CDZ Why is prostitution illegal?

Donald Polish

VIP Member
Nov 27, 2014
607
64
80
Kansas City
Why? Look at marijuana: nothing detrimental, can be regulated, taxed, beneficial to health and economy, can lower crime rates.
Now look at prostitution: we can set up red light districts where prostitutes can be "rented", it would all be with consent from the prostitute, could be taxed, a viable industry. Plus, we wouldn't employ people who were diseased, as that would endanger consumers.
So why is prostitution illegal?
Will it change anything in the country?
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
 
Unkotare if you would please give me a quick lesson on how to use the search function. First of all where is it? Secondly, say I want to try and look up how many times x has said y was a wonderful person, how would I do it? Can you only search for a thread or can you get more specific? Thanks.
 
Prostitution is legal in Nevada. County-by-county option.

The biggest industry in Harry Reid's hometown, Searchlight, is a whore house. He says he has no financial interest in it.

He says lotsa things.
 
Because the USA is a conservative fascistic country. Anything that challenges the norm of heterosexual relationships and marriages is challenged immediately. Prostitutes are seen as one of those challenges.
We should have no prohibitions.
 
Because the USA is a conservative fascistic country. Anything that challenges the norm of heterosexual relationships and marriages is challenged immediately. Prostitutes are seen as one of those challenges.
We should have no prohibitions.
That is Only the cognitive dissonance of the right since they have absolutely no problem with a timeless, abomination of hypocrisy.

Would women have the same problem, if women had to have a certain BMI to even get us to get really really serious?

Really really hot chics, act more like the chics on StarShip Troopers, not like overweight free chics.
 
Because we are sexually repressed in this country. Instead of embracing our sexuality, we get mad at it. It's fucked up
 
It is why I am refusing to have a problem with modern women in modern times.
Huh, don't you think that some women are really beautiful inside and deserve real love?

I think we need prostitution to be legal but invisible for children.
 
Why? Look at marijuana: nothing detrimental, can be regulated, taxed, beneficial to health and economy, can lower crime rates.
Now look at prostitution: we can set up red light districts where prostitutes can be "rented", it would all be with consent from the prostitute, could be taxed, a viable industry. Plus, we wouldn't employ people who were diseased, as that would endanger consumers.
So why is prostitution illegal?
Will it change anything in the country?
legalizepros.jpg

