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And what's conspiratorial about it? Are you saying American economy hadn't been tanking for a good 40 years with a small intermission during the roaring 20s? Weird understanding (or lack of it) of history you have there. Oh well, Murica #1 I guess. :)

More your suggestion that the United States invited wars on itself (already a conspiracy by itself) with the sole purpose of destroying the industry of everyone else in the world to make money.

Anything sp00ky you want to tell me about the ROTHSCHILD BANKING CARTEL or BILDERBERG GROUP?
 
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California wasn't a US state until the 60s...:rolleyes:
Well, technically it was a state before that. It just converted to a state of euphoria during the 1960's.

As for the question about "Where is Delaware?", I suspect it's hidden under one of the letters of the adjacent states. It's kind of small.....OK, maybe not "kind of".

Why is it that all of the toll booths along the Delaware River between PA and NJ charge to leave NJ? Also, doesn't the river have more total area than the state by that name?

I'm definitely interested in the potential for believable changes in the situation. I'm NOT interested in random changes due entirely to some RNG deciding that America is going to throw off Democracy and go Fascist for no rational reason. What the player chooses to push for is another matter completely. Random variables are a critical thing for blurring the lines, so you don't know exactly when almost inevitable things are going to happen (which may pre-empt other things unexpectedly), or which of several very credible alternatives will occur. Using random variables as the primary driving force to direct actions, especially where the underlying factors really don't make sense for it to occur, is NOT a good way to write a game. I'm sharply reminded of EU3, where you could be on great terms with a country, with an alliance, transit rights, and a long history of mutual cooperation, and the AI would suddenly break the alliance, cancel rights, and declare war within the space of a year due to the RNG deciding that it should fight you instead of ganging up on the big evil blob that's threatening both of you. The world is largely deterministic, but individual actions, natural events, accidents, and other factors can tip things one way or the other if they're already somewhat close. The game should follow RATIONAL lines, and do what makes sense for the governments, organizations, and key people at the time. A little randomness on the edges keeps it interesting.
 
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Arsenal of Democracy? Aww yeah. Detroit stronk.

Unless I am reading those lines wrong the US can do War Plan Red and then trigger Arsenal of Democracy, which until podcat posted and confirmed what I thought that some requirements are need to go to war with the UK, seemed a little strange. Yes the colonial parts of the empire weren't exactly free fully fledged democracies, but it would be a bit weird to declare on one of the European democracies and then fire the Arsenal of Democracy ;).

I guess US is not considered a victor of WW1 as it did not get that national spirit;)
Well it is not a good one anyway:D

Maybe because they turned late and didn't have time to learn all the lessons of WWI ;), and then forget them or draw the wrong conclusions :oops:.
 
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More your suggestion that the United States invited wars on itself (already a conspiracy by itself) with the sole purpose of destroying the industry of everyone else in the world to make money.

Anything sp00ky you want to tell me about the ROTHSCHILD BANKING CARTEL or BILDERBERG GROUP?

Look I don't want to say the guy is right. In my opinion just having an election does not solve economic problems has the game put it. War does help the economy, we know that, it's common knowledge. Plus let's face it seeing all of Europe having its industry destroyed does give a nice boost to yours. Wasn't the US was instrumental in helping Europe rebuilt? The argument you, Graphic, present is flawed. Let's try this, present facts contradicting that war and the destruction of European country did not help the US get out of the great depression and maybe then everybody will have a real and constructive discussion .
 
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Well the trend is to want more detailed maps.
In darkest hour we have the darkest hour map, which is fine, but like the hoi4 map, merges some states etc.

We can do it NOW in darkest hour, (hoi2.... ) so what exactly is the problem. Why merge provinces at all?

Is it possible to mod this map and put back the correct states and borders?

Fairly obvious, like EU4, we will have to wait for DLC before they invariably add more regions for better gameplay and sell it as a new feature.
 
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Look I don't want to say the guy is right. In my opinion just having an election does not solve economic problems has the game put it. War does help the economy, we know that, it's common knowledge. Plus let's face it seeing all of Europe having its industry destroyed does give a nice boost to yours. Wasn't the US was instrumental in helping Europe rebuilt? The argument you, Graphic, present is flawed. Let's try this, present facts contradicting that war and the destruction of European country did not help the US get out of the great depression and maybe then everybody will have a real and constructive discussion .

Can you look up the word "conspiracy" or "conspire" for me and then report back? Either you don't understand what that means or you're being obtuse.

I never argued with the fact that the US emerged from WW2 as pretty much the only world power with a fully functional economy. That's not the same, however, as saying the US sought out wars in order to destroy competing economies and engineered this result. To suggest this was all intentional as part of some sinister US plot to revive the economy is by definition a conspiracy theory, one with no evidence to back it up.

Try to remember what quote I was originally responding to:

The US was forced to seek out wars to give their economy a boost, primarily by destroying the industrial base of all their competitors.

