Magic of music is to make any instrument sound great. What a forum of thus satisfaction, despite the clowns and other losers. I found the numeral, 78230, in nature, given that the time of my 75th post was 7:08, and, its spot #304=(2^2+300)-->23. And, by the sizes of the little, images: 7.8KB, and, 4.8KB=(2^4X0.3)-->23; p<[1/(5X050X5)^2]. (300/4)=75; (16-0.3)=15.7-->1/57-->75. (296/53.333...)=5.55. (1200/16.3)-->[10X7+2+1].[6][196√91][9][183]; (1200X16.3)-->[1961-7+2]. (78^2 - 23^2)=5555. Ha!
"Vegas Casino Talk" anagrams to "Vagina Sock Tales," which proves that VCT truly is Tasha's world and we're all just living in it.
kewlJ: My mother has read some of this forum. Probably more that I know. The only thing she has ever said to me about it is to ask why I continue to post here, which happens to be the same exact thing almost all of the decent people I have any association with ask me. And I am out if answers.
also kewlJ: I remain on this forum, for one reason only now....my own entertainment.
"A glass-octave kin."
Even V, and, Red, are going at it now. Ha.
Anyway, I've got other things to do, for a while. Tasha can and may keep on "singing".
--->
Ending Themes on the Two Deaths of Pain on Salvation.
Oregon-Washington Railway and Navigation Company.
https://anagram-solver.net/Anyway,%2....?partial=true
OppsIdidItAgain OppsIdidItAgain is online now
Gold
OppsIdidItAgain's AvatarJoin Date
May 2023
Posts
162
Last edited by OppsIdidItAgain; 04-01-2025 at 02:35 AM.
Magic of music is to make any instrument sound great. What a forum of thus satisfaction, despite the clowns and other losers. I found the numeral, 78230, in nature, given that the time of my 75th post was 7:08, and, its spot #304=(2^2+300)-->23. And, by the sizes of the little, images: 7.8KB, and, 4.8KB=(2^4X0.3)-->23; p<[1/(5X050X5)^2]. (300/4)=75; (16-0.3)=15.7-->1/57-->75. (296/53.333...)=5.55. (1200/16.3)-->[10X7+2+1].[6][196√91][9][183]; (1200X16.3)-->[1961-7+2]. (78^2 - 23^2)=5555. Ha!
Oh, I thought to shut down the thread, on my way out. And, after another very good outing. Eh?
---> Canadian Pirate Party - 666.
https://anagram-solver.net/6arna66y%...d?partial=true
To point out the Sweden, and England, connections to the bands in my posts above. Interestingly, these groups were the top male, and, then, essentially female, bands. The internet seems to favor Queen over Abba (behind the Beatles), but, at least I never cared for Queen. The god/goddess groups. Ha.
Magic of music is to make any instrument sound great. What a forum of thus satisfaction, despite the clowns and other losers. I found the numeral, 78230, in nature, given that the time of my 75th post was 7:08, and, its spot #304=(2^2+300)-->23. And, by the sizes of the little, images: 7.8KB, and, 4.8KB=(2^4X0.3)-->23; p<[1/(5X050X5)^2]. (300/4)=75; (16-0.3)=15.7-->1/57-->75. (296/53.333...)=5.55. (1200/16.3)-->[10X7+2+1].[6][196√91][9][183]; (1200X16.3)-->[1961-7+2]. (78^2 - 23^2)=5555. Ha!
Abba, eh?
Well, some like their music, I suppose, but the main thing that I liked was...
![]()
What, Me Worry?
For your math-turbating pleasure: this irrational beauty is φ^φ, where φ is the golden ratio.