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X4S2jQAZIOLrNq9TxlPZbsuuaOBmh+IPETFOkpdl2yvalrPdHryhR47AvQqGlWXZcejDgyniD/AGmvq09rO4tbincU1OD/APBrOs8lkxgHorEWZSVZSCrKbFSNxBiMnF8GOcFUTjJZRu6+6y/LMBRp1Mq1PE02awsHXqa67Y+8Ljh5y/RrbzjNT012st0flfRSMViy6UEtYUaZQDntVqlVm8y/oolg1JryQeVasq/SYDI7+PcIIPoPom0Q2G0dS22cmretsNe1IVACtNAdwsAfFmPG0gFygBACAEAIAQDmax6LGKw9Wkd7Kdk+y4zRvJgJ4qQ3LBYtLh0K0ai8MSJBGRFiLgg8CDYiatxw8H0WM1OKkumZdYYJMql7ZGx3g8iMwfWPJ5nHdFr3HboDHdfh6VXi6KT42zHrebWLykfOrml8KrKHszoT0YDVx9bq6bufqqW9ATPMvlPdGO+ah9REpWJ7R3sSzeLHaP4mat9n0mENkVH2IYyD0QzG2WZ3Acydw9YxyJS2xcvYeWgcCKGHpUhuRAPE2zPrebWPyo+b3FR1KspvyzoT0YQgEGAcXWjV6njKdm7NRc6b8Ua3HmDxExVKW4u2V7O1qbo9eUKTSGBqUKhpVl2XXzDDgyniDNfVpbTuLa4hcw3w/wDhpzyWQgHN0/8Am1/XHuaWLX5maD8Qf2V9zd1T1QXSGwPlQoMFO0nVF2qbLEF0YuByysbW4y3vSeDmZW1RUlV8M52tmAoYfFPh6DO4pWWo9RgWeqRtPuAAAuFsBwMyFYvvQpisKVqUGSmMWHLgsq7VSnYWKG1+ybi3nAG0IBMAIAQAgBACAQxgCZ1ywPVY2qu4Paqv730h94E+c11des7nRq3xLZL24OJMJtTPbkMMZfRbib4Zqf8Ah1GHk1mHvMv23MTjNepbLnd7ouksmkK9r5iOrwNcjeVCffYL8ZjrfIy9pdPfdQiKALnYTWH0AgiAdDV3D9Zi8Mlrg1VY+Cdv3qJkpL1Ip6jU+Hazl9MfrwO9RNmj57nJlACAEAgwDi6z6u08ZT2W7Lrmjjep+IPETFVp7i7ZXs7We6PXlCjx2CqUKjUqy7Lr6MODKeIlCpScTuLe5p3MN0DVMxoso5mn/wA2v6w/ytLNt8xofxB/Zj9zXw2ljRpU+rNqwYsp/wAM7RN/GZ5U81MmrhfRpWPwsZbyc2pUZizOxZ2ZmZmzLMxJY+plhGkZCOVIZGKOpurqSrqeaspuDJIHB0Ua71sTUbCYo9Y6oalOqbBnQEBlcDLaG0Dcbwe65gDPgBACAEAIAQAgC46VsNaphqnNaif5WX3NKlyujp/w7U/uQ+zKM0op8nT58Ak9EN4Lt0VVrVsQnNEf0JU+8S1as5v8RR9EJDKl05YqHSfUtggParUh42Jb/TMFw/QbjQVm7T+jFcpzmuR25DHOSQWLo9S+Pp9yVW/BV+Mz2yzM0+utq0+7Q35sDiQgBACAEAi0A4us+ryYylsns1B9CoN6H4g8RMVWG5F2yvZ2s90evKFFjsE9Co1KquzUX0YZ2dTxBtNfOm4nc291TuIKUGcHWGqLKt+1e9u4C1/xme1i+zR6/XXw1T85OThcM1RtlRnxPAectOaiuTn6FrVryUYI99JYLqmWxJBX8R9KRSq7yzf6f/Sbec5RpkzMauKaQ4uibUo0djH1XBarR+apoOyiVNlizMcyxCrusAL75BIzhAJgBACAEAIAQCl9KlK+GpNxWsvoUdT7xK1yvSbvQpNXOPdCzaUIrg7JAggks/Ry9seANzUal++zIZYtvmwaPXor+mT+o2ZsDjSmdKn6JT/66f5Hle4+XBudB/3S+zFgZQO2YQQWno1X8tv/AMp/8ySxbfMaTX3/APmX3GwJfOLTyTBIQAgBACARaAcXWfV9MZT2W7NRb7D7yp+I5iY6sNyLtleztZ7o9eUIjW/RL0Knzo2ag7LDgRmVdDxBtMdHMfSX9XUbiKuYPvjB56BxQsae5hmPtDj6THcU+cmw0K6p7fgvsz1hYdWo47VwONrWMWqfI/EDj8NLycEj4y6coms4Hl0TaxpVwdHDv2a1FOrFzcVFTIOp8LXHC8x71nBmdtNUlV8MvoM99mAygBACAEAIAQCodKA/I/8A9advXP8ACV7n5Tc6D/u19mK1pr10dp5aBTJPRZej4/8AyFP/AKdb/RM9t85pNe/2v5obk2BxZT+k+ntYMH2a1M+pK/6pguF6cm30R4u19mK2a47gJJBY+j6pbH0/tJUX3N/pme2frNPrkM2ufZobwmwOIRMEhACAEAIAQCCIAs+nWkBhcM9htfKlS5yNmo1iRfxRcu6RjnJ6Un14FH1DotOqMg2YPgbehIt+E8Tw3hlmlCpBKvD3/wDckYzFNVbabkBYbgBwnqEFEXd1O4nukeM9lXB39XdoU9pWKsKhKMpsykAZgzX3EsT4Ou0OipWjjU5THNqbrWuJHVVbLXUbtwqD21+I4SzSqJo02pabK2luj8rLUDM3ZqSYAQAgBACAUrpUqfk1JfarL/CrMfdK9z8pu9BT/qXJeELNpr49HZpeSUEkFp6N6V8df2aLn1ZRLFqvVk0WvyxbpfUa8vnHFd18obeBr23qA/3WDfCYqq3QNhplTZdQf5CfmtO/CCDpat4nq8Xh35VVU+D9j/VMlF4mUdSp/EtZr6Z/Qd4M2SPn5MkBACAEAIAQAgC06eB+RYb9sT+XxEApWkmA1f0edkFmxVdNriqitiXIHiUE87cvJkjVnGLjF9lPnsxoL/jb3yG8HpLc0i24aj1aKvsi3nmTNXWe6R9BsqPwreMT3ViLMrFWU3VlyKngRPCbRZnTjUi4zWUxn6l61jFDqqtlxCjMbhUHtr8Rw9JsKNTKOK1PTZW0t0eYstl5nNQTACAEAIAuelXFXfD0uQeofwVfefSVLp9I6b8OU/nqP7FEJlJcHUtgJIRd+iujetiH5IiepJI93rLdouGzmfxDL0wj92MqXDljW0jhuspPTO51ZfUW+M8uOVg905bJqXsIhaRFwd6kq3cymzD1Bmraw8H0ilPdBP3SYDIyD2DniN4zHiMx+MRliR5klJOL8jx0FjhXw9KqNzord4JGY9ZtYSyj5xcU3Tqyi/c356MQQAgBACAEAIAtenf9Dw37Yn8viIBxMDoV8VqzSWkperTq1aqKLXbYxdXbAvx2C9ucAWSMCLjcf97pJJl7948pDWRyuV4LLo3GdbTufpA2bv5Hzmtqw2yO70q7/qKCb7RuB8rTCzZMlKhBVlJV1N1Yb1PAgyYtxPE6cZxcZrKY0tTNahiV6qrZcQozAyFQD66X/EcLy/RqbkcXqemytpbo8xZa7ywagmAEAhoIYm9dMf12NrHeEtSHI7ObH7zEeU19xPdI7nRqHw7ZN+eThTAbYzCSGBmdF+F2cM1S1jUqMfJbIPdNhbRxE4zXqu652+yLnLBpAgCY1xwXU42svByKq+D/AEv4w01teO2WTutGrfFtlnxwcVpiNqSsfU8jC6LdJ3Sph2OaHbT9Rt/o1/US9QmsYOT1+12VFVj0+/uX0GWTniYAQAgBACAEAWvTv+h4b9sT+XxEA6vQ5/8AU4f9fEfzVaAIjEvtVKrc61Y+HzrmSSechkG9oOvs1dk7ny8xu+MrVqbccm40O5+FX2S6fX3LFsyidvgi2cEHoHZSrKSrKbqw3g8wYjJxPEqcakXGa4Y0dTNahil6utZcQozA3VAPrp8Rw9DL9GpuOK1LTZW0t0eYlrvLBqSYBy9Y9JDDYepVO9VOyPaY5KvmbTxOW1ZLNpQdetGmvLEohyu2ZJJJPEk3Y+pmrfLyfRIwUIqK8EORwgkgsbZZngOZOQHqRCWSG1FZY8NXsB1GGo0uKIoJ5m3aPmbzaQi0j51dVfi1pT92dGeyuEAofSjo69OniF30zsPl9RzYG/c1vWVLqOVk32gXO2r8Nvh/yLppTOwyAgG9ovHnDVqdZBfZPaX2kP0l+PiBPdOW2RUvbZXFJ03+Q7MHXWoquhDKwDAjcQcwZs08o+f1IOEnGS5R7yTwEAIAQAgBAFr07/oeG/bE/l8RAOl0RVlTQ9BnYKobE3LEAD8qrbyYAjtIU1WtWCMrp11XZdTdWU1GIII3ixEA178JJIbXEb94+EhrKCm4NSXZcEclUcjZ21VhfK4OWXPO4mqnCSk8n0G1vadWnHnkkk3nguEFryQelNyrKykq6kFWGRUjiD/vfEJuPRjnTjVjskuBpama1jFDq6tlrqMxwqD21+I4ekv0qu44vU9MlbS3R5iy03lg1IseknTPW1Vw6m60rM/I1OC/ujPzEo3NT/FHV6FaOEfjyXfRT2lVHSMxkg7upWjOvxlMHNafzreRsg82z/dMy0I5kajWLn4Vu0u5cDjUTZNnD5yZQAgGrpLCLWpPScXV1KsOYItPMobke6VSVOalHtCOx2DahUei+b0zsk8x9VvMWPnNZOO2WD6Ha11XpKovJ4ieSyZFryOjz5Lt0c6wCmfktQ2UkmkTwO807/iPOXrernhnMa3pz/vQ/MZCy0cws+SYJCAEAIAQBa9O/wCh4b9sT+XxEA52hdEfK9V2pBdprYl0HN6eKquo89m3nAFRTcMAw3EXHhwEkF56PdXkx2D0kjKC46o0m+slVabuhU8M2seYJEgFFpNcAkWPEcjyknpNLssvR/oD5bi2S+yEoPU2sjZ9pVp37s2y7p4nFSWCxbXToVVU9jq43B1KFRqVZdmovmGHBlPEH+01tSntZ3trcwuKalBmtaeDOEA9abkEMpKupBVlyZSNxBiE9rMdSEakXCSymXmn0gfkr7S/lQsqgDssTuqjPcOI7pcVfMcnMS0KSuEl8nv/ANChMSSSSSSSxJ3kk3JPmZTzlnVQgoRUV0iIJC9gSZKJSGv0d6H6jD9YwtUrdtuYX/hr5DP94y/Qp7YnC6vd/HrtLqPCLXM5qggBACAULpL0FtAYqmO0g2aoHGnfJu/ZN/JjK1xTytx0GhX6pzdGXT6+4vg9pQR1yz5MXa8kEKfXIgjIgjcQeBhPB5nFSW19DR1H1q+UL1NY2roPDrV9sd/Mf1l+jV3cHF6rpjtp74/K/wBi4SwacIAQAgBAFr07/oeG/bE/l8RAN/opqbOhKTHh8rPpiKxgCEwjfNqTYZA5ZAAi/wAYAzdUdNJojRrVKqE4rFOalLDnsuUVRTpu43onZLXO/ayuTAFszfSY2FyzEAWUbRLEAE5AXkgcnQzqw1FHxlW6tXULTQ5Wog7QdhzY5+AEgFw1q1bp4ynY9moudOoN6nkeaniP/MxVKW4u2N9O1qKS68oUmOwdShUalWXZdfRhwZTxBmvqU9vB3VvXhcwU4Pj+DWnkznoKkAx2s7wCGN4BEA7eqGhPlWIAIvSp2epyPFKd+82J7h3zPQp7pGq1a9/p6Liu5cIcqDLKbA4bOeTKAEAIAQDCsgYEEXBFiOYMh9BNxaaE7rZoE4OtZR8y9zTPs8TT8hu7h3TXVaOHlHcaXqMbmmoy+ZHGDc5gibdkUp6IIVyrBlJVlN1Yb1PAgyU8PJ5nCE4uM1lDM1S1zWtalXslbg25Kvhyb7PpL1GqnwzjNS0idB76fMf4Lkplk0qb8mUgkIAQBa9O/wCh4b9sT+XxEANSK+xq27nLZo49vSriD8IAk1pApsncVAPpu98A3tI46pXqtVqttOwUE7