If you think that's the same thing as "the US emerged from WW2 with the healthiest economy" then you don't understand fully how the English language works.
 
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Yes, millionaires got super rich during this era of robber baron capitalism. That doesn't mean the economy wasn't absolute dogshit for the regular person, thousands of who were matter of factly starving to death, forced to eat armadillos and other roadkill to the point where "Hoover's hogs" became common parlance for constant stavation. Rich people bought land and other property for absolutely nothing. You need to take off the Murica glasses. Why don't you go read about mine scrip or any of the thousands of other anecdotes testifying to the abysmal quality of life for the average American.
ok the economy and the compensation of workers are two different things additionally why you continue to think that the great depression was not contained to the 1930's is beyond me. but if your going to suggest reading material for me I will gladly reciprocate.
http://www.ritholtz.com/blog/2011/03/long-term-real-growth-in-us-gdp-per-capita-1871-2009/
http://www.bls.gov/opub/mlr/cwc/american-labor-in-the-20th-century.pdf

and I will continue to ware my 'merica glasses while using this
 
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You left out everybody's most anticipated bit of info:

Can you play as Texas?
 
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I think the US options to ally with each side shows them pretty well as the opportunists they are.
we may be opportunists but were opportunists with morals. and if you had to pick your super power you'd probably chose us like most of eastern europe did after the collapse of the soviet bloc.
 
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I think the US options to ally with each side shows them pretty well as the opportunists they are.

Not really, considering that anything besides isolationism or joining the allies is pure fantasy historically speaking.

I'm glad the options exist in game for sandbox options, but let's not kid ourselves here.
 
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Not really, considering that anything besides isolationism or joining the allies is pure fantasy historically speaking.

I'm glad the options exist in game for sandbox options, but let's not kid ourselves here.

anything other than what happened is pure fantasy historically speaking.

But I'm curious about civil wars. The Germans chose not to put much funding into American movements but what if they did, or the USSR did.
Would a civil war leading to a Communist America or Fascist America still be left with those same restrictions? I hope not.
 
anything other than what happened is pure fantasy historically speaking.

But I'm curious about civil wars. The Germans chose not to put much funding into American movements but what if they did, or the USSR did.
Would a civil war leading to a Communist America or Fascist America still be left with those same restrictions? I hope not.

then the other Hoover would have stopped them.