2.178457567937599147372545702871245851807043301693 25461134778192404744044953282620210701676119767058 76549711139909879302698330642708249938249211796566 43319492037421022608851087070817027217907382076808 63962326841709188124168540771047310455083791813275 77102327491331558815988342315028799695453448741447 57474956322251607908321898456945658167422226465346 44262190903358651999472100346842086933138650220658 73930421050090525503786236912244812545137749474055 18194721448291038046455673759456464127017233146235 36507508822647115228794520080322845984237485258996 09684453805931252396124765652337578714194672468908 85435835340495687633957598459439002803480379174748 68003964881527175790573553972356628253252637113197 52030759051977489187601772077181045446379128952928 01186653217324647997574893724359435623189577976076 03274616722926973153399643268786521741693939251985 12782062312326808063801318840617405984429713608744 68478359003068022718802060838961321065165157087950 89227720731747428511400510517012307043955766562051 15453684431961921281809580693279385404931001404237 42537504669396753096999695405066141344285148932270 02648621509614592948555105213908505992843451292134 82055576306766908636825489817842412584394250004171 99477958848140204149990113825423102384855121324876 52277658409231966453739865031284466875244843401570 67457253657396529152423320836969188612481370696891 39195525894984383745564050988807859985216813054452 61403527154612387379579063146019102046895573492109 39703713538141838411054605032744954238031926680443 08922503001771576552460830412212965075015719657402 15133254786282102150200868683885421191618567384959 58756522732338307790734746564692547228942351698332 92636956456013621202890101333670326625540799137546 03935772392823486068323943137087427206850638433147 36377971595477082241438042613096028402871632720533 45576983211060328028822620909303153128406973612291 08830264523326434147697640819253862171394787239810 86291458321875645333634543523593766717166603886024 37240440849340401339182868523780010783347447997989 89583858439422473618632313199457039227151998935895 23172308257596273548170085332257002584944875827681 44061830817440501469829597591974537955252053503605 71818340947520239833910940201596677342580133465975 77216908939205888803854122126396359112097358681694 81570442807421448002857182028793982226765269000173 07091373588810096427345961480016070488915377360525 43479167800730495348813440647213126391177696709026 45576683281692706499773271419608901200842672023369 38424584454326751409824929238304793669129932884488 02534608195933411997268204979732515886229910442979 66032874097323246086933893560505714629754597323271 02478998582564788685863320791552469946353833994250 80864919006937019455719182919014900276048800807281 13215540997315336642886504831171250926113607783511 81035767249327618233621453944319083860887295143557 68828424030127491991803106926625852221407243876418 55915847646482297089820944950475448663666682052833 88797574022681916788168642707143853805396017367525 65077809100969658738969585774538248323351227165862 09952174110298588468581242774950225636267934453138 40557462526514500829916918416680640694786440015909 80223042534975634860069016628037113305634164223474 48026407917854327216335394826123887274271736156323 05672331602985991582040230222921219593783067618421 20371255361736440679677167930761424751356101094610 98928242790539903879295482255382322906315329701745 88911365469374418418319356232690903011169134286584 66746400663245590627990280342640544300230217277268 10837503422318630051323133976055721916922400914726 55689092114627033435928641086445171735596025343569 41551486705109456117545516325449623853687769953211 87803202506208978401669829839374411329104361240688 92592865459152502849176722533165736653847118423018 11502572326942909831652840987065829291257713529318 66615117856767363486837745101825583412679296255569 43674798354226053907806223468493486937663395243290 63589044189804378089576227312075211827124383525590 41702315763098065661160430730013440492885530215640 07306025630992191880205782752346014484167346940829 00307330218947261810438382438534955239734829323947 99128825878713719633522178335668491667482940261276 28216731515513151192959352043305707125459131606367 45382189140042205682941259835324103934060948638151 02506518865215629264272127825797066062263213918862 26818858376097245226904609763561112969130020110396 77076110520211598586133009768925568063235693702518 58156216140048133480339053356438244047099562725481 70487456452029209322722784387660699931169156493963 41895638055562471151974003141034048265710739125013 01707157914895818130665974836576108716060119188887 81955141259249077831537622044364971656966768795422 91630130509710504781858163468417172725183780921266 41618881905853729642585926590120721823925106519143 49321791854808663563199659734337303061476576238884 72821728668358143263022405869481147592036696401514 68558522774072038992865104694921419741480911184418 76867858931167480252882222875766268081511252342907 31686067177671727613077603161447643443627442732562 83390547534267387295983313868887745186890182867845 94038578567025829216722752851478305934880958596257 71741922654459295042481880381106662457154871354849 96567192479868214726940683849890320005875186560360 