hsqoVVC8AAN3eTxkgsPRzqp/6hifnAfk1GzVuVRr3SgD32u3db2pAPoZVsBkPKABgHD1q1bTG07Hs1FzSoN6nkeaniJiq095esb6drPdHryhR43BVKLmnVXZdd/IjgyniDNfUpuJ3VrdRuIb4muZ4RnIkkEiAe+HotVdadJdp2NgPie4C5MlRcnhGOtWhRg5zfCHJq1oRMHQWkuZ3u3F3P0mPuHcBNnThtjg+fXd1K5qucvy+x1p7KwQAgBACAEjANDTWi6eJpNTqC4PhdSNzA8CJ5nHKwZrevKhUVSPaE3pnRVTC1TSq+Ktay1F9od/McJrp03Fnd2N7Tuobl35RpXtMZeaMbySCd+/8Av3ZxnBDSxhlr1d12q0LJXvVp5drfVT1+mPx8Zbp1+OTRX+iRq+ujwxi6K0xRxK7VGorjiB9IdxXeJYhUUjl69rVoPFSODo3mQrhAFr07/oeG/bE/l8RAN7oqwwq6Ep02AKv8rQg5ghsRWBBHnAEPQplRsHehKHndWIPugG1gcHUr1adGiNqrUbZQHdfeWJ4KoBY9wgH0lqpoCngcNToU89m5ZjYGo5+k7W4n3AQDrmCGedWuqgliABmSSAB33M8uSR6jGUuIrJR9P6/oLrhPnG3dYfza+A3v7pgqXCjwjoLDQ5z9Vbhe3koGKxT1WL1HZ3JzLEnyA+qO4SnKbl2dRRowox2wWEeM8mUIBkqk2ABJJsAMyTwAHEyUskSnGEXKT4GpqRqx8mTrKoBrsM7WPVg2PVg891zL1GkorLOJ1TUXcy2x+Vfv9S2SwagIAQAgBACAEAIBy9P6EpYun1dRe9WH0kb2gZjqQUkWLa5nbz3wFFprQ9XC1Orqi4J7DjJag7uR7prqlOUWdxZX1O6huTw/KNEATwvqX2SwEkGG1IwCaNQowZCUYbmQlT6jf4Gek2ujHUpwqLE1ktejNf8AE0gBVC1xz/NvbxFwx8hM8bmXk0df8P05803gtGA6QMK9tsvRP/MXL7y3H4zOriBqK2iXMOln7FX6Z9I0q+Bw5o1Eq2xaE7BDWAoVwSQN2ZA8xMqqRZr5WtaLw4s9dRNa8LgNEYb5TU2GY4grTAZ6r/lNXNaa52zGe7Oek8mBxa4YrNN41K+Jr1qdM0kq1C6oSLrcC5yyBYgt+9JIGL0KYfDImIxNRlFYP1XbIHV09lX7JJz2icz9kCeZSx2e4wlN4isl8xuumDpA/PByOFK9Q/wzxKtFF6jpV1V6h+vBW9J9I7EWw9G3JqpHrsL/AFmGVz7G1t/w95rS/JFO0npOtiTevUNTjs/RQeCDL1vK06kpdm+t7Kjbr0R/7moJjwXMhJPJOyYBnSoszBUUs7GyqN5O+wiMW3wealSFOLlN4QztTdUBh7VawDVyMrZrRvvVTxPMy/SoqK57OK1LVJXL2w4j/JbwJYNQTACAEAIAQAgBACARANXSWjqddDTqqHQ8CN3Ig8COc8ygmZKVWdKSlB8ir1j1Pq4UlqYarQ33FzUpj7Q+sPtDPmOMo1KTT4OwsNYhWjtqPEv2ZXQQRlK3KZuY5fZE9EhAJvIB6BYwiTByFuxyAGZ7pMW84MVZpQbZWdJUn2+scW2xZb7wo3A8r7/ObGk10cPqUKrqKpJcP+DVmc1x0NB1AKhU/X3XzAIvvla5jmOTdaJXVOs4/wDMWAzXrJ2vRF5JDZEEBAMrTxlseTf0Routim2KKXG5qjZU08W4nuGfhvmWFOUild39K2jmb59hpas6r0sILjt1SLNUbf8Aqr7K9wmxp01FHG32oVLqXPC9jviZCgEAIAQAgBACAEAIAQAgBAIKxgjBVNYdR6Ne70z1FX2lA2GP2k3eYsZhnRUjcWWr16Hpl6o/UXultAYjCn52mSo/4lMFk8TxXz9ZTnRlE6i11KhcLCeH7M5u0GzGY7phbwX0GzGRlGMkEhQciLjv/CSng8Thv4fRzdYaBKqwzC3uByNu14ZSxQms8mh163qTgpwXCOZg8H1hUBrFtrhcrskWvnxvLUqm1ZwaK2tY3E1FSwzzxFN6L23MpuDwI5wpKpExXFGpZ1ufHTO5htKU2A2mCtxByz7jxlSpScUdVZaxQrJRbxI6F8rSsbnkxCxkk9sFgqlY7NFGqH7AuB4sbAT3GDl0Vq11SorNSWC66B6PTcNi3vbPqkyXu2n3nwFhLdO228s5y+1xz9NFY+pfsJhEpKEpqqKNyqAAPSWUkjnp1JTeZPLPeSeQgBACAEAIAQAgBACAEAIAQAgEEQCCtxaR2E2uSvaV1Lwtclimw5+tTOwfMDI+YmKVCEjY2+q3NDiMsr68lWxvRxWW5o1kccBUBVvDaFx+EwO1fhm6o/iKL4qx/Q4GM1axdPJsM7fap2ce+/4TE6M/Y2VPVbWfU8fc5lai6fSR1/WRxb1E8OEl4Lsa9KSypL9TyWsvMcv7Tw0/B64ku+DVGHoq4dey3c1gedxMrqSawUo6dRhU+JHhmw1Jaots9YOFlZvS0iLkujPWhQmv9TBvYDVyq35rCv49Xsfi9p7/ANSfZRVTT6Lz6UWDA6h4up+cNKkO8l29FsPxkxoNvkwV9dt4L/TTf7Fl0d0eYdM6rNWPJjZPuLv87zOraKNRX1y4nxH0oteFwiU12aaqijcFAAEzxikaipUlUeZPk9gJ6MaWCYJCAEAIAQAgBACAEAIAQAgBACAEAIAQAgBAMbSMkJYDYHIST1uZ5PhaZ3op/dE8tIn4s15ZC4Snwpp91f6RtTHxZe7PRaSjcAPAAScJEb2+2Z7MYR5IG+TgnBlACAEAIAQAgBACAEAIAQD/2Q==
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X4S2jQAZIOLrNq9TxlPZbsuuaOBmh+IPETFOkpdl2yvalrPdHryhR47AvQqGlWXZcejDgyniD/AGmvq09rO4tbincU1OD/APBrOs8lkxgHorEWZSVZSCrKbFSNxBiMnF8GOcFUTjJZRu6+6y/LMBRp1Mq1PE02awsHXqa67Y+8Ljh5y/RrbzjNT012st0flfRSMViy6UEtYUaZQDntVqlVm8y/oolg1JryQeVasq/SYDI7+PcIIPoPom0Q2G0dS22cmretsNe1IVACtNAdwsAfFmPG0gFygBACAEAIAQDmax6LGKw9Wkd7Kdk+y4zRvJgJ4qQ3LBYtLh0K0ai8MSJBGRFiLgg8CDYiatxw8H0WM1OKkumZdYYJMql7ZGx3g8iMwfWPJ5nHdFr3HboDHdfh6VXi6KT42zHrebWLykfOrml8KrKHszoT0YDVx9bq6bufqqW9ATPMvlPdGO+ah9REpWJ7R3sSzeLHaP4mat9n0mENkVH2IYyD0QzG2WZ3Acydw9YxyJS2xcvYeWgcCKGHpUhuRAPE2zPrebWPyo+b3FR1KspvyzoT0YQgEGAcXWjV6njKdm7NRc6b8Ua3HmDxExVKW4u2V7O1qbo9eUKTSGBqUKhpVl2XXzDDgyniDNfVpbTuLa4hcw3w/wDhpzyWQgHN0/8Am1/XHuaWLX5maD8Qf2V9zd1T1QXSGwPlQoMFO0nVF2qbLEF0YuByysbW4y3vSeDmZW1RUlV8M52tmAoYfFPh6DO4pWWo9RgWeqRtPuAAAuFsBwMyFYvvQpisKVqUGSmMWHLgsq7VSnYWKG1+ybi3nAG0IBMAIAQAgBACAQxgCZ1ywPVY2qu4Paqv730h94E+c11des7nRq3xLZL24OJMJtTPbkMMZfRbib4Zqf8Ah1GHk1mHvMv23MTjNepbLnd7ouksmkK9r5iOrwNcjeVCffYL8ZjrfIy9pdPfdQiKALnYTWH0AgiAdDV3D9Zi8Mlrg1VY+Cdv3qJkpL1Ip6jU+Hazl9MfrwO9RNmj57nJlACAEAgwDi6z6u08ZT2W7Lrmjjep+IPETFVp7i7ZXs7We6PXlCjx2CqUKjUqy7Lr6MODKeIlCpScTuLe5p3MN0DVMxoso5mn/wA2v6w/ytLNt8xofxB/Zj9zXw2ljRpU+rNqwYsp/wAM7RN/GZ5U81MmrhfRpWPwsZbyc2pUZizOxZ2ZmZmzLMxJY+plhGkZCOVIZGKOpurqSrqeaspuDJIHB0Ua71sTUbCYo9Y6oalOqbBnQEBlcDLaG0Dcbwe65gDPgBACAEAIAQAgC46VsNaphqnNaif5WX3NKlyujp/w7U/uQ+zKM0op8nT58Ak9EN4Lt0VVrVsQnNEf0JU+8S1as5v8RR9EJDKl05YqHSfUtggParUh42Jb/TMFw/QbjQVm7T+jFcpzmuR25DHOSQWLo9S+Pp9yVW/BV+Mz2yzM0+utq0+7Q35sDiQgBACAEAi0A4us+ryYylsns1B9CoN6H4g8RMVWG5F2yvZ2s90evKFFjsE9Co1KquzUX0YZ2dTxBtNfOm4nc291TuIKUGcHWGqLKt+1e9u4C1/xme1i+zR6/XXw1T85OThcM1RtlRnxPAectOaiuTn6FrVryUYI99JYLqmWxJBX8R9KRSq7yzf6f/Sbec5RpkzMauKaQ4uibUo0djH1XBarR+apoOyiVNlizMcyxCrusAL75BIzhAJgBACAEAIAQCl9KlK+GpNxWsvoUdT7xK1yvSbvQpNXOPdCzaUIrg7JAggks/Ry9seANzUal++zIZYtvmwaPXor+mT+o2ZsDjSmdKn6JT/66f5Hle4+XBudB/3S+zFgZQO2YQQWno1X8tv/AMp/8ySxbfMaTX3/APmX3GwJfOLTyTBIQAgBACARaAcXWfV9MZT2W7NRb7D7yp+I5iY6sNyLtleztZ7o9eUIjW/RL0Knzo2ag7LDgRmVdDxBtMdHMfSX9XUbiKuYPvjB56BxQsae5hmPtDj6THcU+cmw0K6p7fgvsz1hYdWo47VwONrWMWqfI/EDj8NLycEj4y6coms4Hl0TaxpVwdHDv2a1FOrFzcVFTIOp8LXHC8x71nBmdtNUlV8MvoM99mAygBACAEAIAQCodKA/I/8A9advXP8ACV7n5Tc6D/u19mK1pr10dp5aBTJPRZej4/8AyFP/AKdb/RM9t85pNe/2v5obk2BxZT+k+ntYMH2a1M+pK/6pguF6cm30R4u19mK2a47gJJBY+j6pbH0/tJUX3N/pme2frNPrkM2ufZobwmwOIRMEhACAEAIAQCCIAs+nWkBhcM9htfKlS5yNmo1iRfxRcu6RjnJ6Un14FH1DotOqMg2YPgbehIt+E8Tw3hlmlCpBKvD3/wDckYzFNVbabkBYbgBwnqEFEXd1O4nukeM9lXB39XdoU9pWKsKhKMpsykAZgzX3EsT4Ou0OipWjjU5THNqbrWuJHVVbLXUbtwqD21+I4SzSqJo02pabK2luj8rLUDM3ZqSYAQAgBACAUrpUqfk1JfarL/CrMfdK9z8pu9BT/qXJeELNpr49HZpeSUEkFp6N6V8df2aLn1ZRLFqvVk0WvyxbpfUa8vnHFd18obeBr23qA/3WDfCYqq3QNhplTZdQf5CfmtO/CCDpat4nq8Xh35VVU+D9j/VMlF4mUdSp/EtZr6Z/Qd4M2SPn5MkBACAEAIAQAgC06eB+RYb9sT+XxEApWkmA1f0edkFmxVdNriqitiXIHiUE87cvJkjVnGLjF9lPnsxoL/jb3yG8HpLc0i24aj1aKvsi3nmTNXWe6R9BsqPwreMT3ViLMrFWU3VlyKngRPCbRZnTjUi4zWUxn6l61jFDqqtlxCjMbhUHtr8Rw9JsKNTKOK1