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0hMcGmw4KqZNbXPeY9W3PxOLENZG3AAAJYvkebEklNfDPBk0kjCaJ40EUhDMthqI0rbzBbV/Lih0ppyCGDWgeHOuMAdgNz32t2qwpKB7pLSiwsfv1VHmGQ1EK65oWjW4F2AG56DxPsxaw6RpZn6kbwTuSb6WaMFzhgodNO0e8btGfFGKn4qRiaWmhmwkYHdYB81wyeVnRcR2q3XiicgCbs6lR9meMMR7HFnB874rnaFgadaAujP5SbdxuEyNIPOEgDhxC+rHRTCyl6J730sTJASdr6vXQmwuzA2GOL19KdZ7RKN4Gq/uyPZiVJennbqhxadxxCuskipqHRLWxSM8cjSwPEFeGe6AImsGwKupcXtzF/DHorBV3EB2WLTg4b7g9y7ZA2AXkHbsX3haYaqrOa2zhSydmAD2ssiaRCLg9xUcKL9LE7BsTTN1WtgYMSvInF7jK44bFDzOganlhamLx179+SjhR37FX1MoDWO2gJqia574NgtgOSGVDDFOA5m8+/kc0OaYzrxYO3fsoz0y1d3gURVS3MlOuwfTzeEcwwtcx8/DluuyeSgIjqDrRHBrzs4O4ce/DLx0bajnxCzxm32+/3u+E+IjKwimb6w+qx+35H8X5/nQ6b0IKdpnpxzNoH08Rw8urKw0fX8oeTl6Xn+6c/SY0dEeQKxO17nT5m3L+/MjKwsMkgsdX827u+95Vs9waMr8E8UaWQWcv+Im9/f4Y3ULdWMDW1uJ2qpcbnKy74lXKMCEYEIwIRgQo2Yz6Ima9tuftNh+eFquUxwOcDjbDryC7jbrPAS26hrk96/Mnc+++MJUiUu13uJ4n7/ZWzNUCwCyviOft6k0tHchms1jszDc/yrbc+RPIXxu9CUDKKn+erMHWuL/SP+x/bO6oK6oM8ny8OW3ifYKuzSvSJDS0/fjuO3lBsahh9kHpENwPHc8vWtaWmkqnirqBY/Qz8I3n8x8PALSTMgHIx/wCo7+CvMx4Die3odUr6o4pBHUKUJSYkR2kA7NmZgVCWBuDhllaRhI3u9l46jGbCiSqkFOuWywNNXwOfRyklvRVaIWYyxPzXUbJsBpW5sFJXmdE0umJ1WbSfb7KYZrhoYcXcFW1+aJDIzl/Tq0211EneijI+zGuwcr0NgoPIXuMQRwz1owvFDu+t3X+EcM/AriWVkJu7nP8A+I/f9lG4djasrU7fXPr1B2NyQCpANx6oViDtYDDFa1lBRO+Xswi1uJuO+4z2lQU7nVM45TEY9isOIOEUo4nkll1szaIUUWuT9pz5KCbDnYb74RodPSV0zIYmWNrvJxsBmB1nAE772wU8+j2QMc95vuSljTKoRgQnjhjipKOlUSM8rs50xqblIxYdSAt2DWBPQW6kY3S2iZa2sIpmhthznHAF2dsNtrXI7cbK/o6xsMAMrr44DbZUvG9as9T2qSmWNkUoD/oxazJb7J1KSepBXnti1+H6b5emLHM1XgkO3naDfaLGw2YFJ6TlMjwQ67SMFQ4vVWLtRdn2i9rfs72YrzAOxI2NyOdutrYin5TkzyVtbZfK+7ZnkpItTXGvkniXgLsI6iVm7e0bdiqKSSxU2cgXuBcEAXvzPhjJn4kdM+OEN1CXAOJOAFxexwzyubWyzVy3RYjDnk6wsbdaUMrziWC4Qho29eFxqjf95T18xY7c8aOr0dDU2ccHDJwwcO33VZBVSRYZjcckw5VVtpdsvtfZ5KGZRKAybiWHVu5XntZxYX1d0CsfLJA8R1uWQlGAPBw2Hw8Sn49VzS6n7Wn0Vt9H1IZiziSSSSsSqiqZl2kp5DZ4pLjcK6q1jy1BF2tYs1J1eYMha3FEHOGucznw4Kk9GmzBvSIBDFLGqoCsw7WqnRdbugFhq0gsCAL9Sb92QFkbOTlxa7ZsAK4cwyO1mYEbd5UWqUViNOg01UY1TRgW7QDnMg6MD66+/bkVoXnR8ggkN4XdBx+k/gPDcfTLmRnzDTI3B4zG/j9/3ZOAq1KjUrn64bkk7uPvb9R19xxndOaLFG7lYx/LP/E7urd3Ky0fV8u3Vd0h48VouWSaHVVJsTYjob7csVGjK1/zTI2nmm9+4p6ojHJknNMmNgq1GBCMCEYEIwISHWSSPB2SPp9VgDy23t5XOMK2vl5MxuN2k34jG+Ht3WVqYW3uM0ncS8SSQRNDYpKwsT91erA+fIEeZ6Y0Xw/o4VUnLOxY3xdu7Mz2BVukaows1B0j4BL1SfQ4OyXapnUGU8jFEdxFc8mfm3gLDbY40Lf/AMjUa5/oxnD87xt4huzee0Ku/wArHYdN3gE5ZZw9SQ0paSOnqqbsZWqKyOXU8UiD9nEAOQ2AKm5NyQNgZZKh73XaSNwUsdOxrbEX3pXy/MXnpKWjRZPTYZnZJNTIkC3DMzWNmIOtRcdwFh4avakshJnlsGWx4ncOJ2LmNxc3k2Z37utV+Y5mkaNT0rEoxPb1O+uoa9zY8xHe/W7czcE6o6WifUPFRVC1uhHsbxO93l15cVFQIgY4zcnN3oqQYu1WK3yXiKenKhJCseoFkCp3hfe506uXW98VddomnqrueLutgbnDdhe3gnaaukhs0Wt1Jh4n4zLyTQdnFNThiovqDXBPeVgbCx2G3S/I2xRaI0FI2NlUJCx5xtYEWOQIzxGePiFYVmkGaxiLbgeaSMbEcVRHPBGBeIwIRgQjAhSssq1ikDtGsuncKxOm/QkAd72bfpharhkmjMbH6t8yBjbhjh1qeCRkb9Zzbpzl47lejZwyx1AlC90bFWGoEB7i4CMD8euMmfhuNtdHGbmMtJONjcbMOsfYVz/Ey6nc8ABwISVX10kzl5W1uebaVBPt0gDGtpqWKmZycQIG65PmSqWad0ztZ2fUuMUhVgykqwNwwNiD4gjliaSNsjSx4uDmCo2Pcw6zTYpgNq4Mydyt0sGC90VKWu1gtvrLC7Jye1/EChIOjXBr+dATgTiYzuP5dx2Zddo1/wAy27TaTb+b9/vLK0XPqSip0bL1PpM4ZZXkZDLToum6INO2om6uVsbXN9IUOGOWd+q85ZbigPjhZrN2lR65aicy5vBF2KRyLYAHUQAQ0zEDSxJ2k07AFr8mY+GOMsNLNiHDu3e68JcXctHs8VBrjoaKupRoVm3QbiKYC7R/uMDdfFSRtbEFOOVa/R1XiQMD+Jmw9Y28bHE3XMvMLaqHI+B/dP2U8RvOYpY10opBa56jmuMDNSnRVXZ+JabjiNh+9uC0EUoqortyKcMlqmkm1MbnQ3sG67DD2iKyWoq3GQ/TlsGIyH2VxUxtZGA3emDGmSKMCEYELhWVKopLG3h4k+AxDPURwM15DYLpjHPNgs9rqoRXZu6FFzfwA39uMRSwum1Y2Yk2HarWR4YC45BIFFU9tNNXTjVHDZgh5M5NoYvZcXPkDfnj6HPF8pTR6Ppjzn4X3DN7/buGSzcb+WldUyZN+wFecF5BLURyVjRxVM00qoElIKhGkAnnK6gTpF1UAgixtfYYZl1IGNp48GtH9vcr2FpkJlfmfJVeSyTZbGamCVZHeaWl7ApKokZRtIFYXcIx5EAg3XVdjjuRzZrNcLYXvh23Q1hhu6+G7yUPO52gSSnDGSeQ6q2fndm73YAjp1a2xO3IWClHGK2Vs7v6bf6bd9s3kf8Ax3Z7iiokMLS0dI9I7uCphQP2JntaPtBGD4sVZtvYF3/eGLg1MYnEF+cWl3YCB6qu5J3J8psvZRsTqJGBC+DAvV9wLxGBCnZPlEtS5SFbkLqNzYW2HM+3CddpCCijEk5sCbb8UxT00k7tVigA/wBnY+wg8jhtrg4XGShc0tNjmvuPVyjAhfMC9X3AvF8OPV6rHMMulpp+zNxIpBQre56qy9fh1HlhKCpgrKcv+k3BB2bwfvLHIpiSKSCWwz2K/hqUZ/TXgWQo2iup2Ubhu6ZkB9Uk8+VnHQEnFVCXU7hSF3MdjE6//Anhs4dgVgS1/wDO1cRg4eqtamRq1Hq6qtNDl6u8NPFGrKXTdbCONrklOYOrk4CqMM2EfN1bu2ouX84Os1UcVMlNKImlWairIxpmUWGzELJpbdXik2ZTyBN99hxWtfMwTRC0sRuBvG1vUR94qOJoidqON2P8104Unemq2pZdtTaCOgceqR5Ny87rit+IKZmkKBtZDm0X/wBP1Dsz4WO9TaOkdT1BgfkfPZ3+y1TJatElGpgNiL9B7TyG+MhoaZkNTrSGwII7bj2V3VNLmWCbgcbZVaMCFU5znQh7oF387hR7+vsHyxV6Q0k2lGqBd3h1lTwwGTHYlaavZ21OST/ew8MY+oqJKh+vIbnwHUrNjGsFmpT+kXN7QrCObnU3kq/1a3+U41HwjQ8pO6pdk3AfqPsPNVOmJ9WMRDN3kqWqy1nely2OwYd+YnkJXXUxb+FDt