91605953480245158777487871723527744904487238386910 73170941322561048131004251295244509772740349598497 14594822273906388597222658343854285228321537279995 97764834532080669619709028591366912239575595472856 75526833670339829432092791013975918716243879376194 36631289656264732095186555933087210449974463710275 80545586238050629139569813850231798979571171454794 41862277715279261467785213699318957510414120895947 53556330395816520751549442644282087174066372329862 50621042804620888699235980125978839024750198537866 06886619028306613672697181923684516440626943282210 58918952923989825274746997771806419928101502937109 03130120813109886802004873526705126502920555650577 16933714627022808510856195272136903742754183754590 29731464580833641600159831601538553103746029566579 43810325712505775013644277803607465862727102715623 41330428998690602513812190811970764077468619006846 42098851391380138590787527651972779817197443930490 86866790539767411676022948102543347489157010645660 68322806861911663523703859809009577970939708735143 68188440703227142757222026938144666097877742277703 32711823547817066222979593829952220798798299660966 20315979995380458395866638756671562068933539242400 59314694234257169435606281667579980241835610767271 35369325399703614519403895352196601554807903381161 55219625379732736372874949420317058765247526790305 67735363438960326296699143893093584076451044795889 53788564200827421895398669042856299548435325013377 43230949935181550830373875601141013081901105007929 68211112248126019636611198646457870334995011155818 16525822844088535221212132560593443267939618161697 86163308049118542383298652036050082895165841501901 63896037596265074283908274076086467194399533360079 67853873608441765758007521845861523404221158559570 92160810806050940964155021134584245372087035867914 38204981040843660417683673061824873338179442807637 73926198701066270058962411710423651768247335761636 84240019723995576217600293048555996007668245335264 07033080837277256859995981551406266517649037219291 53679805235370626426092409949074502106738685634651 39193873962670383726811634799434810393817807064815 01307582517976700544181772980371451846258863597462 83103263707497903083187576389073374623678115647170 82885469425613653770826313299120091375464091626784 07766779339935299877286423731456224604304819871402 09709191676908367131611583754482074909798726757551 49113134046593999903309336177575523624030511825691 13984201484490471580603206695920873027901459375088 82083005648551670618162956832900234204291153485595 92098055082303444803060586719697773403563482220740 64446073126017568515701675623524458473224493009809 99538163964309248089790925742051886829820317551430 27018193580384395162926398169990183882532746471579 67154374485158719379226365004357071006400094740461 38576323245037990728116871972862820806697308567039 11601137999062778789143064473617982206584497496665 13795804748352183182814047059994826587951702352876 23207000394703813117084857118996929154177788596450 71133903756398895025681662849011079975304548129941 14518158408076895449763525371527883555623145393962 85119982907075993745046469503943221098809151090191 20735549464998273208828959146617550521255191947371 73420878397724911457734514807206619408046094682421 23327483265083951759414179738752780142338520663792 82145744660640591004144961453797384101595372261271 58951546103241756889523129195334939555827523690140 91976274078991730663036794646872506087607677867801 96297355460010702108537798304199638277426044311538 34698955150327148816561464603945096510031904075348 02334778830540383051376766000414394975438994446110 06109450497290306882062078372252292123823801229408 85937649413384940005886466569408544343582710450952 72316092738828874125522387900285406935388525639858 97186681843595594670636797779740666988914124902643 60355288713476162475764023354208715373473143744250 33376363236035447731203499934033920727721172664091 21838590370588898809131800528759367244575644647635 29400174540389825397718685333954441204637354603788 88475447555140209190272186841146242012343712084336 30230059980686059756104702755330796282270659...
"Phi is the golden ratio" = "Hooted Healing Spirit"
kewlJ: My mother has read some of this forum. Probably more that I know. The only thing she has ever said to me about it is to ask why I continue to post here, which happens to be the same exact thing almost all of the decent people I have any association with ask me. And I am out if answers.
also kewlJ: I remain on this forum, for one reason only now....my own entertainment.
---> Three Essays on Religion: Nature, the Utility of religion, and Theism.
https://anagram-solver.net/For%20you....?partial=true
Because of the anagram solution above, I went with, "[The] I-God relationship!", which has 16, or 19, letters depending on including, or not, the the-part.
So, there's (19^3-16^3) = 2763 = [2700 + (60 + √9)] ---> 2 July, and June 30, as the respective middle of the calendars for 1961, and, its symbolic counterpart (in the other universe), 1721, with the latter year from φ^φ = about 2.18 = (0.01 + 0.07 + 2.1) ---> 1721 . Note as well that φ^(1/φ) = about 1.35 = {1 + [(16 + 19) / (antilog 0^0)^2]} ---> 1/1961, and, "In traditional Greek numerals, phi has a value of 500 (φʹ) or 500,000 (͵φ)," and, so, the year, 1961, may be similarly derived.
