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      • Suffering And Evil
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Reasonable Faith Baltimore

Reasonable Faith BaltimoreReasonable Faith BaltimoreReasonable Faith Baltimore
  • Home
  • Logic and Reason
    • Why Christians Leave
    • Logic and Reason
    • Logical Fallacies
  • Gods Existence
    • Kalam
    • Leibniz
    • Teleological
    • Resurrection
  • suffering and evil
    • Suffering And Evil
    • Why Hitler?
  • Know God?
  • Blog
  • Contact
  • Reincarnation
  • Gen Z and Apple Pie

Teleological Cosmological Argument

Why is there order and not chaos?

Premise 1: The fine-tuning of the universe is due to physical necessity, 

chance, or design.


Premise 2: It is not due to physical necessity or chance. The constants and quantities do not affect each other and could be any value. Also, the probabilities are not comprehensible.

          

Conclusion: Therefore, it is due to the design. The designer is not material, transcends space and time, and has a very powerful mind that creates.



Goldilocks Zone

Goldilocks Zone

You remember Goldilocks and the Three Bears. That charming children’s story about a tiny home-invading criminal who breaks in and steals food, trashes the furniture, and then naps on private property like she pays the mortgage? Yes, that one. Goldilocks had one major flaw—she was picky. Not a normal picky. NASA-level picky.
 Everything had to be “just right”:

Porridge? Too hot, too cold, blah blah blah.

Chairs? Too hard, too soft—Goldilocks, pick a cushion and move on.

Beds? Don’t get me started.

I mean, imagine having standards so high you collapse from exhaustion before finishing your crime spree. Iconic, really.


What is the possibility of Goldilocks make the right decision on each try. How tough could it be could be.? It's tougher than you might think. Goldilocks had a 33% chance of choosing correctly each time. The chances of her making the decision three times in a row are rather low. The math is (1/3)^3 = 1/27, approx. 3.7%. It’s possible.


Suppose Goldie would have needed porridge, curtains, chairs, beds, humidity, temperature, Wi-Fi, and Bluetooth to be just right; the chance of getting those right is 1/3^8, which is 0.00015241579%. 


According to astrophysicist Hugh Ross, more than 400 conditions must be just right for intelligent life to exist. That is   1/3 ^ 400 is 1.417419e -191. That is 1.47419 with a total of 191m decimal places.


Faith and Religion Hub

How many just right conditions in our little galaxy


Goldilocks might seem picky for choosing conditions that were “just right,” but her porridge problems are nothing compared to the extreme pickiness required for intelligent life to exist in our galaxy, the Milky Way. Compared to the universe, Goldilocks was practically undemanding.


Our galaxy has an interesting shape and appearance. It is a spiral galaxy with arms rotating around a bright central bar — basically a cosmic pinwheel that somehow hasn’t fallen apart yet. Astronomers observe that spiral arms contain concentrations of stars and star-forming material, and the Milky Way’s structure includes several such arms extending outward from the center. The Milky Way provides the “just-right” conditions necessary for life on Earth. It is filled with gas, dust, and stars, and our solar system sits in a minor arm called the Orion Arm — not too close to galaxy center,. not too far away  in space emptiness.. This middle-of-the-road location seems suspiciously Goldilocks-approved, especially since being too close to the galactic center would expose us to dangerous radiation, and being too far away might mean fewer of the heavy elements needed for rocky planets.


Unlike many star systems that have two or more stars constantly playing cosmic tug-of-war, our solar system has just one stable star, the Sun. If we lived in a binary system, temperatures on Earth could swing from boiling to freezing faster than you can say “ice cream meltdown.” This isn’t just silly talk — astrophysicists note that having more than one star can dramatically affect planetary habitability and climate stability.


If Earth’s magnetic field were weaker, the planet would be bombarded by radiation, increasing mutation rates and cancer,  definitely not ideal for a comfortable life. If the field were stronger, migratory animals like birds might never find home again, resulting in millions of confused geese circling airports in search of directions — perhaps the universe’s worst GPS. Sarcasm aside, the magnetosphere really does shield us from harmful solar and cosmic radiation.


Gravity’s strength is also finely balanced. If it were much stronger, the universe might have collapsed shortly after the Big Bang, and airplanes would never have taken off. If gravity were much weaker, I could dunk a basketball without effort — but the atmosphere might not stay thick enough to breathe. In either case, existence becomes wildly uncomfortable.


Distance from the Sun matters too. Move Earth a little closer, and sunscreen would be obsolete because we’d all be roasted. A bit farther and Earth might resemble a permanent deep-freeze — with ice skating from Baltimore to England suddenly a very real possibility. Even more seriously, slight shifts could push greenhouse effects into dangerous territory or freeze vital atmospheric gases like oxygen.