7L40tC8SyS17suiz9IP/wBneSrpmFrWUw6z1/spNNktIyyTZXWymrgRpO8hjMiJ6xjaw2/CSwOwNgb4adM425Vg1ShsQGEbsRs2dy+1fEMsxbMp7a0UQUkfNRIVu8trAG27nbnoF+6MI1MOvI2hYeli87mDZ1uOHUpWTDVM7hgMh+b9lU8Fmb0tOyPO5lL7gxk3cv435+bWxPptlMyiPKYBvRtmHbAPvK6WoHyuqObjfPqT/wAUtRGiUyA9iJCE9H0j6zv3sB3Rfv31bX574x2ipa51brQi79Wx1z9OBxvj+G1sbZK6q2QCG0mDb7N/3dZRU6NR7PVo6a7avfp2+GPo0PK6g5W2ttte3jisxLqa3MvbiuWJVGpmT5caiZIlZVLHmxAHuvzPgo3PzwpX1rKOB0zwSBsA+7dZwCYpoDPIGArW6DhilijCGGN7c3kRWYnxJI8emPltTpuvqZS8SObf6WkgAdQPec1q4qGCNgbqg8SAvlbR5fD+1jpI/wB5IgfgRj2nqNLVH9F8rupz7d97IfHSR9JrR2BLuacV0MOlYBdbnWtODFc27p1DTcA7WB636WN1TaF0lUXdUnHCxeQ+w2ix1gL+ltqTkraaPCPtth7KyyvNspmRTL6OZiq9oZYlUl7DUSWWx3vyOCWg0pTXERfq42DXkgDYLA38F62emlN3at9pIHqrdMpomGpYKYqeTCOMj4gYoZdIaRY/UdLIDuLn37rp1tPTkXDW9wVfxHwlBLAwjSKB17yuqqouBycgeqRz8OfTDOjdPVlPOHPe57TgWkk919u7uUVRQQyRkBoB3gLIFa/K3MjYgi42O4JB9oNj0x9VY8PaHDb95LJSMLHFpXrHS4Vjk0tKrf8Amo5XX/43AHvBAPwbCFcK0t/wpaOsG/Zs7wm6U09/51/T3Wt53WAxvHDJFFVNH9XqK6yLDZbkG9rgHkG53x83pm/ztaYOMQcNewNr8bYde0jJaeTocy2tbBZFlNc1NNqK3AuksbD1kOzxsD4jx5EDwx9KrKVlXT6jTbItI2EdEj7yWXgmdDLd3UR5pimenQCiqRUSQB+3pJafQXKSr6pV9iDvuO9qB6YSpJ5JmcsLB45rwdjhmnZWMaeSdkcRbcouWZbX19HGghVYKaKSRWEdu0Y3YqJDfUSWIAWy8id7YaL44n65Nydm5Raj5G6gFgNp8FEzR+3poKoG7paCUjmSo1RSe+PYt4phWjAp6qSkPRdz29RwcO/EDddFReSJs20YH0WicPVHbwRy9SO95MNm+Yx870lQ/KVT4dgOHUcR4Yda0lLPy0TX7/PambLa14tuaeBPL2Hp+WJ6HSUtPzTzm7t3V7ZdS8mga/HIpho6pZF1Ibj9RzxrIZmTMD2ZFVzmlpsVW8RR2Cv/ACn8x+vxxTadh5jZRswPUcvHzTVI7EtS+0CN00/u7fLl8sZk2OafWcSFZ8zZmN4afUzH8EALH3Fxb+bH0GCM0Ohg1nTfl+p+XaB5LOSHl64k5N8h+6p8t4lqIJ5KmIoJpNV2ddenU4dtNyADtpuQdicXraJjYGQg4NA7bJH5o8q6S2avani2OeCXTTRx5jPaASQq4DpLbtHI9UNZdAJZmuwtYXxA6nMZs53MGJ4WTLahrxcDnZKl4plUSrToQY6VeyBHIve8z+99v5MR6IYXsdVPHOkN+puTR3Y9qirnBpEIyaPHaqa+xFzY8x0Phccji1cxriCRiMuCSa9zQQDmpK17iFoL3jLq9vBgCtx7Q2/sHvXNJH8yKkdLVLesYHw2dakE7uSMRyvfqUbDSgXempS7aeXjf+/PEEs7WM1hio5JQxuso8qDkwG5IsepHMYkD2uwupWuObVqOWZksmWR+lN3WDI0jajYIxAJI7xewBB53BN9sfOarR8kWlnijGLbODQQMxjnhq53zwIFto1UNQH0rXTbcz1eqOFKfLZ2MagVbldbNMju6WFrM0i2A8LEezrievOkIbPkOoMgGkAHbcBp779+QXMJhf0RfiRc95V1mfBNDIunsFj3BvH3Dsdxt0I2Pt2sbHCDNNVcJuJCcNpv57RmPZTGjifm0L7/AOF6IcqSE+2MH874r36WrHGwmcP9R90wKaIfSO4JTlqMuin1a+yIIcwASCIMunTqRVtr2B2FgVGxI30Py+lnUxjLdYEW17sLi03vZxPR4E3IJxF8EBLTCTA2O7G1+reuf0r17NHSxDUsc2t3U