What I'm going to do, in my next few posts, is to finish my work with the numeral, 24269, in terms of its counter part as taken from stuff like (6*6*6*6 * 137) = 177552, and, (5*5*5 * 137) = 17125, each which contains the digits of my user-numeral, and its reciprocal, from the gematria forums, 7152. And, similar stuff like 666*137 = 91242, and, 666*142 = 94572 .
OppsIdidItAgain OppsIdidItAgain is online now
Gold
OppsIdidItAgain's AvatarJoin Date
May 2023
Posts
173
Last edited by OppsIdidItAgain; 04-08-2025 at 04:17 PM.
Magic of music is to make any instrument sound great. What a forum of thus satisfaction, despite the clowns and other losers. I found the numeral, 78230, in nature, given that the time of my 75th post was 7:08, and, its spot #304=(2^2+300)-->23. And, by the sizes of the little, images: 7.8KB, and, 4.8KB=(2^4X0.3)-->23; p<[1/(5X050X5)^2]. (300/4)=75; (16-0.3)=15.7-->1/57-->75. (296/53.333...)=5.55. (1200/16.3)-->[10X7+2+1].[6][196√91][9][183]; (1200X16.3)-->[1961-7+2]. (78^2 - 23^2)=5555. Ha!
I could mention, despite several pressing distractions over the last couple of years, that I've hammered out a couple of new developments with my TOE, in terms of gravity as the inherently quantum-relative quantity of physics (as in/outside of the others) and, in terms of game theory as the electromagnetic thus stuff (which then includes the absolute theme), but, all of this is more a matter of logical rearrangement than of any major shift in thinking. I still stand firm on my calculation of the overall fine-structure constants.
I could mention that I'm emailing a dying stranger in the process of leaving a nursing home, for a hospice; someone in a bed across from a patient whom I helped get out of the hospital, last year. He had extensive surgery, in January, 24, to do with throat cancer, went home, for a few months, but slipped in the bathroom, so ended up back in hospital, last fall, I guess ultimately for some sort of physical therapy. But, his focus turned to bossing around the nurses, staying on his back in bed, instead of let them help him into a wheelchair to begin to get him back on his feet. After eight months, guess what? One little problem after the other crept up on him, and, now he's permanently bedridden. He told me that he's worried that all the stuff that healed up nicely with the surgery is now coming undone, and, that there's a big bedsore on his back. Well, hello, shortly after I met him, I told him to get the heck out of bed, which was what I forced my friend to do. Can't wait for such things to turn around on their own. Anyway, there's not much to add here, either, because I'm severely limiting my involvement. I mean, it's easier to help someone who's "out of it", than someone well in their right mind, but just too lazy to "get with it", even if a matter of death a couple years later.
Last edited by OppsIdidItAgain; 04-08-2025 at 06:29 PM.
Magic of music is to make any instrument sound great. What a forum of thus satisfaction, despite the clowns and other losers. I found the numeral, 78230, in nature, given that the time of my 75th post was 7:08, and, its spot #304=(2^2+300)-->23. And, by the sizes of the little, images: 7.8KB, and, 4.8KB=(2^4X0.3)-->23; p<[1/(5X050X5)^2]. (300/4)=75; (16-0.3)=15.7-->1/57-->75. (296/53.333...)=5.55. (1200/16.3)-->[10X7+2+1].[6][196√91][9][183]; (1200X16.3)-->[1961-7+2]. (78^2 - 23^2)=5555. Ha!
I know just the thing to cheer up your bedridden friend: https://vegascasinotalk.com/forum/se...archid=6482221
kewlJ: My mother has read some of this forum. Probably more that I know. The only thing she has ever said to me about it is to ask why I continue to post here, which happens to be the same exact thing almost all of the decent people I have any association with ask me. And I am out if answers.
also kewlJ: I remain on this forum, for one reason only now....my own entertainment.
Perhaps Mr. V can illustrate the following mathematical curio with some choice pictures of butts.
It is fairly easy to see via basic algebra that the convergent value of sqrt2^(sqrt2^(sqrt2^(sqrt2^... is 2. Applying the same recursion to other numbers yields various results. For example, 1.1^(1.1^(1.1^(1.1^... converges to about 1.111782011, but sqrt3^(sqrt3^(sqrt3^(sqrt3^... does not converge and veers off to infinity. A natural question is thus, what is the maximum value of c such that c^(c^(c^(c^... converges, and what is that convergent value? It turns out that c = e^(1/e) and the convergent value is e.