Jupiter’s gravitational presence also plays a “big brother” role. If the gas giant were significantly farther, the Earth might be hit by more comets and asteroids. If it were too close, Jupiter’s intense gravity and magnetic field might disrupt Earth’s orbit and radiation environment. These interactions have real consequences for habitability.


Even Earth’s axial tilt — varying only slightly over tens of thousands of years — affects seasons, temperatures, and climate stability. Larger deviations would make summers blistering and winters bone-numbing, and could lead to more extreme weather events and disrupted ecosystems.


The Moon’s distance matters too. If it were twice as close, tides would be monstrous and Earth’s crust might flex enough to increase earthquakes and volcanic eruptions. If it were farther away, ocean tides would weaken and coastal ecosystems could collapse.


These examples represent just a handful of the many conditions scientists have identified that appear necessary for Earth-like life to exist. While probabilities are debated, the number and narrow range of these conditions make our existence seem extraordinarily specific and precise — so precise that comparing them to Goldilocks’ porridge ultimately seems understated.


Researchers like astronomer Hugh Ross have catalogued hundreds of conditions — from galaxy type and location to planetary system dynamics — that must fit into one of  three ranges to support advanced life. In fact, Ross and colleagues describe 402 quantifiable characteristics of planetary systems and galaxies that appear finely tuned for advanced life, each requiring a delicate balance.


What is the chances of each condition having a one and three chance of being correct on first pick. It is 1/3 to the 400th power. 1/3^402 is equal to 1.574909e-192%.  The chances of all of them being correct is small. The e-192 portion of the answer means the decimal is moved 191 positions to the left. That's impressive.



Teleological Argument or Fine Tuning

Goldilocks was a little picky, but lackadasical compared to the numerous constants and quantities used in mathematical equations used to describe the laws of our universe. Perhaps Goldilocks could have been content with a porridge temperature between 81 to 83 degrees, but for the universe to support life,  is ultra persnickety. If the universe had to pick out a lightbulb, it  would have check out lumen out put within 10,000,000 Lm and pick out color temperature more difficult than  picking out the right finger nail polish. Ridiculous, but necessary.


Gravity for example, is expressed as F= G (M1M2)/R2. The G represents the gravitational constant and is 1 X 10^60, which can be written as 0. followed by 59 zeros and then a 1. If this were changed slightly larger the universe would have collapsed shortly after the big bang. On the other hand, if slightly less, stars and galaxies would not have coalesced. Therefore, no goldilocks, three bears or you.


If the strong nuclear force is fine tuned to about 1 part in 10^ 40. If weaker protons would not hold together and no elements than hydrogen could hold together; no stable deuterium, so no sun like ours: and no planets, water leaving earth a dark and lifeless. If on other handif slightly stronger no hydrogen or water, the sun burns out long ago, and essentially no water, stable stars or life. It wouldn't be all bad: no work, school or taxes.


Another of the four forces of nature is the weak force, although it is much stronger than gravity but is weak compared to the strong nuclear force. It allows protons to turn into neutrons. If too weak the sun burns out too fast and if too weak weak the sun does not burn fast enough and winter jackets won't help.


 The fourth fundamental force acts between electrically charged particles causing attraction between opposite charges and repulsion between similar charges.if stronger the shape of proteins would eliminating biological processes. Of course, if weaker stars would burn much faster, burn out quicker. After the sun burns out we're not toast, but way too cold for the winter olympics.


Take, for instan expansion rate of the universe demands an even greater degree of precision — roughly one part in 10^120. To grasp the enormity of that number, consider that you could place a zero on every proton, neutron, and electron.


Yet even these staggering levels of fine-tuning are small compared to the universe’s initial entropy — the state of perfect order at the moment of creation. Entropy refers to the arrangement and organization of energy and matter. At the beginning, the universe existed in an extraordinarily low-entropy, highly ordered state, far less probable than any natural process could reasonably account for. The odds of such a beginning have been estimated at 1 in 10^(10^123), a number so large the brain can't really grasp it. This precision can’t be explained by chance. It speaks of purpose. It speaks of design. It speaks of a Creator.


Among the arguments for the existence of God, the teleological argument — the argument from design — stands out. Modern science has revealed that the laws of nature contain constants and quantities that must be set with breathtaking precision. Instead of three choices, these values, numbering more than one hundred, appear in the foundational equations that govern reality. They are not determined by any known physical necessity and therefore cannot be explained by natural law alone. The specificity suggests a powerful designer.