PTZW0t0eYstl5nNQTACAEAIAuelXFXfD0uQeofwVfefSVLp9I6b8OU/nqP7FEJlJcHUtgJIRd+iujetiH5IiepJI93rLdouGzmfxDL0wj92MqXDljW0jhuspPTO51ZfUW+M8uOVg905bJqXsIhaRFwd6kq3cymzD1Bmraw8H0ilPdBP3SYDIyD2DniN4zHiMx+MRliR5klJOL8jx0FjhXw9KqNzord4JGY9ZtYSyj5xcU3Tqyi/c356MQQAgBACAEAIAtenf9Dw37Yn8viIBxMDoV8VqzSWkperTq1aqKLXbYxdXbAvx2C9ucAWSMCLjcf97pJJl7948pDWRyuV4LLo3GdbTufpA2bv5Hzmtqw2yO70q7/qKCb7RuB8rTCzZMlKhBVlJV1N1Yb1PAgyYtxPE6cZxcZrKY0tTNahiV6qrZcQozAyFQD66X/EcLy/RqbkcXqemytpbo8xZa7ywagmAEAhoIYm9dMf12NrHeEtSHI7ObH7zEeU19xPdI7nRqHw7ZN+eThTAbYzCSGBmdF+F2cM1S1jUqMfJbIPdNhbRxE4zXqu652+yLnLBpAgCY1xwXU42svByKq+D/AEv4w01teO2WTutGrfFtlnxwcVpiNqSsfU8jC6LdJ3Sph2OaHbT9Rt/o1/US9QmsYOT1+12VFVj0+/uX0GWTniYAQAgBACAEAWvTv+h4b9sT+XxEA6vQ5/8AU4f9fEfzVaAIjEvtVKrc61Y+HzrmSSechkG9oOvs1dk7ny8xu+MrVqbccm40O5+FX2S6fX3LFsyidvgi2cEHoHZSrKSrKbqw3g8wYjJxPEqcakXGa4Y0dTNahil6utZcQozA3VAPrp8Rw9DL9GpuOK1LTZW0t0eYlrvLBqSYBy9Y9JDDYepVO9VOyPaY5KvmbTxOW1ZLNpQdetGmvLEohyu2ZJJJPEk3Y+pmrfLyfRIwUIqK8EORwgkgsbZZngOZOQHqRCWSG1FZY8NXsB1GGo0uKIoJ5m3aPmbzaQi0j51dVfi1pT92dGeyuEAofSjo69OniF30zsPl9RzYG/c1vWVLqOVk32gXO2r8Nvh/yLppTOwyAgG9ovHnDVqdZBfZPaX2kP0l+PiBPdOW2RUvbZXFJ03+Q7MHXWoquhDKwDAjcQcwZs08o+f1IOEnGS5R7yTwEAIAQAgBAFr07/oeG/bE/l8RAOl0RVlTQ9BnYKobE3LEAD8qrbyYAjtIU1WtWCMrp11XZdTdWU1GIII3ixEA178JJIbXEb94+EhrKCm4NSXZcEclUcjZ21VhfK4OWXPO4mqnCSk8n0G1vadWnHnkkk3nguEFryQelNyrKykq6kFWGRUjiD/vfEJuPRjnTjVjskuBpama1jFDq6tlrqMxwqD21+I4ekv0qu44vU9MlbS3R5iy03lg1IseknTPW1Vw6m60rM/I1OC/ujPzEo3NT/FHV6FaOEfjyXfRT2lVHSMxkg7upWjOvxlMHNafzreRsg82z/dMy0I5kajWLn4Vu0u5cDjUTZNnD5yZQAgGrpLCLWpPScXV1KsOYItPMobke6VSVOalHtCOx2DahUei+b0zsk8x9VvMWPnNZOO2WD6Ha11XpKovJ4ieSyZFryOjz5Lt0c6wCmfktQ2UkmkTwO807/iPOXrernhnMa3pz/vQ/MZCy0cws+SYJCAEAIAQBa9O/wCh4b9sT+XxEA52hdEfK9V2pBdprYl0HN6eKquo89m3nAFRTcMAw3EXHhwEkF56PdXkx2D0kjKC46o0m+slVabuhU8M2seYJEgFFpNcAkWPEcjyknpNLssvR/oD5bi2S+yEoPU2sjZ9pVp37s2y7p4nFSWCxbXToVVU9jq43B1KFRqVZdmovmGHBlPEH+01tSntZ3trcwuKalBmtaeDOEA9abkEMpKupBVlyZSNxBiE9rMdSEakXCSymXmn0gfkr7S/lQsqgDssTuqjPcOI7pcVfMcnMS0KSuEl8nv/ANChMSSSSSSSxJ3kk3JPmZTzlnVQgoRUV0iIJC9gSZKJSGv0d6H6jD9YwtUrdtuYX/hr5DP94y/Qp7YnC6vd/HrtLqPCLXM5qggBACAULpL0FtAYqmO0g2aoHGnfJu/ZN/JjK1xTytx0GhX6pzdGXT6+4vg9pQR1yz5MXa8kEKfXIgjIgjcQeBhPB5nFSW19DR1H1q+UL1NY2roPDrV9sd/Mf1l+jV3cHF6rpjtp74/K/wBi4SwacIAQAgBAFr07/oeG/bE/l8RAN/opqbOhKTHh8rPpiKxgCEwjfNqTYZA5ZAAi/wAYAzdUdNJojRrVKqE4rFOalLDnsuUVRTpu43onZLXO/ayuTAFszfSY2FyzEAWUbRLEAE5AXkgcnQzqw1FHxlW6tXULTQ5Wog7QdhzY5+AEgFw1q1bp4ynY9moudOoN6nkeaniP/MxVKW4u2N9O1qKS68oUmOwdShUalWXZdfRhwZTxBmvqU9vB3VvXhcwU4Pj+DWnkznoKkAx2s7wCGN4BEA7eqGhPlWIAIvSp2epyPFKd+82J7h3zPQp7pGq1a9/p6Liu5cIcqDLKbA4bOeTKAEAIAQDCsgYEEXBFiOYMh9BNxaaE7rZoE4OtZR8y9zTPs8TT8hu7h3TXVaOHlHcaXqMbmmoy+ZHGDc5gibdkUp6IIVyrBlJVlN1Yb1PAgyU8PJ5nCE4uM1lDM1S1zWtalXslbg25Kvhyb7PpL1GqnwzjNS0idB76fMf4Lkplk0qb8mUgkIAQBa9O/wCh4b9sT+XxEANSK+xq27nLZo49vSriD8IAk1pApsncVAPpu98A3tI46pXqtVqttOwUE7hsqoVVC8AAN3eTxkgsPRzqp/6hifnAfk1GzVuVRr3SgD32u3db2pAPoZVsBkPKABgHD1q1bTG07Hs1FzSoN6nkeaniJiq095esb6drPdHryhR43BVKLmnVXZdd/IjgyniDNfUpuJ3VrdRuIb4muZ4RnIkkEiAe+HotVdadJdp2NgPie4C5MlRcnhGOtWhRg5zfCHJq1oRMHQWkuZ3u3F3P0mPuHcBNnThtjg+fXd1K5qucvy+x1p7KwQAgBACAEjANDTWi6eJpNTqC4PhdSNzA8CJ5nHKwZrevKhUVSPaE3pnRVTC1TSq+Ktay1F9od/McJrp03Fnd2N7Tuobl35RpXtMZeaMbySCd+/8Av3ZxnBDSxhlr1d12q0LJXvVp5drfVT1+mPx8Zbp1+OTRX+iRq+ujwxi6K0xRxK7VGorjiB9IdxXeJYhUUjl69rVoPFSODo3mQrhAFr07/oeG/bE/l8RAN7oqwwq6Ep02AKv8rQg5ghsRWBBHnAEPQplRsHehKHndWIPugG1gcHUr1adGiNqrUbZQHdfeWJ4KoBY9wgH0lqpoCngcNToU89m5ZjYGo5+k7W4n3AQDrmCGedWuqgliABmSSAB33M8uSR6jGUuIrJR9P6/oLrhPnG3dYfza+A3v7pgqXCjwjoLDQ5z9Vbhe3koGKxT1WL1HZ3JzLEnyA+qO4SnKbl2dRRowox2wWEeM8mUIBkqk2ABJJsAMyTwAHEyUskSnGEXKT4GpqRqx8mTrKoBrsM7WPVg2PVg891zL1GkorLOJ1TUXcy2x+Vfv9S2SwagIAQAgBACAEAIBy9P6EpYun1dRe9WH0kb2gZjqQUkWLa5nbz3wFFprQ9XC1Orqi4J7DjJag7uR7prqlOUWdxZX1O6huTw/KNEATwvqX2SwEkGG1IwCaNQowZCUYbmQlT6jf4Gek2ujHUpwqLE1ktejNf8AE0gBVC1xz/NvbxFwx8hM8bmXk0df8P05803gtGA6QMK9tsvRP/MXL7y3H4zOriBqK2iXMOln7FX6Z9I0q+Bw5o1Eq2xaE7BDWAoVwSQN2ZA8xMqqRZr5WtaLw4s9dRNa8LgNEYb5TU2GY4grTAZ6r/lNXNaa52zGe7Oek8mBxa4YrNN41K+Jr1qdM0kq1C6oSLrcC5yyBYgt+9JIGL0KYfDImIxNRlFYP1XbIHV09lX7JJz2icz9kCeZSx2e4wlN4isl8xuumDpA/PByOFK9Q/wzxKtFF6jpV1V6h+vBW9J9I7EWw9G3JqpHrsL/AFmGVz7G1t/w95rS/JFO0npOtiTevUNTjs/RQeCDL1vK06kpdm+t7Kjbr0R/7moJjwXMhJPJOyYBnSoszBUUs7GyqN5O+wiMW3wealSFOLlN4QztTdUBh7VawDVyMrZrRvvVTxPMy/SoqK57OK1LVJXL2w4j/JbwJYNQTACAEAIAQAgBACARANXSWjqddDTqqHQ8CN3Ig8COc8ygmZKVWdKSlB8ir1j1Pq4UlqYarQ33FzUpj7Q+sPtDPmOMo1KTT4OwsNYhWjtqPEv2ZXQQRlK3KZuY5fZE9EhAJvIB6BYwiTByFuxyAGZ7pMW84MVZpQbZWdJUn2+scW2xZb7wo3A8r7/ObGk10cPqUKrqKpJcP+DVmc1x0NB1AKhU/X3XzAIvvla5jmOTdaJXVOs4/wDMWAzXrJ2vRF5JDZEEBAMrTxlseTf0Routim2KKXG5qjZU08W4nuGfhvmWFOUild39K2jmb59hpas6r0sILjt1SLNUbf8Aqr7K9wmxp01FHG32oVLqXPC9jviZCgEAIAQAgBACAEAIAQAgBAIKxgjBVNYdR6Ne70z1FX2lA2GP2k3eYsZhnRUjcWWr16Hpl6o/UXultAYjCn52mSo/4lMFk8TxXz9ZTnRlE6i11KhcLCeH7M5u0GzGY7phbwX0GzGRlGMkEhQciLjv/CSng8Thv4fRzdYaBKqwzC3uByNu14ZSxQms8mh163qTgpwXCOZg8H1hUBrFtrhcrskWvnxvLUqm1ZwaK2tY3E1FSwzzxFN6L23MpuDwI5wpKpExXFGpZ1ufHTO5htKU2A2mCtxByz7jxlSpScUdVZaxQrJRbxI6F8rSsbnkxCxkk9sFgqlY7NFGqH7AuB4sbAT3GDl0Vq11SorNSWC66B6PTcNi3vbPqkyXu2n3nwFhLdO228s5y+1xz9NFY+pfsJhEpKEpqqKNyqAAPSWUkjnp1JTeZPLPeSeQgBACAEAIAQAgBACAEAIAQAgEEQCCtxaR2E2uSvaV1Lwtclimw5+tTOwfMDI+YmKVCEjY2+q3NDiMsr68lWxvRxWW5o1kccBUBVvDaFx+EwO1fhm6o/iKL4qx/Q4GM1axdPJsM7fap2ce+/4TE6M/Y2VPVbWfU8fc5lai6fSR1/WRxb1E8OEl4Lsa9KSypL9TyWsvMcv7Tw0/B64ku+DVGHoq4dey3c1gedxMrqSawUo6dRhU+JHhmw1Jaots9YOFlZvS0iLkujPWhQmv9TBvYDVyq35rCv49Xsfi9p7/ANSfZRVTT6Lz6UWDA6h4up+cNKkO8l29FsPxkxoNvkwV9dt4L/TTf7Fl0d0eYdM6rNWPJjZPuLv87zOraKNRX1y4nxH0oteFwiU12aaqijcFAAEzxikaipUlUeZPk9gJ6MaWCYJCAEAIAQAgBACAEAIAQAgBACAEAIAQAgBAMbSMkJYDYHIST1uZ5PhaZ3op/dE8tIn4s15ZC4Snwpp91f6RtTHxZe7PRaSjcAPAAScJEb2+2Z7MYR5IG+TgnBlACAEAIAQAgBACAEAIAQD/2Q==
Because real men can romance a girl fall in love with her, over a bunch of dates before getting to the secrete garden