3BIQIVVh7XuR4geGOfhOjY6oke6xLLAHZje5HdgdxXulZ3MiFtqSqOk1HSO6AL8vh8b43Us7Y23G+3uslLNqjWOK4sLc9t7e/w9u2JtduGOakGOS+Y7XqkZhVvM7PIdTNz8LcgAOgAwtS0sdNEI4xh5k5lTTTvlfru/suGGAABYKEkk3KZMsrn9GWRP21BKsqbnvROw1KbdBJYn8LsMUc7BBXflmFjweMj2jDiVZwv14OLDfs2ph4i44InitUekQGZKlRA+mWFFVbU7qAEuWY3WQtsDspsR3FTF18LEb8lNJO1licilvIpVnmqoFTs0qhIY4730OpMsQ1ADYWZeXJgN+vGkmugiiqTnG4X/AEnB3goqZ7ZZHxjJw8VbfRxmjBZIQRvaRdt+itz2+7il+L6ewjqAPynzHqm9DSdKI9fofROLBmO9z7d/gP6Yw93OwCvcAn7L6fs40TwG/t5n53x9BpoRBC2MbB/fxVPI7XcXLxmsYaFwTYaTv5jcfO2OK2Nr6d7Xmwscd3HsXsRIeCEgVtQ0UbuQe4rNyvyF+m2MPSxGeZkX4nAd5srSV+owu3AlZtl7FKKqlJ70rRwKepuTJKPeqDH1CsAkroIBk27yOrBvcSstAdWCSQ5nD3VJi4VcrvhIBZnnYXFNFJNbxZRZB7dbLb2YqdMuJpxC3ORwb2HM9109o9oMuucmglUlydybk7knqTuT7zi0YwMaGtyCUe4vcXHajHS4RgQhfPljw3tgg8FfoltINiQAL+IuLH++uKKR1zcdyqy69yPveqbO0AkjIuTuOXdUXOo/vMxA92GqQ89WFGSWOBy8TuHUBinvhPiumho1gmikk9fUNKFSGYm3eYX59RjOaYoJX1zpYyAcNpBwA3BbvRGjpJ6NjgRbHO+88E9cIwxTQdpSRJBGWI06QhuOZIS4+eKmfRldMdZzwTvLnE+S9qGNpH8m4d2XooHEvEEdHKIpVdmKB7oFIsSR9pgb909MKHQNVtc3vP8A1TtJTuqY9dlgL2x/a+9TuGasV0bSRAqFbSQ9gb2B2032scefwCqOTm95/wCqhrP8K8NftF8P3sqviuSmo5o3ngV5WBKyIiFhpsPWax64nGitINj5LlQG/h1nW7rWXtHTCrJewC42nP1Wecf59HVS03Zq66FmvrCj1uztazH7pxo/higkpHScoQb2yvsvvA3qs+IqZ0EbNYjG+XYo9Go0j2defPl7jfFpOTrm6wMpOsfv7wsoGfJZFa4srCy/edjb5Ak/9sd07iHjamaJ13lu8Z7gPfBQ8XCYRgQjAhXHCc6rVIj/ALOYNC48VlGj5Eqfdis0xEX0jnN6TLOHW3HyunaCTVmAORw71VTwlGZG9ZGZW/eUlT8wcPwyiWNsjciAe/FLSs5N5buK6UFWYpY5RzjdX266SDb32tjmphE0L4j9QIXsL9SRrtxTNS6afN2W9kMrDy0yjWg/11+GM1VNNZoK5za3xYbHwB71axHkdIcD6/utRycI0qC+178jzG4G/mMYzRUGtVs18LY9ZGXv2K9qH2jNk4Y3CqkvZ/XXOgcl5+Z8Pd+fsxltOV2sfl2ZDpdewep7OKfpIrc89iROMqwiklt1Cr8WAPyviH4ci5TSUfC57gbeNl5pJ+rTOt94pUo6HtYcvp97VNTIzEcwA0cNxfbZQx92N0199ITyfgY0Dtu72VGGf4eNn4nE9ytY/o27R1MNdSvEzOAwa72TmAq7Myi2oXHu5YaFfhi3FcGhF8DglrLntlsz8jPLBGN+WkNM2/hsuF6g8rpCBv4Wuee2zQuom8nTycTqpi4N4PkZnadAInhcKQ6MSWtYjSTyFzfyGK3TOnIhEBTOu9rgciMr4YgZ5KeioHhx5UYEW2Ki4i4e9DCrJOjytuI4wTZb+szG2kbWGxub25Eiz0fpcV7zyUZ1Rm4kWvuFr3PbgM9gKlTQ/Ltu92OwKjxcJBeozYg2vuNvHyxy8XaQV44XBCvQF1KR92w9hP8A0tiid0sVWHW1SOPiqbNrkQqTsWcnzK+r8iT7ThmiAL8VYU1gZHDOw7L5+y70/qj++uFa/wDrns8l9S+G/wDxzOt3mVt30S/+nj+LJ+eF25Kq03/mz1BJn0vf45f4Cf7cmOHZq40F/lT+o+QTN9DP+Fm/j/8ADTHTFXaf/rt/T6lVP00ftab9yT81x4/NNfD/AEJOseqyjMP2kfsf9MWOjOkVXfF3Qi7fRXEDk6Cf/bJ9puMRzANeQNl182eBiBv91Dzuwg0gXJYqG+6NXeYnp4X8x446gF3AXTFJczax3XtvwwHqoWLtMIGAr0J94O4QR5Y6gTJNEt202IbWPVVlNxsdzv0HQ4yOl9OPbDJT8mWyEW2WtwPHZgruk0eNdsgcC1LeecNz0Z1OFVdVkbtEJNuVl1aievLFxQ6Wpa1ojBu4jEWPbja3ikp6OWFxfbAHAqyzKghmzGXtZRBHLEZ1kNtILQCQFr8xrDXA3PTc4g0XM+OhDRiWuLT2E+llPUxMfU45EXXXiPg2KjpVqHqyxlH1MIp2R5CRcX1uCii4LErsOlyAXo6x0jtVrfFQuo2MGs5yrc/lIejm53poGJ8WjJRv9gYT0bGCyop/zuHY4D3K7qnWdFLwHgtQp4ipuP788fMzJiCMCPNajV2J0yus7RLn1hsw/X2H+vhjaUFYKqEP25EcfbaFVzR8m6yrs+p0CFEVQ7g2a19I6t7fDz9mK3S3ytNHfk2l7uA7T97SpqflHnM2CzDjzL2ipgTKz6pFWx9jH/dx58KOD642bkwnxaPVQ6Xu2nzzI9VSzZY9QcvpobCRoGZbkgXLyyHccj3D77Y1VG9omqpH4jXA7gPdVkrHFkTGmxsSrHKsozCjikklpGZKeCoeIyT6VgvG/aFVTWGLKT3TYXHMc8TzuhfbUOeeCkgbK24el+oXTltOo+1UTN/ljjT9ccR87Sjz+GNo7ySoHn/CDi66k8M8Qehwzle9I5QRoSdK21F3I6DdRtu3LzC2mNFmumjY0WGOs7bbCw68+rPgZaKs5CJxcb7h97FH4lztaspKY+zmA0yW3RwPVYdQeYsQdrbm2GdE6PloQ6Eu1mZg5EHaCPbjhioayojqAHgWdtCpcXCr16iW7AXtcjfwxzIbNJXjjYEq6Zj2i35lD8brf5G/uxQO6WCrgBqG2/wxVZnmnVERzvIoHlzJ91gPfh2jPPsnKPW1Xg8D7LpT+qP764Tr/wCuezyX1T4b/wDHM63eZW2/RH/6eP4sn54XbkqnTX+aPUEm/S9/jl/gJ/tyY4dmrnQX+VP6j5BMv0M/4Wb+P/w0x0xVun/67f0+pVV9NH7Wm/ck/NcePzTfw/0JOseqyjMP2kfsf9MWOjOkVXfF3Rj7fRXdIAFUc7KPgzXP5Y4nJLzdfNJblxPHyCrs0uaW9wFFma/MgNdVHmTbf+uCnIDgU3T2FTa2OQ7sT2KJi8TCMC8TTkvF/okcccMQIDa5WY2LsdiFA5ACwBPh6u+M1pDQctfM6SWTVwswDHLInrONhvzVxT18dOxrGi+8+yqeJ6tJqqWVCWVtJUnmAVDad+QUki3LbbFloendT0jY3tDXC97dZx43FsUpXy8pKXA3GFlby1scNTl88ydpElLAWQAEnQZVFgxAuLKdz0wtQtcRUxtz5V3jY+6Zme0Ohcfwq0zriiaTVU1OVFFkheLtHMxssilQqs6iNbsw5Dvb2ud8TNpx0WvF9y6dPbEtNt6Ws2/wdATudFQp/lmJ/wB7HlDhX1I/Qe9v7KCpxp4j1rQsvpp7Rv2rsLI2ksbEbGx8jyx8+lYxk7uaDZxwtxWjZrFgx2LRaajiZQyrswB5n+uNRTwU7W60TQAdwskXufeziq3iEiNg55Nte/Ijp8N/jil0zSgyCU7Rbu+/NNUsnN1Vnv0l1KvSoB0mU/6jj9cN/C0TGVjiPwHzalNLkmAdY8iqKPNEpajLqiQOUWksRHp1biojuNRAuC4PPpjQ0jC81TBnyno32SL3BhicfwrnScTs0FTE/pMipSVcUAXUxZJA/wBbVFpWF1Gk6lFlDOOQGGH0zm2dh7LqOoa8kDYq/MR/5CkPhLUj49mceQYaTm/Sz1S0n+UZ1lUmLdV6MCEYEIwFCu+Tq17gpsfEgg3t5rf54z78HKuzYRbb9+Krc4UL2YHSRwPYVLEfG3ww1R4SYJulJdrE/hHnZe4T3R/fXCtf/XPZ5L6p8Of+OZ/q8yts+iD/ANOH8WT88LtyVRpj/NHqCT/pe/xy/wABP9uTHDs1daC/yp/UfIJl+hj/AAs/8f8A4aY6YqzT39dvV6lVX00ftab9yT81x4/NOfD/AEJOseqyavP1qexv0xY6M6RVb8XdGPt9FeU6jY+CIB5A7k/L5Yilvrknevm0hJuOJ71WZsLQRgn1pAQv3t7i/kF/TEtIOeE5Sm8ziNjc937k+