For your viewing pleasure, here is e^(1/e):
1.444667861009766133658339108596430223058595453242 25316582052266430385493771861450557358292304709885 11429523184485575419803227050644507431903824515434 04532334829958935460056505845015522921685535611576 38889791912695270710686904554419254023276324528291 15155531294480526395191779440816753200019244730489 90986727540510951633465432186003195670298290943015 88012673380331752282079128374511027048732608149789 88983190463351143854405447262816274799749460481270 35669790836670743628685774546928524223955766049121 96764789665041624619970380238393270973185933767493 53786144331818222839808355940598080149837715987730 91422137665722889308303865337379608563592741852420 75017009555034733786726336501725320719646330940398 05791181211321822715792798249869313151257645431256 67269078543097301319795400734975991541128419511779 50956908020802767082062249170289105049925508588383 01530990168243094412628246769234504036301625290742 72226867993982175970820995916340966827266167529139 39887439780862744242169290300676746160986092146531 87573187305086126232965254339049074676664819105807 34844675944608712724497901724248346040417934174771 42500509899316165974700815617933419638390620945927 57409458111774150123401090738866584637703401804698 62957921508092095499334035559776485818317448235347 34558172085406726710466700745991896797699530323515 53703420171175453974166247809827198143203926183829 50416869318424008134001479736833363824282614459477 35328953156465294279932521409444350010581556024702 22707034315433467824667390320672298668340755575720 34102950467299955889143276540232409990836009990606 82549949622056144503464068739544386909052083532527 17530240673528702084400924827736996425665458538869 89267712791730850797147209790181523654049838563481 53192371636398234891276572141726162786244327039581 90123012591459364636457700684303609959162148471764 29309026546435217232139905079323954241451995263271 58350835322423889281480627040802364682084188179640 14007539984012140940632398552002059931845792571919 87057976184269980945760840313728257829250608172535 26761610499964904175262431514840969155107314680906 65125068584597590673870003127325110289076723238503 33054340955150319943015496654074792753169581204652 72283569277170191197466468863724412193642855623058 24648894313729398715784485055737050600040996391270 50919042669900922350520133537673666737246506735095 99036074706604811498042787499115808904372630930200 53579915294362270090623857952475375529588369117720 70666803260516649477075933068765019642733057702222 91497576796687391288683626595915590654315256461663 26177454798195888175796760608471709336918127234763 53711184594477647942591433489163141380444466803533 85749489984348376668587358253759343989666087769948 28167348026018026951632007894487484708165926388754 57962633647830596084466381872508836698242324977334 07612732876699618731932758540621488135797095733027 26860904321308749312416543233852447978683993118095 18597768489624429495711461024684531600390602667659 23001245042864082895637040228283590439001701492874 79659779510971175023900578076651750891007022674759 64218930999312401647259474681316233107252737316383 78393954458233623138877117417579683379120201297990 75833763971604191342959834685117151217314728427944 13634763085917541244191644462996214128385787910323 65028805797741988957097466504321720392756743989995 11955797291851413098993597274432959719751603404935 34109894148443599742725437894580531228707141411991 14281508674092716210375958811990384916632022515706 72333151285624173624927542581719181300217847444064 98779733670523016948007981705505747781249878353021 09437403562701478604500441047362881226077371372593 35295674916408031488426335758054735842747970199806 73785045409384807392097943666101538155243089328137 03459680209048341284044462849091688097526092452063 14528903073194550955055532109474230990334929322608 18588645394301558996241953391238288572883249261487 34616784670519038742203951186302649866008886103247 95135446894050248993393441642808453670109321116603 04888650436569120238232452631209967277123513701134 80785155917234411760113992187088078955641256202443 22167109197855598637386005940084385925766537719758 79329330076271464001803215417799420977581531781463 44315630813381933063329801154709544190316849916515 64160888968929197850855534684121117941621806395790 04899261595189872907408975186124559805597101772976 15071096104603187180991421709881093400060359173712 56743149124035108237920847969915329876387052237544 44788284988491549014628484227447483669299763731311 76519091416513702753500644321226176685803116039306 33201454508705374063802696930069880736170855307907 11827523060912983233315793289400234372233534423112 92092073953699487077992...