You just want to pay and fuck like an animal at the zoo
 
Why? Look at marijuana: nothing detrimental, can be regulated, taxed, beneficial to health and economy, can lower crime rates.
Now look at prostitution: we can set up red light districts where prostitutes can be "rented", it would all be with consent from the prostitute, could be taxed, a viable industry. Plus, we wouldn't employ people who were diseased, as that would endanger consumers.
So why is prostitution illegal?
Will it change anything in the country?
legalizepros.jpg

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X4S2jQAZIOLrNq9TxlPZbsuuaOBmh+IPETFOkpdl2yvalrPdHryhR47AvQqGlWXZcejDgyniD/AGmvq09rO4tbincU1OD/APBrOs8lkxgHorEWZSVZSCrKbFSNxBiMnF8GOcFUTjJZRu6+6y/LMBRp1Mq1PE02awsHXqa67Y+8Ljh5y/RrbzjNT012st0flfRSMViy6UEtYUaZQDntVqlVm8y/oolg1JryQeVasq/SYDI7+PcIIPoPom0Q2G0dS22cmretsNe1IVACtNAdwsAfFmPG0gFygBACAEAIAQDmax6LGKw9Wkd7Kdk+y4zRvJgJ4qQ3LBYtLh0K0ai8MSJBGRFiLgg8CDYiatxw8H0WM1OKkumZdYYJMql7ZGx3g8iMwfWPJ5nHdFr3HboDHdfh6VXi6KT42zHrebWLykfOrml8KrKHszoT0YDVx9bq6bufqqW9ATPMvlPdGO+ah9REpWJ7R3sSzeLHaP4mat9n0mENkVH2IYyD0QzG2WZ3Acydw9YxyJS2xcvYeWgcCKGHpUhuRAPE2zPrebWPyo+b3FR1KspvyzoT0YQgEGAcXWjV6njKdm7NRc6b8Ua3HmDxExVKW4u2V7O1qbo9eUKTSGBqUKhpVl2XXzDDgyniDNfVpbTuLa4hcw3w/wDhpzyWQgHN0/8Am1/XHuaWLX5maD8Qf2V9zd1T1QXSGwPlQoMFO0nVF2qbLEF0YuByysbW4y3vSeDmZW1RUlV8M52tmAoYfFPh6DO4pWWo9RgWeqRtPuAAAuFsBwMyFYvvQpisKVqUGSmMWHLgsq7VSnYWKG1+ybi3nAG0IBMAIAQAgBACAQxgCZ1ywPVY2qu4Paqv730h94E+c11des7nRq3xLZL24OJMJtTPbkMMZfRbib4Zqf8Ah1GHk1mHvMv23MTjNepbLnd7ouksmkK9r5iOrwNcjeVCffYL8ZjrfIy9pdPfdQiKALnYTWH0AgiAdDV3D9Zi8Mlrg1VY+Cdv3qJkpL1Ip6jU+Hazl9MfrwO9RNmj57nJlACAEAgwDi6z6u08ZT2W7Lrmjjep+IPETFVp7i7ZXs7We6PXlCjx2CqUKjUqy7Lr6MODKeIlCpScTuLe5p3MN0DVMxoso5mn/wA2v6w/ytLNt8xofxB/Zj9zXw2ljRpU+rNqwYsp/wAM7RN/GZ5U81MmrhfRpWPwsZbyc2pUZizOxZ2ZmZmzLMxJY+plhGkZCOVIZGKOpurqSrqeaspuDJIHB0Ua71sTUbCYo9Y6oalOqbBnQEBlcDLaG0Dcbwe65gDPgBACAEAIAQAgC46VsNaphqnNaif5WX3NKlyujp/w7U/uQ+zKM0op8nT58Ak9EN4Lt0VVrVsQnNEf0JU+8S1as5v8RR9EJDKl05YqHSfUtggParUh42Jb/TMFw/QbjQVm7T+jFcpzmuR25DHOSQWLo9S+Pp9yVW/BV+Mz2yzM0+utq0+7Q35sDiQgBACAEAi0A4us+ryYylsns1B9CoN6H4g8RMVWG5F2yvZ2s90evKFFjsE9Co1KquzUX0YZ2dTxBtNfOm4nc291TuIKUGcHWGqLKt+1e9u4C1/xme1i+zR6/XXw1T85OThcM1RtlRnxPAectOaiuTn6FrVryUYI99JYLqmWxJBX8R9KRSq7yzf6f/Sbec5RpkzMauKaQ4uibUo0djH1XBarR+apoOyiVNlizMcyxCrusAL75BIzhAJgBACAEAIAQCl9KlK+GpNxWsvoUdT7xK1yvSbvQpNXOPdCzaUIrg7JAggks/Ry9seANzUal++zIZYtvmwaPXor+mT+o2ZsDjSmdKn6JT/66f5Hle4+XBudB/3S+zFgZQO2YQQWno1X8tv/AMp/8ySxbfMaTX3/APmX3GwJfOLTyTBIQAgBACARaAcXWfV9MZT2W7NRb7D7yp+I5iY6sNyLtleztZ7o9eUIjW/RL0Knzo2ag7LDgRmVdDxBtMdHMfSX9XUbiKuYPvjB56BxQsae5hmPtDj6THcU+cmw0K6p7fgvsz1hYdWo47VwONrWMWqfI/EDj8NLycEj4y6coms4Hl0TaxpVwdHDv2a1FOrFzcVFTIOp8LXHC8x71nBmdtNUlV8MvoM99mAygBACAEAIAQCodKA/I/8A9advXP8ACV7n5Tc6D/u19mK1pr10dp5aBTJPRZej4/8AyFP/AKdb/RM9t85pNe/2v5obk2BxZT+k+ntYMH2a1M+pK/6pguF6cm30R4u19mK2a47gJJBY+j6pbH0/tJUX3N/pme2frNPrkM2ufZobwmwOIRMEhACAEAIAQCCIAs+nWkBhcM9htfKlS5yNmo1iRfxRcu6RjnJ6Un14FH1DotOqMg2YPgbehIt+E8Tw3hlmlCpBKvD3/wDckYzFNVbabkBYbgBwnqEFEXd1O4nukeM9lXB39XdoU9pWKsKhKMpsykAZgzX3EsT4Ou0OipWjjU5THNqbrWuJHVVbLXUbtwqD21+I4SzSqJo02pabK2luj8rLUDM3ZqSYAQAgBACAUrpUqfk1JfarL/CrMfdK9z8pu9BT/qXJeELNpr49HZpeSUEkFp6N6V8df2aLn1ZRLFqvVk0WvyxbpfUa8vnHFd18obeBr23qA/3WDfCYqq3QNhplTZdQf5CfmtO/CCDpat4nq8Xh35VVU+D9j/VMlF4mUdSp/EtZr6Z/Qd4M2SPn5MkBACAEAIAQAgC06eB+RYb9sT+XxEApWkmA1f0edkFmxVdNriqitiXIHiUE87cvJkjVnGLjF9lPnsxoL/jb3yG8HpLc0i24aj1aKvsi3nmTNXWe6R9BsqPwreMT3ViLMrFWU3VlyKngRPCbRZnTjUi4zWUxn6l61jFDqqtlxCjMbhUHtr8Rw9JsKNTKOK1PTZW0t0eYstl5nNQTACAEAIAuelXFXfD0uQeofwVfefSVLp9I6b8OU/nqP7FEJlJcHUtgJIRd+iujetiH5IiepJI93rLdouGzmfxDL0wj92MqXDljW0jhuspPTO51ZfUW+M8uOVg905bJqXsIhaRFwd6kq3cymzD1Bmraw8H0ilPdBP3SYDIyD2DniN4zHiMx+MRliR5klJOL8jx0FjhXw9KqNzord4JGY9ZtYSyj5xcU3Tqyi/c356MQQAgBACAEAIAtenf9Dw37Yn8viIBxMDoV8VqzSWkperTq1aqKLXbYxdXbAvx2C9ucAWSMCLjcf97pJJl7948pDWRyuV4LLo3GdbTufpA2bv5Hzmtqw2yO70q7/qKCb7RuB8rTCzZMlKhBVlJV1N1Yb1PAgyYtxPE6cZxcZrKY0tTNahiV6qrZcQozAyFQD66X/EcLy/RqbkcXqemytpbo8xZa7ywagmAEAhoIYm9dMf12NrHeEtSHI7ObH7zEeU19xPdI7nRqHw7ZN+eThTAbYzCSGBmdF+F2cM1S1jUqMfJbIPdNhbRxE4zXqu652+yLnLBpAgCY1xwXU42svByKq+D/AEv4w01teO2WTutGrfFtlnxwcVpiNqSsfU8jC6LdJ3Sph2OaHbT9Rt/o1/US9QmsYOT1+12VFVj0+/uX0GWTniYAQAgBACAEAWvTv+h4b9sT+XxEA6vQ5/8AU4f9fEfzVaAIjEvtVKrc61Y+HzrmSSechkG9oOvs1dk7ny8xu+MrVqbccm40O5+FX2S6fX3LFsyidvgi2cEHoHZSrKSrKbqw3g8wYjJxPEqcakXGa4Y0dTNahil6utZcQozA3VAPrp8Rw9DL9GpuOK1LTZW0t0eYlrvLBqSYBy9Y9JDDYepVO9VOyPaY5KvmbTxOW1ZLNpQdetGmvLEohyu2ZJJJPEk3Y+pmrfLyfRIwUIqK8EORwgkgsbZZngOZOQHqRCWSG1FZY8NXsB1GGo0uKIoJ5m3aPmbzaQi0j51dVfi1pT92dGeyuEAofSjo69OniF30zsPl9RzYG/c1vWVLqOVk32gXO2r8Nvh/yLppTOwyAgG9ovHnDVqdZBfZPaX2kP0l+PiBPdOW2RUvbZXFJ03+Q7MHXWoquhDKwDAjcQcwZs08o+f1IOEnGS5R7yTwEAIAQAgBAFr07/oeG/bE/l8RAOl0RVlTQ9BnYKobE3LEAD8qrbyYAjtIU1WtWCMrp11XZdTdWU1GIII3ixEA178JJIbXEb94+EhrKCm4NSXZcEclUcjZ21VhfK4OWXPO4mqnCSk8n0G1vadWnHnkkk3nguEFryQelNyrKykq6kFWGRUjiD/vfEJuPRjnTjVjskuBpama1jFDq6tlrqMxwqD21+I4ekv0qu44vU9MlbS3R5iy03lg1IseknTPW1Vw6m60rM/I1OC/ujPzEo3NT/FHV6FaOEfjyXfRT2lVHSMxkg7upWjOvxlMHNafzreRsg82z/dMy0I5kajWLn4Vu0u5cDjUTZNnD5yZQAgGrpLCLWpPScXV1KsOYItPMobke6VSVOalHtCOx2DahUei+b0zsk8x9VvMWPnNZOO2WD6Ha11XpKovJ4ieSyZFryOjz5Lt0c6wCmfktQ2UkmkTwO807/iPOXrernhnMa3pz/vQ/MZCy0cws+SYJCAEAIAQBa9O/wCh4b9sT+XxEA52hdEfK9V2pBdprYl0HN6eKquo89m3nAFRTcMAw3EXHhwEkF56PdXkx2D0kjKC46o0m+slVabuhU8M2seYJEgFFpNcAkWPEcjyknpNLssvR/oD5bi2S+yEoPU2sjZ9pVp37s2y7p4nFSWCxbXToVVU9jq43B1KFRqVZdmovmGHBlPEH+01tSntZ3trcwuKalBmtaeDOEA9abkEMpKupBVlyZSNxBiE9rMdSEakXCSymXmn0gfkr7S/lQsqgDssTuqjPcOI7pcVfMcnMS0KSuEl8nv/ANChMSSSSSSSxJ3kk3JPmZTzlnVQgoRUV0iIJC9gSZKJSGv0d6H6jD9YwtUrdtuYX/hr5DP94y/Qp7YnC6vd/HrtLqPCLXM5qggBACAULpL0FtAYqmO0g2aoHGnfJu/ZN/JjK1xTytx0GhX6pzdGXT6+4vg9pQR1yz5MXa8kEKfXIgjIgjcQeBhPB5nFSW19DR1H1q+UL1NY2roPDrV9sd/Mf1l+jV3cHF6rpjtp74/K/wBi4SwacIAQAgBAFr07/oeG/bE/l8RAN/opqbOhKTHh8rPpiKxgCEwjfNqTYZA5ZAAi/wAYAzdUdNJojRrVKqE4rFOalLDnsuUVRTpu43onZLXO/ayuTAFszfSY2FyzEAWUbRLEAE5AXkgcnQzqw1FHxlW6tXULTQ5Wog7QdhzY5+AEgFw1q1bp4ynY9moudOoN6nkeaniP/MxVKW4u2N9O1qKS68oUmOwdShUalWXZdfRhwZTxBmvqU9vB3VvXhcwU4Pj+DWnkznoKkAx2s7wCGN4BEA7eqGhPlWIAIvSp2epyPFKd+82J7h3zPQp7pGq1a9/p6Liu5cIcqDLKbA4bOeTKAEAIAQDCsgYEEXBFiOYMh9BNxaaE7rZoE4OtZR8y9zTPs8TT8hu7h3TXVaOHlHcaXqMbmmoy+ZHGDc5gibdkUp6IIVyrBlJVlN1Yb1PAgyU8PJ5nCE4uM1lDM1S1zWtalXslbg25Kvhyb7PpL1GqnwzjNS0idB76fMf4Lkplk0qb8mUgkIAQBa9O/wCh4b9sT+XxEANSK+xq27nLZo49vSriD8IAk1pApsncVAPpu98A3tI46pXqtVqttOwUE7hsqoVVC8AAN3eTxkgsPRzqp/6hifnAfk1GzVuVRr3SgD32u3db2pAPoZVsBkPKABgHD1q1bTG07Hs1FzSoN6nkeaniJiq095esb6drPdHryhR43BVKLmnVXZdd/IjgyniDNfUpuJ3VrdRuIb4muZ4RnIkkEiAe+HotVdadJdp2NgPie4C5MlRcnhGOtWhRg5zfCHJq1oRMHQWkuZ3u3F3P0mPuHcBNnThtjg+fXd1K5qucvy+x1p7KwQAgBACAEjANDTWi6eJpNTqC4PhdSNzA8CJ5nHKwZrevKhUVSPaE3pnRVTC1TSq+Ktay1F9od/McJrp03Fnd2N7Tuobl35RpXtMZeaMbySCd+/8Av3ZxnBDSxhlr1d12q0LJXvVp5drfVT1+mPx8Zbp1+OTRX+iRq+ujwxi6K0xRxK7VGorjiB9IdxXeJYhUUjl69rVoPFSODo3mQrhAFr07/oeG/bE/l8RAN7oqwwq6Ep02AKv8rQg5ghsRWBBHnAEPQplRsHehKHndWIPugG1gcHUr1adGiNqrUbZQHdfeWJ4KoBY9wgH0lqpoCngcNToU89m5ZjYGo5+k7W4n3AQDrmCGedWuqgliABmSSAB33M8uSR6jGUuIrJR9P6/oLrhPnG3dYfza+A3v7pgqXCjwjoLDQ5z9Vbhe3koGKxT1WL1HZ3JzLEnyA+qO4SnKbl2dRRowox2wWEeM8mUIBkqk2ABJJsAMyTwAHEyUskSnGEXKT4GpqRqx8mTrKoBrsM7WPVg2PVg891zL1GkorLOJ1TUXcy2x+Vfv9S2SwagIAQAgBACAEAIBy9P6EpYun1dRe9WH0kb2gZjqQUkWLa5nbz3wFFprQ9XC1Orqi4J7DjJag7uR7prqlOUWdxZX1O6huTw/KNEATwvqX2SwEkGG1IwCaNQowZCUYbmQlT6jf4Gek2ujHUpwqLE1ktejNf8AE0gBVC1xz/NvbxFwx8hM8bmXk0df8P05803gtGA6QMK9tsvRP/MXL7y3H4zOriBqK2iXMOln7FX6Z9I0q+Bw5o1Eq2xaE7BDWAoVwSQN2ZA8xMqqRZr5WtaLw4s9dRNa8LgNEYb5TU2GY4grTAZ6r/lNXNaa52zGe7Oek8mBxa4YrNN41K+Jr1qdM0kq1C6oSLrcC5yyBYgt+9JIGL0KYfDImIxNRlFYP1XbIHV09lX7JJz2icz9kCeZSx2e4wlN4isl8xuumDpA/PByOFK9Q/wzxKtFF6jpV1V6h+vBW9J9I7EWw9G3JqpHrsL/AFmGVz7G1t/w95rS/JFO0npOtiTevUNTjs/RQeCDL1vK06kpdm+t7Kjbr0R/7moJjwXMhJPJOyYBnSoszBUUs7GyqN5O+wiMW3wealSFOLlN4QztTdUBh7VawDVyMrZrRvvVTxPMy/SoqK57OK1LVJXL2w4j/JbwJYNQTACAEAIAQAgBACARANXSWjqddDTqqHQ8CN3Ig8COc8ygmZKVWdKSlB8ir1j1Pq4UlqYarQ33FzUpj7Q+sPtDPmOMo1KTT4OwsNYhWjtqPEv2ZXQQRlK3KZuY5fZE9EhAJvIB6BYwiTByFuxyAGZ7pMW84MVZpQbZWdJUn2+scW2xZb7wo3A8r7/ObGk10cPqUKrqKpJcP+DVmc1x0NB1AKhU/X3XzAIvvla5jmOTdaJXVOs4/wDMWAzXrJ2vRF5JDZEEBAMrTxlseTf0Routim2KKXG5qjZU08W4nuGfhvmWFOUild39K2jmb59hpas6r0sILjt1SLNUbf8Aqr7K9wmxp01FHG32oVLqXPC9jviZCgEAIAQAgBACAEAIAQAgBAIKxgjBVNYdR6Ne70z1FX2lA2GP2k3eYsZhnRUjcWWr16Hpl6o/UXultAYjCn52mSo/4lMFk8TxXz9ZTnRlE6i11KhcLCeH7M5u0GzGY7phbwX0GzGRlGMkEhQciLjv/CSng8Thv4fRzdYaBKqwzC3uByNu14ZSxQms8mh163qTgpwXCOZg8H1hUBrFtrhcrskWvnxvLUqm1ZwaK2tY3E1FSwzzxFN6L23MpuDwI5wpKpExXFGpZ1ufHTO5htKU2A2mCtxByz7jxlSpScUdVZaxQrJRbxI6F8rSsbnkxCxkk9sFgqlY7NFGqH7AuB4sbAT3GDl0Vq11SorNSWC66B6PTcNi3vbPqkyXu2n3nwFhLdO228s5y+1xz9NFY+pfsJhEpKEpqqKNyqAAPSWUkjnp1JTeZPLPeSeQgBACAEAIAQAgBACAEAIAQAgEEQCCtxaR2E2uSvaV1Lwtclimw5+tTOwfMDI+YmKVCEjY2+q3NDiMsr68lWxvRxWW5o1kccBUBVvDaFx+EwO1fhm6o/iKL4qx/Q4GM1axdPJsM7fap2ce+/4TE6M/Y2VPVbWfU8fc5lai6fSR1/WRxb1E8OEl4Lsa9KSypL9TyWsvMcv7Tw0/B64ku+DVGHoq4dey3c1gedxMrqSawUo6dRhU+JHhmw1Jaots9YOFlZvS0iLkujPWhQmv9TBvYDVyq35rCv49Xsfi9p7/ANSfZRVTT6Lz6UWDA6h4up+cNKkO8l29FsPxkxoNvkwV9dt4L/TTf7Fl0d0eYdM6rNWPJjZPuLv87zOraKNRX1y4nxH0oteFwiU12aaqijcFAAEzxikaipUlUeZPk9gJ6MaWCYJCAEAIAQAgBACAEAIAQAgBACAEAIAQAgBAMbSMkJYDYHIST1uZ5PhaZ3op/dE8tIn4s15ZC4Snwpp91f6RtTHxZe7PRaSjcAPAAScJEb2+2Z7MYR5IG+TgnBlACAEAIAQAgBACAEAIAQD/2Q==
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X4S2jQAZIOLrNq9TxlPZbsuuaOBmh+IPETFOkpdl2yvalrPdHryhR47AvQqGlWXZcejDgyniD/AGmvq09rO4tbincU1OD/APBrOs8lkxgHorEWZSVZSCrKbFSNxBiMnF8GOcFUTjJZRu6+6y/LMBRp1Mq1PE02awsHXqa67Y+8Ljh5y/RrbzjNT012st0flfRSMViy6UEtYUaZQDntVqlVm8y/oolg1JryQeVasq/SYDI7+PcIIPoPom0Q2G0dS22cmretsNe1IVACtNAdwsAfFmPG0gFygBACAEAIAQDmax6LGKw9Wkd7Kdk+y4zRvJgJ4qQ3LBYtLh0K0ai8MSJBGRFiLgg8CDYiatxw8H0WM1OKkumZdYYJMql7ZGx3g8iMwfWPJ5nHdFr3HboDHdfh6VXi6KT42zHrebWLykfOrml8KrKHszoT0YDVx9bq6bufqqW9ATPMvlPdGO+ah9REpWJ7R3sSzeLHaP4mat9n0mENkVH2IYyD0QzG2WZ3Acydw9YxyJS2xcvYeWgcCKGHpUhuRAPE2zPrebWPyo+b3FR1KspvyzoT0YQgEGAcXWjV6njKdm7NRc6b8Ua3HmDxExVKW4u2V7O1qbo9eUKTSGBqUKhpVl2XXzDDgyniDNfVpbTuLa4hcw3w/wDhpzyWQgHN0/8Am1/XHuaWLX5maD8Qf2V9zd1T1QXSGwPlQoMFO0nVF2qbLEF0YuByysbW4y3vSeDmZW1RUlV8M52tmAoYfFPh6DO4pWWo9RgWeqRtPuAAAuFsBwMyFYvvQpisKVqUGSmMWHLgsq7VSnYWKG1+ybi3nAG0IBMAIAQAgBACAQxgCZ1ywPVY2qu4Paqv730h94E+c11des7nRq3xLZL24OJMJtTPbkMMZfRbib4Zqf8Ah1GHk1mHvMv23MTjNepbLnd7ouksmkK9r5iOrwNcjeVCffYL8ZjrfIy9pdPfdQiKALnYTWH0AgiAdDV3D9Zi8Mlrg1VY+Cdv3qJkpL1Ip6jU+Hazl9MfrwO9RNmj57nJlACAEAgwDi6z6u08ZT2W7Lrmjjep+IPETFVp7i7ZXs7We6PXlCjx2CqUKjUqy7Lr6MODKeIlCpScTuLe5p3MN0DVMxoso5mn/wA2v6w/ytLNt8xofxB/Zj9zXw2ljRpU+rNqwYsp/wAM7RN/GZ5U81MmrhfRpWPwsZbyc2pUZizOxZ2ZmZmzLMxJY+plhGkZCOVIZGKOpurqSrqeaspuDJIHB0Ua71sTUbCYo9Y6oalOqbBnQEBlcDLaG0Dcbwe65gDPgBACAEAIAQAgC46VsNaphqnNaif5WX3NKlyujp/w7U/uQ+zKM0op8nT58Ak9EN4Lt0VVrVsQnNEf0JU+8S1as5v8RR9EJDKl05YqHSfUtggParUh42Jb/TMFw/QbjQVm7T+jFcpzmuR25DHOSQWLo9S+Pp9yVW/BV+Mz2yzM0+utq0+7Q35sDiQgBACAEAi0A4us+ryYylsns1B9CoN6H4g8RMVWG5F2yvZ2s90evKFFjsE9Co1KquzUX0YZ2dTxBtNfOm4nc291TuIKUGcHWGqLKt+1e9u4C1/xme1i+zR6/XXw1T85OThcM1RtlRnxPAectOaiuTn6FrVryUYI99JYLqmWxJBX8R9KRSq7yzf6f/Sbec5RpkzMauKaQ4uibUo0djH1XBarR+apoOyiVNlizMcyxCrusAL75BIzhAJgBACAEAIAQCl9KlK+GpNxWsvoUdT7xK1yvSbvQpNXOPdCzaUIrg7JAggks/Ry9seANzUal++zIZYtvmwaPXor+mT+o2ZsDjSmdKn6JT/66f5Hle4+XBudB/3S+zFgZQO2YQQWno1X8tv/AMp/8ySxbfMaTX3/APmX3GwJfOLTyTBIQAgBACARaAcXWfV9MZT2W7NRb7D7yp+I5iY6sNyLtleztZ7o9eUIjW/RL0Knzo2ag7LDgRmVdDxBtMdHMfSX9XUbiKuYPvjB56BxQsae5hmPtDj6THcU+cmw0K6p7fgvsz1hYdWo47VwONrWMWqfI/EDj8NLycEj4y6coms4Hl0TaxpVwdHDv2a1FOrFzcVFTIOp8LXHC8x71nBmdtNUlV8MvoM99mAygBACAEAIAQCodKA/I/8A9advXP8ACV7n5Tc6D/u19mK1pr10dp5aBTJPRZej4/8AyFP/AKdb/RM9t85pNe/2v5obk2BxZT+k+ntYMH2a1M+pK/6pguF6cm30R4u19mK2a47gJJBY+j6pbH0/tJUX3N/pme2frNPrkM2ufZobwmwOIRMEhACAEAIAQCCIAs+nWkBhcM9htfKlS5yNmo1iRfxRcu6RjnJ6Un14FH1DotOqMg2YPgbehIt+E8Tw3hlmlCpBKvD3/wDckYzFNVbabkBYbgBwnqEFEXd1O4nukeM9lXB39XdoU9pWKsKhKMpsykAZgzX3EsT4Ou0OipWjjU5THNqbrWuJHVVbLXUbtwqD21+I4SzSqJo02pabK2luj8rLUDM3ZqSYAQAgBACAUrpUqfk1JfarL/CrMfdK9z8pu9BT/qXJeELNpr49HZpeSUEkFp6N6V8df2aLn1ZRLFqvVk0WvyxbpfUa8vnHFd18obeBr23qA/3WDfCYqq3QNhplTZdQf5CfmtO/CCDpat4nq8Xh35VVU+D9j/VMlF4mUdSp/EtZr6Z/Qd4M2SPn5MkBACAEAIAQAgC06eB+RYb9sT+XxEApWkmA1f0edkFmxVdNriqitiXIHiUE87cvJkjVnGLjF9lPnsxoL/jb3yG8HpLc0i24aj1aKvsi3nmTNXWe6R9BsqPwreMT3ViLMrFWU3VlyKngRPCbRZnTjUi4zWUxn6l61jFDqqtlxCjMbhUHtr8Rw9JsKNTKOK1PTZW0t0eYstl5nNQTACAEAIAuelXFXfD0uQeofwVfefSVLp9I6b8OU/nqP7FEJlJcHUtgJIRd+iujetiH5IiepJI93rLdouGzmfxDL0wj92MqXDljW0jhuspPTO51ZfUW+M8uOVg905bJqXsIhaRFwd6kq3cymzD1Bmraw8H0ilPdBP3SYDIyD2DniN4zHiMx+MRliR5klJOL8jx0FjhXw9KqNzord4JGY9ZtYSyj5xcU3Tqyi/c356MQQAgBACAEAIAtenf9Dw37Yn8viIBxMDoV8VqzSWkperTq1aqKLXbYxdXbAvx2C9ucAWSMCLjcf97pJJl7948pDWRyuV4LLo3GdbTufpA2bv5Hzmtqw2yO70q7/qKCb7RuB8rTCzZMlKhBVlJV1N1Yb1PAgyYtxPE6cZxcZrKY0tTNahiV6qrZcQozAyFQD66X/EcLy/RqbkcXqemytpbo8xZa7ywagmAEAhoIYm9dMf12NrHeEtSHI7ObH7zEeU19xPdI7nRqHw7ZN+eThTAbYzCSGBmdF+F2cM1S1jUqMfJbIPdNhbRxE4zXqu652+yLnLBpAgCY1xwXU42svByKq+D/AEv4w01teO2WTutGrfFtlnxwcVpiNqSsfU8jC6LdJ3Sph2OaHbT9Rt/o1/US9QmsYOT1+12VFVj0+/uX0GWTniYAQAgBACAEAWvTv+h4b9sT+XxEA6vQ5/8AU4f9fEfzVaAIjEvtVKrc61Y+HzrmSSechkG9oOvs1dk7ny8xu+MrVqbccm40O5+FX2S6fX3LFsyidvgi2cEHoHZSrKSrKbqw3g8wYjJxPEqcakXGa4Y0dTNahil6utZcQozA3VAPrp8Rw9DL9GpuOK1LTZW0t0eYlrvLBqSYBy9Y9JDDYepVO9VOyPaY5KvmbTxOW1ZLNpQdetGmvLEohyu2ZJJJPEk3Y+pmrfLyfRIwUIqK8EORwgkgsbZZngOZOQHqRCWSG1FZY8NXsB1GGo0uKIoJ5m3aPmbzaQi0j51dVfi1pT92dGeyuEAofSjo69OniF30zsPl9RzYG/c1vWVLqOVk32gXO2r8Nvh/yLppTOwyAgG9ovHnDVqdZBfZPaX2kP0l+PiBPdOW2RUvbZXFJ03+Q7MHXWoquhDKwDAjcQcwZs08o+f1IOEnGS5R7yTwEAIAQAgBAFr07/oeG/bE/l8RAOl0RVlTQ9BnYKobE3LEAD8qrbyYAjtIU1WtWCMrp11XZdTdWU1GIII3ixEA178JJIbXEb94+EhrKCm4NSXZcEclUcjZ21VhfK4OWXPO4mqnCSk8n0G1vadWnHnkkk3nguEFryQelNyrKykq6kFWGRUjiD/vfEJuPRjnTjVjskuBpama1jFDq6tlrqMxwqD21+I4ekv0qu44vU9MlbS3R5iy03lg1IseknTPW1Vw6m60rM/I1OC/ujPzEo3NT/FHV6FaOEfjyXfRT2lVHSMxkg7upWjOvxlMHNafzreRsg82z/dMy0I5kajWLn4Vu0u5cDjUTZNnD5yZQAgGrpLCLWpPScXV1KsOYItPMobke6VSVOalHtCOx2DahUei+b0zsk8x9VvMWPnNZOO2WD6Ha11XpKovJ4ieSyZFryOjz5Lt0c6wCmfktQ2UkmkTwO807/iPOXrernhnMa3pz/vQ/MZCy0cws+SYJCAEAIAQBa9O/wCh4b9sT+XxEA52hdEfK9V2pBdprYl0HN6eKquo89m3nAFRTcMAw3EXHhwEkF56PdXkx2D0kjKC46o0m+slVabuhU8M2seYJEgFFpNcAkWPEcjyknpNLssvR/oD5bi2S+yEoPU2sjZ9pVp37s2y7p4nFSWCxbXToVVU9jq43B1KFRqVZdmovmGHBlPEH+01tSntZ3trcwuKalBmtaeDOEA9abkEMpKupBVlyZSNxBiE9rMdSEakXCSymXmn0gfkr7S/lQsqgDssTuqjPcOI7pcVfMcnMS0KSuEl8nv/ANChMSSSSSSSxJ3kk3JPmZTzlnVQgoRUV0iIJC9gSZKJSGv0d6H6jD9YwtUrdtuYX/hr5DP94y/Qp7YnC6vd/HrtLqPCLXM5qggBACAULpL0FtAYqmO0g2aoHGnfJu/ZN/JjK1xTytx0GhX6pzdGXT6+4vg9pQR1yz5MXa8kEKfXIgjIgjcQeBhPB5nFSW19DR1H1q+UL1NY2roPDrV9sd/Mf1l+jV3cHF6rpjtp74/K/wBi4SwacIAQAgBAFr07/oeG/bE/l8RAN/opqbOhKTHh8rPpiKxgCEwjfNqTYZA5ZAAi/wAYAzdUdNJojRrVKqE4rFOalLDnsuUVRTpu43onZLXO/ayuTAFszfSY2FyzEAWUbRLEAE5AXkgcnQzqw1FHxlW6tXULTQ5Wog7QdhzY5+AEgFw1q1bp4ynY9moudOoN6nkeaniP/MxVKW4u2N9O1qKS68oUmOwdShUalWXZdfRhwZTxBmvqU9vB3VvXhcwU4Pj+DWnkznoKkAx2s7wCGN4BEA7eqGhPlWIAIvSp2epyPFKd+82J7h3zPQp7pGq1a9/p6Liu5cIcqDLKbA4bOeTKAEAIAQDCsgYEEXBFiOYMh9BNxaaE7rZoE4OtZR8y9zTPs8TT8hu7h3TXVaOHlHcaXqMbmmoy+ZHGDc5gibdkUp6IIVyrBlJVlN1Yb1PAgyU8PJ5nCE4uM1lDM1S1zWtalXslbg25Kvhyb7PpL1GqnwzjNS0idB76fMf4Lkplk0qb8mUgkIAQBa9O/wCh4b9sT+XxEANSK+xq27nLZo49vSriD8IAk1pApsncVAPpu98A3tI46pXqtVqttOwUE7hsqoVVC8AAN3eTxkgsPRzqp/6hifnAfk1GzVuVRr3SgD32u3db2pAPoZVsBkPKABgHD1q1bTG07Hs1FzSoN6nkeaniJiq095esb6drPdHryhR43BVKLmnVXZdd/IjgyniDNfUpuJ3VrdRuIb4muZ4RnIkkEiAe+HotVdadJdp2NgPie4C5MlRcnhGOtWhRg5zfCHJq1oRMHQWkuZ3u3F3P0mPuHcBNnThtjg+fXd1K5qucvy+x1p7KwQAgBACAEjANDTWi6eJpNTqC4PhdSNzA8CJ5nHKwZrevKhUVSPaE3pnRVTC1TSq+Ktay1F9od/McJrp03Fnd2N7Tuobl35RpXtMZeaMbySCd+/8Av3ZxnBDSxhlr1d12q0LJXvVp5drfVT1+mPx8Zbp1+OTRX+iRq+ujwxi6K0xRxK7VGorjiB9IdxXeJYhUUjl69rVoPFSODo3mQrhAFr07/oeG/bE/l8RAN7oqwwq6Ep02AKv8rQg5ghsRWBBHnAEPQplRsHehKHndWIPugG1gcHUr1adGiNqrUbZQHdfeWJ4KoBY9wgH0lqpoCngcNToU89m5ZjYGo5+k7W4n3AQDrmCGedWuqgliABmSSAB33M8uSR6jGUuIrJR9P6/oLrhPnG3dYfza+A3v7pgqXCjwjoLDQ5z9Vbhe3koGKxT1WL1HZ3JzLEnyA+qO4SnKbl2dRRowox2wWEeM8mUIBkqk2ABJJsAMyTwAHEyUskSnGEXKT4GpqRqx8mTrKoBrsM7WPVg2PVg891zL1GkorLOJ1TUXcy2x+Vfv9S2SwagIAQAgBACAEAIBy9P6EpYun1dRe9WH0kb2gZjqQUkWLa5nbz3wFFprQ9XC1Orqi4J7DjJag7uR7prqlOUWdxZX1O6huTw/KNEATwvqX2SwEkGG1IwCaNQowZCUYbmQlT6jf4Gek2ujHUpwqLE1ktejNf8AE0gBVC1xz/NvbxFwx8hM8bmXk0df8P05803gtGA6QMK9tsvRP/MXL7y3H4zOriBqK2iXMOln7FX6Z9I0q+Bw5o1Eq2xaE7BDWAoVwSQN2ZA8xMqqRZr5WtaLw4s9dRNa8LgNEYb5TU2GY4grTAZ6r/lNXNaa52zGe7Oek8mBxa4YrNN41K+Jr1qdM0kq1C6oSLrcC5yyBYgt+9JIGL0KYfDImIxNRlFYP1XbIHV09lX7JJz2icz9kCeZSx2e4wlN4isl8xuumDpA/PByOFK9Q/wzxKtFF6jpV1V6h+vBW9J9I7EWw9G3JqpHrsL/AFmGVz7G1t/w95rS/JFO0npOtiTevUNTjs/RQeCDL1vK06kpdm+t7Kjbr0R/7moJjwXMhJPJOyYBnSoszBUUs7GyqN5O+wiMW3wealSFOLlN4QztTdUBh7VawDVyMrZrRvvVTxPMy/SoqK57OK1LVJXL2w4j/JbwJYNQTACAEAIAQAgBACARANXSWjqddDTqqHQ8CN3Ig8COc8ygmZKVWdKSlB8ir1j1Pq4UlqYarQ33FzUpj7Q+sPtDPmOMo1KTT4OwsNYhWjtqPEv2ZXQQRlK3KZuY5fZE9EhAJvIB6BYwiTByFuxyAGZ7pMW84MVZpQbZWdJUn2+scW2xZb7wo3A8r7/ObGk10cPqUKrqKpJcP+DVmc1x0NB1AKhU/X3XzAIvvla5jmOTdaJXVOs4/wDMWAzXrJ2vRF5JDZEEBAMrTxlseTf0Routim2KKXG5qjZU08W4nuGfhvmWFOUild39K2jmb59hpas6r0sILjt1SLNUbf8Aqr7K9wmxp01FHG32oVLqXPC9jviZCgEAIAQAgBACAEAIAQAgBAIKxgjBVNYdR6Ne70z1FX2lA2GP2k3eYsZhnRUjcWWr16Hpl6o/UXultAYjCn52mSo/4lMFk8TxXz9ZTnRlE6i11KhcLCeH7M5u0GzGY7phbwX0GzGRlGMkEhQciLjv/CSng8Thv4fRzdYaBKqwzC3uByNu14ZSxQms8mh163qTgpwXCOZg8H1hUBrFtrhcrskWvnxvLUqm1ZwaK2tY3E1FSwzzxFN6L23MpuDwI5wpKpExXFGpZ1ufHTO5htKU2A2mCtxByz7jxlSpScUdVZaxQrJRbxI6F8rSsbnkxCxkk9sFgqlY7NFGqH7AuB4sbAT3GDl0Vq11SorNSWC66B6PTcNi3vbPqkyXu2n3nwFhLdO228s5y+1xz9NFY+pfsJhEpKEpqqKNyqAAPSWUkjnp1JTeZPLPeSeQgBACAEAIAQAgBACAEAIAQAgEEQCCtxaR2E2uSvaV1Lwtclimw5+tTOwfMDI+YmKVCEjY2+q3NDiMsr68lWxvRxWW5o1kccBUBVvDaFx+EwO1fhm6o/iKL4qx/Q4GM1axdPJsM7fap2ce+/4TE6M/Y2VPVbWfU8fc5lai6fSR1/WRxb1E8OEl4Lsa9KSypL9TyWsvMcv7Tw0/B64ku+DVGHoq4dey3c1gedxMrqSawUo6dRhU+JHhmw1Jaots9YOFlZvS0iLkujPWhQmv9TBvYDVyq35rCv49Xsfi9p7/ANSfZRVTT6Lz6UWDA6h4up+cNKkO8l29FsPxkxoNvkwV9dt4L/TTf7Fl0d0eYdM6rNWPJjZPuLv87zOraKNRX1y4nxH0oteFwiU12aaqijcFAAEzxikaipUlUeZPk9gJ6MaWCYJCAEAIAQAgBACAEAIAQAgBACAEAIAQAgBAMbSMkJYDYHIST1uZ5PhaZ3op/dE8tIn4s15ZC4Snwpp91f6RtTHxZe7PRaSjcAPAAScJEb2+2Z7MYR5IG+TgnBlACAEAIAQAgBACAEAIAQD/2Q==

