desmitificacion.html?m=1">ZETETICS AND THE SCIENTIFIC DEMYTIFICATION OF SUPERSTITIONS: INTERVIEW WITH HENRI BROCH</a></div><div>Eduardo Unda Sanzana, Ph.D. in Astronomy, University of Southampton and Director of the Astronomy Center, University of Antofagasta</div><div><br /></div><div><a href="https://neo-skepsis.blogspot.com/2021/07/neo-skepsis-10-existen-los-fantasmas.html?m=1"><b>Go to NEO-SKEPSIS # 10:</b></a></div><div><a href="https://neo-skepsis.blogspot.com/2021/07/neo-skepsis-10-existen-los-fantasmas.html?m=1"><b>DO GHOSTS EXIST?</b></a></div><div><br /></div><div><b><a href="http://peruhumanaratio.blogspot.com/2020/04/neo-skepsis.html?m=1">NEO-SKEPSIS</a></b> (New skepticism) is the official organ of the Committee for the Investigation of the Paranormal, Pseudoscientific and Irrational in Peru (CIPSI-PERU), published by Ediciones de Filosofía Aplicada (EFA) with the support of Humanists Rationalists of Peru (HURA-PERU)</div></div><p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><br /></div><p style="text-align: left;"></p><center><span><span style="color: black;"><span><div class="separator" style="clear: both;"><br /></div></span></span></span></center>Unknownnoreply@blogger.com0