"choice pictures of butts" = "I sup of butterscotch ice"
kewlJ: My mother has read some of this forum. Probably more that I know. The only thing she has ever said to me about it is to ask why I continue to post here, which happens to be the same exact thing almost all of the decent people I have any association with ask me. And I am out if answers.
also kewlJ: I remain on this forum, for one reason only now....my own entertainment.
kewlJ: My mother has read some of this forum. Probably more that I know. The only thing she has ever said to me about it is to ask why I continue to post here, which happens to be the same exact thing almost all of the decent people I have any association with ask me. And I am out if answers.
also kewlJ: I remain on this forum, for one reason only now....my own entertainment.
Never liked clove cigarettes. I started young with True and Tareyton, then moved up to Winston and Marlboro. Finished with Camel Lights and Marlboro Lights. Last smoked tobacco pre-Y2K
Used to drink Laphroaig single malt scotch, Bridgeport IPA and Gilbey's Gin as well, also quit pre-Y2K.
Gave up those two vices for casino gambling: a fair trade.
What, Me Worry?
Or, the convergence of
--->
If it exists, there is p**n of it. [The sixth solution, the one with the **'s.]
The Intervention EP. [Working from the bottom up, to the sixth last thus solution, the first one with one o, and one r.]
https://anagram-solver.net/sqrtfivef...oogle_vignette
How about, "I Christ cue, b./c., [we're] "out of step" [with last is first]? With the b./c. non-overlapped to B.C., and, then, b/c. To do with the φ^φ, of itself, and, so, I-God, but, next, with the infinitely nested exponents above, of I-Christ. Ha.
Last edited by OppsIdidItAgain; 04-09-2025 at 06:55 PM.
Magic of music is to make any instrument sound great. What a forum of thus satisfaction, despite the clowns and other losers. I found the numeral, 78230, in nature, given that the time of my 75th post was 7:08, and, its spot #304=(2^2+300)-->23. And, by the sizes of the little, images: 7.8KB, and, 4.8KB=(2^4X0.3)-->23; p<[1/(5X050X5)^2]. (300/4)=75; (16-0.3)=15.7-->1/57-->75. (296/53.333...)=5.55. (1200/16.3)-->[10X7+2+1].[6][196√91][9][183]; (1200X16.3)-->[1961-7+2]. (78^2 - 23^2)=5555. Ha!
Looking back, all the cigarette brand loyalty was pretty stupid since they all smell and taste the same and cause the same cancer. Kids these days care less about brands and don't mind puffing on their Amazon Basics brand vape pen. They don't know Virginia Slims from Camels and don't care.
kewlJ: My mother has read some of this forum. Probably more that I know. The only thing she has ever said to me about it is to ask why I continue to post here, which happens to be the same exact thing almost all of the decent people I have any association with ask me. And I am out if answers.
also kewlJ: I remain on this forum, for one reason only now....my own entertainment.
I dunno, when I was a smoker Marlboro reds were pretty damn strong & from the smell you could always tell when someone was smoking one. Marlboro Lights were definitely more palatable & although they still stank it was more mildly.
And when I was black Newports were very strong and very nasty too.
Benson & Hedges was the much superior menthol brand, mellow & a much more pleasant taste & smell.
Virginia Slims, which I had to bum one once from my GF when I ran out, were weak as hell. Like trying to smoke a pixy stick.
You both must have more refined palates than me. I could tell the difference between menthol and regular, but beyond that they were not too distinctive for me. I just liked certain brands' packaging over others. I'm glad I didn't become a cigar man. I'd probably be smoking something filled with a Cuban's ass hair and wouldn't know the difference.
Lest Garnabby think I have forsaken him, I present the following math curio. Let c = 555^(1/555) and let x be the limiting value of the iterated exponential expression c^(c^(c^(c^... Then x is approximately 1.0115839989054532886734289720980560283188701114538556021537724827623... This one has an agreeable amount of digit repetition.
kewlJ: My mother has read some of this forum. Probably more that I know. The only thing she has ever said to me about it is to ask why I continue to post here, which happens to be the same exact thing almost all of the decent people I have any association with ask me. And I am out if answers.
also kewlJ: I remain on this forum, for one reason only now....my own entertainment.
There are currently 2 users browsing this thread. (0 members and 2 guests)