Because all women would become prostitutes if it weren't. :) Work a job I can't stand for crap, or get paid to have sex, gee decision decisions. :)
 
Why? Look at marijuana: nothing detrimental, can be regulated, taxed, beneficial to health and economy, can lower crime rates.
Now look at prostitution: we can set up red light districts where prostitutes can be "rented", it would all be with consent from the prostitute, could be taxed, a viable industry. Plus, we wouldn't employ people who were diseased, as that would endanger consumers.
So why is prostitution illegal?
Will it change anything in the country?
legalizepros.jpg

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X4S2jQAZIOLrNq9TxlPZbsuuaOBmh+IPETFOkpdl2yvalrPdHryhR47AvQqGlWXZcejDgyniD/AGmvq09rO4tbincU1OD/APBrOs8lkxgHorEWZSVZSCrKbFSNxBiMnF8GOcFUTjJZRu6+6y/LMBRp1Mq1PE02awsHXqa67Y+8Ljh5y/RrbzjNT012st0flfRSMViy6UEtYUaZQDntVqlVm8y/oolg1JryQeVasq/SYDI7+PcIIPoPom0Q2G0dS22cmretsNe1IVACtNAdwsAfFmPG0gFygBACAEAIAQDmax6LGKw9Wkd7Kdk+y4zRvJgJ4qQ3LBYtLh0K0ai8MSJBGRFiLgg8CDYiatxw8H0WM1OKkumZdYYJMql7ZGx3g8iMwfWPJ5nHdFr3HboDHdfh6VXi6KT42zHrebWLykfOrml8KrKHszoT0YDVx9bq6bufqqW9ATPMvlPdGO+ah9REpWJ7R3sSzeLHaP4mat9n0mENkVH2IYyD0QzG2WZ3Acydw9YxyJS2xcvYeWgcCKGHpUhuRAPE2zPrebWPyo+b3FR1KspvyzoT0YQgEGAcXWjV6njKdm7NRc6b8Ua3HmDxExVKW4u2V7O1qbo9eUKTSGBqUKhpVl2XXzDDgyniDNfVpbTuLa4hcw3w/wDhpzyWQgHN0/8Am1/XHuaWLX5maD8Qf2V9zd1T1QXSGwPlQoMFO0nVF2qbLEF0YuByysbW4y3vSeDmZW1RUlV8M52tmAoYfFPh6DO4pWWo9RgWeqRtPuAAAuFsBwMyFYvvQpisKVqUGSmMWHLgsq7VSnYWKG1+ybi3nAG0IBMAIAQAgBACAQxgCZ1ywPVY2qu4Paqv730h94E+c11des7nRq3xLZL24OJMJtTPbkMMZfRbib4Zqf8Ah1GHk1mHvMv23MTjNepbLnd7ouksmkK9r5iOrwNcjeVCffYL8ZjrfIy9pdPfdQiKALnYTWH0AgiAdDV3D9Zi8Mlrg1VY+Cdv3qJkpL1Ip6jU+Hazl9MfrwO9RNmj57nJlACAEAgwDi6z6u08ZT2W7Lrmjjep+IPETFVp7i7ZXs7We6PXlCjx2CqUKjUqy7Lr6MODKeIlCpScTuLe5p3MN0DVMxoso5mn/wA2v6w/ytLNt8xofxB/Zj9zXw2ljRpU+rNqwYsp/wAM7RN/GZ5U81MmrhfRpWPwsZbyc2pUZizOxZ2ZmZmzLMxJY+plhGkZCOVIZGKOpurqSrqeaspuDJIHB0Ua71sTUbCYo9Y6oalOqbBnQEBlcDLaG0Dcbwe65gDPgBACAEAIAQAgC46VsNaphqnNaif5WX3NKlyujp/w7U/uQ+zKM0op8nT58Ak9EN4Lt0VVrVsQnNEf0JU+8S1as5v8RR9EJDKl05YqHSfUtggParUh42Jb/TMFw/QbjQVm7T+jFcpzmuR25DHOSQWLo9S+Pp9yVW/BV+Mz2yzM0+utq0+7Q35sDiQgBACAEAi0A4us+ryYylsns1B9CoN6H4g8RMVWG5F2yvZ2s90evKFFjsE9Co1KquzUX0YZ2dTxBtNfOm4nc291TuIKUGcHWGqLKt+1e9u4C1/xme1i+zR6/XXw1T85OThcM1RtlRnxPAectOaiuTn6FrVryUYI99JYLqmWxJBX8R9KRSq7yzf6f/Sbec5RpkzMauKaQ4uibUo0djH1XBarR+apoOyiVNlizMcyxCrusAL75BIzhAJgBACAEAIAQCl9KlK+GpNxWsvoUdT7xK1yvSbvQpNXOPdCzaUIrg7JAggks/Ry9seANzUal++zIZYtvmwaPXor+mT+o2ZsDjSmdKn6JT/66f5Hle4+XBudB/3S+zFgZQO2YQQWno1X8tv/AMp/8ySxbfMaTX3/APmX3GwJfOLTyTBIQAgBACARaAcXWfV9MZT2W7NRb7D7yp+I5iY6sNyLtleztZ7o9eUIjW/RL0Knzo2ag7LDgRmVdDxBtMdHMfSX9XUbiKuYPvjB56BxQsae5hmPtDj6THcU+cmw0K6p7fgvsz1hYdWo47VwONrWMWqfI/EDj8NLycEj4y6coms4Hl0TaxpVwdHDv2a1FOrFzcVFTIOp8LXHC8x71nBmdtNUlV8MvoM99mAygBACAEAIAQCodKA/I/8A9advXP8ACV7n5Tc6D/u19mK1pr10dp5aBTJPRZej4/8AyFP/AKdb/RM9t85pNe/2v5obk2BxZT+k+ntYMH2a1M+pK/6pguF6cm30R4u19mK2a47gJJBY+j6pbH0/tJUX3N/pme2frNPrkM2ufZobwmwOIRMEhACAEAIAQCCIAs+nWkBhcM9htfKlS5yNmo1iRfxRcu6RjnJ6Un14FH1DotOqMg2YPgbehIt+E8Tw3hlmlCpBKvD3/wDckYzFNVbabkBYbgBwnqEFEXd1O4nukeM9lXB39XdoU9pWKsKhKMpsykAZgzX3EsT4Ou0OipWjjU5THNqbrWuJHVVbLXUbtwqD21+I4SzSqJo02pabK2luj8rLUDM3ZqSYAQAgBACAUrpUqfk1JfarL/CrMfdK9z8pu9BT/qXJeELNpr49HZpeSUEkFp6N6V8df2aLn1ZRLFqvVk0WvyxbpfUa8vnHFd18obeBr23qA/3WDfCYqq3QNhplTZdQf5CfmtO/CCDpat4nq8Xh35VVU+D9j/VMlF4mUdSp/EtZr6Z/Qd4M2SPn5MkBACAEAIAQAgC06eB+RYb9sT+XxEApWkmA1f0edkFmxVdNriqitiXIHiUE87cvJkjVnGLjF9lPnsxoL/jb3yG8HpLc0i24aj1aKvsi3nmTNXWe6R9BsqPwreMT3ViLMrFWU3VlyKngRPCbRZnTjUi4zWUxn6l61jFDqqtlxCjMbhUHtr8Rw9JsKNTKOK1PTZW0t0eYstl5nNQTACAEAIAuelXFXfD0uQeofwVfefSVLp9I6b8OU/nqP7FEJlJcHUtgJIRd+iujetiH5IiepJI93rLdouGzmfxDL0wj92MqXDljW0jhuspPTO51ZfUW+M8uOVg905bJqXsIhaRFwd6kq3cymzD1Bmraw8H0ilPdBP3SYDIyD2DniN4zHiMx+MRliR5klJOL8jx0FjhXw9KqNzord4JGY9ZtYSyj5xcU3Tqyi/c356MQQAgBACAEAIAtenf9Dw37Yn8viIBxMDoV8VqzSWkperTq1aqKLXbYxdXbAvx2C9ucAWSMCLjcf97pJJl7948pDWRyuV4LLo3GdbTufpA2bv5Hzmtqw2yO70q7/qKCb7RuB8rTCzZMlKhBVlJV1N1Yb1PAgyYtxPE6cZxcZrKY0tTNahiV6qrZcQozAyFQD66X/EcLy/RqbkcXqemytpbo8xZa7ywagmAEAhoIYm9dMf12NrHeEtSHI7ObH7zEeU19xPdI7nRqHw7ZN+eThTAbYzCSGBmdF+F2cM1S1jUqMfJbIPdNhbRxE4zXqu652+yLnLBpAgCY1xwXU42svByKq+D/AEv4w01teO2WTutGrfFtlnxwcVpiNqSsfU8jC6LdJ3Sph2OaHbT9Rt/o1/US9QmsYOT1+12VFVj0+/uX0GWTniYAQAgBACAEAWvTv+h4b9sT+XxEA6vQ5/8AU4f9fEfzVaAIjEvtVKrc61Y+HzrmSSechkG9oOvs1dk7ny8xu+MrVqbccm40O5+FX2S6fX3LFsyidvgi2cEHoHZSrKSrKbqw3g8wYjJxPEqcakXGa4Y0dTNahil6utZcQozA3VAPrp8Rw9DL9GpuOK1LTZW0t0eYlrvLBqSYBy9Y9JDDYepVO9VOyPaY5KvmbTxOW1ZLNpQdetGmvLEohyu2ZJJJPEk3Y+pmrfLyfRIwUIqK8EORwgkgsbZZngOZOQHqRCWSG1FZY8NXsB1GGo0uKIoJ5m3aPmbzaQi0j51dVfi1pT92dGeyuEAofSjo69OniF30zsPl9RzYG/c1vWVLqOVk32gXO2r8Nvh/yLppTOwyAgG9ovHnDVqdZBfZPaX2kP0l+PiBPdOW2RUvbZXFJ03+Q7MHXWoquhDKwDAjcQcwZs08o+f1IOEnGS5R7yTwEAIAQAgBAFr07/oeG/bE/l8RAOl0RVlTQ9BnYKobE3LEAD8qrbyYAjtIU1WtWCMrp11XZdTdWU1GIII3ixEA178JJIbXEb94+EhrKCm4NSXZcEclUcjZ21VhfK4OWXPO4mqnCSk8n0G1vadWnHnkkk3nguEFryQelNyrKykq6kFWGRUjiD/vfEJuPRjnTjVjskuBpama1jFDq6tlrqMxwqD21+I4ekv0qu44vU9MlbS3R5iy03lg1IseknTPW1Vw6m60rM/I1OC/ujPzEo3NT/FHV6FaOEfjyXfRT2lVHSMxkg7upWjOvxlMHNafzreRsg82z/dMy0I5kajWLn4Vu0u5cDjUTZNnD5yZQAgGrpLCLWpPScXV1KsOYItPMobke6VSVOalHtCOx2DahUei+b0zsk8x9VvMWPnNZOO2WD6Ha11XpKovJ4ieSyZFryOjz5Lt0c6wCmfktQ2UkmkTwO807/iPOXrernhnMa3pz/vQ/MZCy0cws+SYJCAEAIAQBa9O/wCh4b9sT+XxEA52hdEfK9V2pBdprYl0HN6eKquo89m3nAFRTcMAw3EXHhwEkF56PdXkx2D0kjKC46o0m+slVabuhU8M2seYJEgFFpNcAkWPEcjyknpNLssvR/oD5bi2S+yEoPU2sjZ9pVp37s2y7p4nFSWCxbXToVVU9jq43B1KFRqVZdmovmGHBlPEH+01tSntZ3trcwuKalBmtaeDOEA9abkEMpKupBVlyZSNxBiE9rMdSEakXCSymXmn0gfkr7S/lQsqgDssTuqjPcOI7pcVfMcnMS0KSuEl8nv/ANChMSSSSSSSxJ3kk3JPmZTzlnVQgoRUV0iIJC9gSZKJSGv0d6H6jD9YwtUrdtuYX/hr5DP94y/Qp7YnC6vd/HrtLqPCLXM5qggBACAULpL0FtAYqmO0g2aoHGnfJu/ZN/JjK1xTytx0GhX6pzdGXT6+4vg9pQR1yz5MXa8kEKfXIgjIgjcQeBhPB5nFSW19DR1H1q+UL1NY2roPDrV9sd/Mf1l+jV3cHF6rpjtp74/K/wBi4SwacIAQAgBAFr07/oeG/bE/l8RAN/opqbOhKTHh8rPpiKxgCEwjfNqTYZA5ZAAi/wAYAzdUdNJojRrVKqE4rFOalLDnsuUVRTpu43onZLXO/ayuTAFszfSY2FyzEAWUbRLEAE5AXkgcnQzqw1FHxlW6tXULTQ5Wog7QdhzY5+AEgFw1q1bp4ynY9moudOoN6nkeaniP/MxVKW4u2N9O1qKS68oUmOwdShUalWXZdfRhwZTxBmvqU9vB3VvXhcwU4Pj+DWnkznoKkAx2s7wCGN4BEA7eqGhPlWIAIvSp2epyPFKd+82J7h3zPQp7pGq1a9/p6Liu5cIcqDLKbA4bOeTKAEAIAQDCsgYEEXBFiOYMh9BNxaaE7rZoE4OtZR8y9zTPs8TT8hu7h3TXVaOHlHcaXqMbmmoy+ZHGDc5gibdkUp6IIVyrBlJVlN1Yb1PAgyU8PJ5nCE4uM1lDM1S1zWtalXslbg25Kvhyb7PpL1GqnwzjNS0idB76fMf4Lkplk0qb8mUgkIAQBa9O/wCh4b9sT+XxEANSK+xq27nLZo49vSriD8IAk1pApsncVAPpu98A3tI46pXqtVqttOwUE7hsqoVVC8AAN3eTxkgsPRzqp/6hifnAfk1GzVuVRr3SgD32u3db2pAPoZVsBkPKABgHD1q1bTG07Hs1FzSoN6nkeaniJiq095esb6drPdHryhR43BVKLmnVXZdd/IjgyniDNfUpuJ3VrdRuIb4muZ4RnIkkEiAe+HotVdadJdp2NgPie4C5MlRcnhGOtWhRg5zfCHJq1oRMHQWkuZ3u3F3P0mPuHcBNnThtjg+fXd1K5qucvy+x1p7KwQAgBACAEjANDTWi6eJpNTqC4PhdSNzA8CJ5nHKwZrevKhUVSPaE3pnRVTC1TSq+Ktay1F9od/McJrp03Fnd2N7Tuobl35RpXtMZeaMbySCd+/8Av3ZxnBDSxhlr1d12q0LJXvVp5drfVT1+mPx8Zbp1+OTRX+iRq+ujwxi6K0xRxK7VGorjiB9IdxXeJYhUUjl69rVoPFSODo3mQrhAFr07/oeG/bE/l8RAN7oqwwq6Ep02AKv8rQg5ghsRWBBHnAEPQplRsHehKHndWIPugG1gcHUr1adGiNqrUbZQHdfeWJ4KoBY9wgH0lqpoCngcNToU89m5ZjYGo5+k7W4n3AQDrmCGedWuqgliABmSSAB33M8uSR6jGUuIrJR9P6/oLrhPnG3dYfza+A3v7pgqXCjwjoLDQ5z9Vbhe3koGKxT1WL1HZ3JzLEnyA+qO4SnKbl2dRRowox2wWEeM8mUIBkqk2ABJJsAMyTwAHEyUskSnGEXKT4GpqRqx8mTrKoBrsM7WPVg2PVg891zL1GkorLOJ1TUXcy2x+Vfv9S2SwagIAQAgBACAEAIBy9P6EpYun1dRe9WH0kb2gZjqQUkWLa5nbz3wFFprQ9XC1Orqi4J7DjJag7uR7prqlOUWdxZX1O6huTw/KNEATwvqX2SwEkGG1IwCaNQowZCUYbmQlT6jf4Gek2ujHUpwqLE1ktejNf8AE0gBVC1xz/NvbxFwx8hM8bmXk0df8P05803gtGA6QMK9tsvRP/MXL7y3H4zOriBqK2iXMOln7FX6Z9I0q+Bw5o1Eq2xaE7BDWAoVwSQN2ZA8xMqqRZr5WtaLw4s9dRNa8LgNEYb5TU2GY4grTAZ6r/lNXNaa52zGe7Oek8mBxa4YrNN41K+Jr1qdM0kq1C6oSLrcC5yyBYgt+9JIGL0KYfDImIxNRlFYP1XbIHV09lX7JJz2icz9kCeZSx2e4wlN4isl8xuumDpA/PByOFK9Q/wzxKtFF6jpV1V6h+vBW9J9I7EWw9G3JqpHrsL/AFmGVz7G1t/w95rS/JFO0npOtiTevUNTjs/RQeCDL1vK06kpdm+t7Kjbr0R/7moJjwXMhJPJOyYBnSoszBUUs7GyqN5O+wiMW3wealSFOLlN4QztTdUBh7VawDVyMrZrRvvVTxPMy/SoqK57OK1LVJXL2w4j/JbwJYNQTACAEAIAQAgBACARANXSWjqddDTqqHQ8CN3Ig8COc8ygmZKVWdKSlB8ir1j1Pq4UlqYarQ33FzUpj7Q+sPtDPmOMo1KTT4OwsNYhWjtqPEv2ZXQQRlK3KZuY5fZE9EhAJvIB6BYwiTByFuxyAGZ7pMW84MVZpQbZWdJUn2+scW2xZb7wo3A8r7/ObGk10cPqUKrqKpJcP+DVmc1x0NB1AKhU/X3XzAIvvla5jmOTdaJXVOs4/wDMWAzXrJ2vRF5JDZEEBAMrTxlseTf0Routim2KKXG5qjZU08W4nuGfhvmWFOUild39K2jmb59hpas6r0sILjt1SLNUbf8Aqr7K9wmxp01FHG32oVLqXPC9jviZCgEAIAQAgBACAEAIAQAgBAIKxgjBVNYdR6Ne70z1FX2lA2GP2k3eYsZhnRUjcWWr16Hpl6o/UXultAYjCn52mSo/4lMFk8TxXz9ZTnRlE6i11KhcLCeH7M5u0GzGY7phbwX0GzGRlGMkEhQciLjv/CSng8Thv4fRzdYaBKqwzC3uByNu14ZSxQms8mh163qTgpwXCOZg8H1hUBrFtrhcrskWvnxvLUqm1ZwaK2tY3E1FSwzzxFN6L23MpuDwI5wpKpExXFGpZ1ufHTO5htKU2A2mCtxByz7jxlSpScUdVZaxQrJRbxI6F8rSsbnkxCxkk9sFgqlY7NFGqH7AuB4sbAT3GDl0Vq11SorNSWC66B6PTcNi3vbPqkyXu2n3nwFhLdO228s5y+1xz9NFY+pfsJhEpKEpqqKNyqAAPSWUkjnp1JTeZPLPeSeQgBACAEAIAQAgBACAEAIAQAgEEQCCtxaR2E2uSvaV1Lwtclimw5+tTOwfMDI+YmKVCEjY2+q3NDiMsr68lWxvRxWW5o1kccBUBVvDaFx+EwO1fhm6o/iKL4qx/Q4GM1axdPJsM7fap2ce+/4TE6M/Y2VPVbWfU8fc5lai6fSR1/WRxb1E8OEl4Lsa9KSypL9TyWsvMcv7Tw0/B64ku+DVGHoq4dey3c1gedxMrqSawUo6dRhU+JHhmw1Jaots9YOFlZvS0iLkujPWhQmv9TBvYDVyq35rCv49Xsfi9p7/ANSfZRVTT6Lz6UWDA6h4up+cNKkO8l29FsPxkxoNvkwV9dt4L/TTf7Fl0d0eYdM6rNWPJjZPuLv87zOraKNRX1y4nxH0oteFwiU12aaqijcFAAEzxikaipUlUeZPk9gJ6MaWCYJCAEAIAQAgBACAEAIAQAgBACAEAIAQAgBAMbSMkJYDYHIST1uZ5PhaZ3op/dE8tIn4s15ZC4Snwpp91f6RtTHxZe7PRaSjcAPAAScJEb2+2Z7MYR5IG+TgnBlACAEAIAQAgBACAEAIAQD/2Q==
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
Prostitution is illegal in the US for 2 reasons.

1. You cant keep track of the income earned and tax it
2. People are very repressed sexually.
 
Why? Look at marijuana: nothing detrimental, can be regulated, taxed, beneficial to health and economy, can lower crime rates.
Now look at prostitution: we can set up red light districts where prostitutes can be "rented", it would all be with consent from the prostitute, could be taxed, a viable industry. Plus, we wouldn't employ people who were diseased, as that would endanger consumers.
So why is prostitution illegal?
Will it change anything in the country?
legalizepros.jpg

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
Prostitution is illegal in the US for 2 reasons.

1. You cant keep track of the income earned and tax it
2. People are very repressed sexually.

Taxation works on the honor system. Are many forms of income with no paper trail the IRS trusts us to report. (said with a straight face) :) 2's true though. :)
 

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