Each of these constants must fall within an exceedingly narrow range for intelligent life to exist. Take, for instance, the gravitahe expansion rate of the universe demands an even greater degree of precision — roughly one part in 10^120. To grasp the enormity of that number, consider that you could place a zero on every proton, neutron, and electron tional constant: if it were altered by even one part in 10^40, life as we know it could never have arisen. Tin the observable universe and still not come close.


Yet even these staggering levels of fine-tuning are small compared to the universe’s initial entropy — the state of perfect order at the moment of creation. Entropy refers to the arrangement and organization of energy and matter. At the beginning, the universe existed in an extraordinarily low-entropy, highly ordered state, far less probable than any natural process could reasonably account for. The odds of such a beginning have been estimated at 1 in 10^(10^123), a number so large the braican’t't really grasp it. This precision can’t be explained by chance. It speaks of purpose. It speaks of design. It speaks of a Creator.


Examples of this “just right” fine-tuning extend from the cosmic scale to the local: the structure of our galaxy, the properties of our Sun and Moon, the balance of the fundamental forces — gravity, electromagnetism, the strong and weak nuclear forces — and the delicate interdependence of the constants that govern the entire cosmos. Each one testifies to a universe created by a mighty mind. And since space, time, and matter did not exist before the initial entropy, the mind must be timeless, spaceless, and purposeful. You know, kind of like God,,How



So yes, Goldilocks may have sought the “just right” bowl of porridge. But compared with the cosmos, her choices were trivial. We inhabit a universe whose requirements for life are more exacting than the most meticulous royal banquet — and yet every one of those requirements is perfectly met.

Such harmony does not whisper of accident. It resounds with intention. It reflects a Mind behind the cosmos — a Creator who fashioned a universe not merely capable of life but welcoming to it. And the fact that everything is set so precisely, so delicately, so perfectly “just right”?


Yes, I do believe in God.


Put yourself in my crazy poker game

The rules

I’m not a gambler or a poker player, but it is a game of chance that often involves winning or losing money. Put yourself in my game, where if you don’t win the hand, you lose $100.00. Four players are in the game: two imaginary players named Sean and Richard, and you and me. Would you believe I was lucky or cheating in some manner?


The best hand in “Texas Hold ’em” poker is a royal flush. The chance of getting this hand is 0.000154%, which can also be expressed as 1 in 649,739. 

Let's get started

I’m not a gambler or a poker player, but poker is a game of chance that often involves risking money. In this case, let’s imagine you and I are in a high-stakes game with $100 on the line. There are four players—Peter, Richard, you, and me. sitting at a round oak table with chips and sarsaparilla. The best hand in “Texas Hold ’em” is a royal flush.   The chance of getting a royal flush is only about one in 649,739.   


Now, something almost unimaginable happens: yep, I get a royal flush. Everyone stared at the cards in disbelief. Peter, always the optimist, gave me a high five and said, “You gotta be one of the luckiest people I know.”


Richard, ever the realist, raised an eyebrowand said, “I’m not surprised. I knew if given enough time, it was bound to happen. Obviously, some people live their whole lives without ever getting a royal flush, but sometimes mutations occur faster than you think.


“Well, guys,” I say, “What would you think if I got two royal flushes in a row?” Sean pulls out his calculator and multiplies 649,730 X 649,970 and states: “Don't count on it, the chance of that is 1 in 422 billion. You have a better chance of stealing Taylor Swift from Travis Casey."


"Oh really", I say. I wasn't expecting such a nice complement. "thank you so much, but I prefer to stick with what I got.


Well, what do you know? In my second hand, I get a second royal flush in a row—the atmosphere in the room changes. The air is so thick it feels like gravity just got stronger. Richard looks at me and doesn’t look like he is sitting in a game of friendly cards.


 Sean then says, "Well, of course, if given enough time, it had to happen sometime.” Richard says, "I think you have a better chance of playing shortstop for the Orioles this year."


I'm stunned he would say something like this. Although I hadn't planned it, I better oil up my glove and fly to spring training.


On we play. Guess what? A third royal flush in a row. Sean says, " Well, if given enough time, it was bound to happen at some time.” "Yes, of course,” I say, “given enough time, of course. “


Richard starts flashing his eyes around the room, looking under the table and in the corners. I ask Richard if there is a problem. ‘No, I’m just looking around for those pesky extra- terrestrials. I’m not a bigot, but I just don’t trust them. Really, why don’t they try to make contact? Sounds sneaky to me. They, of course, have spent more time evolving than we.”


On we play. My luck continues: ten royal flushes in a row. Disbelief seems to be thick. Sean acts surprised, and I tell them “that 1 in 7.2 X 10^60 isn’t really that big a number. After all, the strength of gravity has to be accurate to one part in 10^60, or we wouldn’t be here.” Sean looks at Richard, and says, “he’s right, you know.” and we go on playing cards.


I personally am shocked. Could those pesky, perky, sneaky extraterrestrialss just be enamoredwithy me?? After all, I did like reading comic books when I was young; maybe I’ll go back. After all, Richard is a famous college professor. He couldn’t be wrong, could he?


After continued play I ask Sean what my chances were for twenty straight royal flushes. I was slightly surprised, when he said I had a better chance of stealing Taylor Swift from Travis Casey. I never gave it a thought, but what an ultimate comment. People are right I don't give enough credit.


On we play, we've gone through three bags of tostios and two cases of sasparilla. Richard is burping away, at least I hope it’s burps. Now I’m hoping for the 20th straight royal flush. Believe it or not, 20th straight flush. The chances of this are 1 in 1.797955e+116. or this number with 116 decimal places to the right of the current one. There is much sadness. 


I say to Sean, “Hey, that’s smaller than the Earth's expansion rate constant, which is 1 in 10_120." That didn’t help. “Hey guys,” we’re probably just 1 in an infinite number of universes. Surely, if there are an infinite number of universes, there just has to be someone who’s won 150 straight royal flushes,, right? 


They walk away. I say, "Guys, come back. I’ll give you a chance to win your money back.”

All I hear is, “What kind of fools do you think we are?”


ust think about an infinite number of universes, there has to be one where I can play shortstop for a major league team. I just love the idea of an infinite number of universes, Unfortunately, there is no evidence


If You Enjoy Space AND Have The Time

More information about our universe


galaxy cluster type 

If too rich, galaxy collisions and mergers would disrupt the solar orbit. If too sparse, there is insufficient infusion of gas to sustain star formation for a long enough time.


galaxy type

 If too elliptical, star formation would cease before sufficient heavy element build-up for life chemistry. If the formation is irregular, occasional radiation exposure would be too severe, and heavy elements essential for life chemistry would not be available.


galaxy location

 if too close to a rich galaxy cluster: galaxy would be gravitationally disrupted if too close to very large galaxy(ies): galaxy would be gravitationally disrupted.


parent star distance from the center of the galaxy

If farther away, the quantity of heavy elements would be insufficient to make rocky planets. If closer, galactic radiation would be too great; stellar density would disturb planetary orbits.


parent star birth date

 If more recent, the star would not yet have reached a stable burning phase; the stellar system would contain too many heavy elements. If less recent, a stellar system would not contain enough heavy elements


parent star mass 

If greater, the luminosity of the star would change too quickly; the star would burn too rapidly. If less, the range of planet distances for life would be too narrow; tidal forces would disrupt the life planet’s rotational period; UV radiation would be inadequate for plants to make sugars and oxygen.


parent star color 

If redder, the photosynthetic response would be insufficient. If bluer, the photosynthetic response would be inadequate.


rotation period

 If longer, diurnal temperature differences would be too great; if shorter, atmospheric wind velocities would be too great.


planet age

 If too young, the planet would rotate too rapidly. If too old, the planet would rotate too slowly


magnetic field 

If stronger, electromagnetic storms would be too severe; if weaker, the ozone shield would be inadequately protected from hard stellar and solar radiation.


oxygen to nitrogen ratio in the atmosphere

 If larger, more advanced life functions would proceed too quickly. If smaller, advanced life functions would proceed too slowly.


oxygen quantity in the atmosphere

 If greater, plants and hydrocarbons would burn up too easily. If less, advanced animals would not have air to breathe.


gravitational interaction with a moon

 If greater, tidal effects on the oceans, atmosphere, and rotational period would be too severe. If less, orbital obliquity changes would cause climatic instabilities; the movement of nutrients and life from the oceans to the continents, and vice versa,If would be insufficient; the magnetic field would be too weak.


Jupiter mass 

If greater, Earth’s orbit would become unstable; if less, too many asteroid and comet collisions would occur on Earth.


atmospheric pressure

 if too small, liquid water would evaporate too easily and condense too infrequently. If too large, liquid water would not evaporate easily enough for land life; insufficient sunlight would reach the planetary surface; and insufficient UV radiation would reach the planetary surface. 


atmospheric transparency 

If smaller, the range of wavelengths of solar radiation reaching the planetary surface would be insufficient. If greater: too broad a range of wavelengths of solar radiation would reach the planetary surface.”


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