qj4uVKjAhGBCMCE3wyxLVZV21hGsULNfkAZpNJb8NwCb7WvfFFSaxNUW/jPkLq2kteEHcmdYczjkqnzJwaHs5+21NGY2UqwQRKveBLFbCwNrg7kY7PI6g1OlgpW8rrnWtqpAzK/oOX356am/wD9qj8wcd0f/kKnqj8ilqm3y0dsruWw5ZJaGIXG0aeH3Rj5hVzSGpkA/E7ZxK08QAjbfcE2ZbCVjAbnzt4X6f31vjaUED4IGsebnb27OxVkzw55IS7xCGYNFKSyXBBAAPPYggbHoffih0pUVTJDC4jVOIw2e4yP7pyCONzdYZpC40yyNaRmTVdWTm1xu1v1wz8NSvFe0HaHD19EtpSMfLEjZZQeH6tUlyiVyALzxEnlYyMm/lpmGNQxv+Iq2D8h7xj5KuDuZC7rCYaf0pRUJPl1HRUawTiaRIwCV7NgNDhgGBNvs8r8jiR2rqgh5J3KRpdrEathvWfrdssXxjq9/ISQ/wDNH88d9HSgv9UXiHexSmBozbY7wVOB8sXF1X2KAPlgJAzQATkjAvEYEK2pHHZqQfUJvfpcEX9m9/jinq2ESElIyg8oQduX34LxXQ6w8a2BddQvy1NZCR7j88QMcA5dQv1C17sgbdgx++pVsdYugXOn2+3fElbE5zxI0YEL6T8P6RhjpeQkcAWk9oON/Na59GHF9DBQiOaqhjftHOlnANidsKtieNiU0pKySfWYbiwS39JOdU9TWB6eZJVEKAlGBAIZ9vmPjjiRjgbkK80FIz5ctvjcm222Cuvoq4po6anmSoqYomMxIV2ANtCC/wAQfhjpkbrXsqvTcjXTixvYY95Vd9K3EtJUSQGGojlCo4OlgbXK2v8ADA6J52JjQtVDCx/KOAuRn2rPaRu1nBWxVNyem5At8MOQMMcZLtuCovirSEU1mMN7XxG8/wBgrmJwVLDmxKjz03VR+vxwve+KxTmkOschj34n2VVm7AzIq7mNCG8FvyA/EeZ8rYsaJpvfYnaUEQuccNY4cf23LnixXa+qpJsNyeQwEgC5XoBJsF8UX5b3wHDNFtiCLYAb4hBBBsU3yw0xr6eOsZUgipIklLOV3WB5AAQQb63WwG5vih0e93ITSs+qRxHfb0VvM0OlZG7Y1e5Mho5KeZoczlqFpqeSVKdkkQgxrZSFk7oXUVB0oPW2Iw1yr2kXjAJ2o5NrwRrkhU+fjTDRR9RAz/8A2yuw/LHGjjrVVTJ+cD/a0e6XqsIomcL960jKqIRurgklOQY3F7c7eXPHzEVz2y8qAL3viFqeRbq6qeMtklkUszaRewso38f6e441ejJqmoi5SawBysNm/wBv3SE7WMdqtXTOqQPGTyKgkH8x7wPyxLpKlbPAb4EYg7v2O3v2LmCQses74jy5np5gALaGNidyV7wta+9xjO6IrGR1kTj+IDvw9U3WRF8Lxw/dZ8e/lp+0Yam5Hgksdvm8fzxv3fy9KDc+Mjrc0+xWdbz6T9LvBOlRkFJGsjVOYVlXDTrDOaYdowEbEGPUGLIQeukLZbna18c8qfpYATtTYj3uJCX6igEcmaUY5C8sdt+7E4mRR4kwyWxHVSWdTVB2O1T/AKha/go2MF5YhtFx2Lz9HmXSPUa9AaDSySl/VKsPVF/WN9JsPAXtjz4gqoWU+oXWfcFtukCNvDC+Pmo9GQyOk1gObkd3UmXinhYJSNHRRDeQNKLkyMq3IUX3IDaTp8uRJxntGaYMlc11dJ0QQNg1jhcgZXF8eOwKxqqMMgc2BuefUswZbGx2I6Y+gAgi4WbItgVo/BfDsFXl7lqULKC47cyMdVtwyrq2YHukWC7X33XFJWVb4piGuv8AeSt6aBkkQJakagJWQxMhLElLKCWvyIsNzy5c8O1DBLGJAcLKkqKeRzrNzGxPGS/R7VyhNdqdFI0tILuQPBAQdxsQxU3HXFTrWwCmi0XI8l0mF9m32V/QcA5dCLdhNVtaVhdtIujEMgXUg9bugG/Mb23xL81LbVurhtNGMxc7yqf6ROFaKOiWqpo+zYutgrMwdCbarMTYWIa46HfmMMUtS/lA1xuCoqiBuoS0YhZeR4bHocWcsTZG6pSdJVyUsoljOIXiCEKAPifE+OOmMDRZQySF7i4rWuFuFaAUcM08Bnd0Du2thoBdVPdDAAIrhyedlJHQYppqqQvOqcLq1ip2BouMVOr+A6FgwiEtI5WwYEypdhqtpLFtl71gVsN+WInzyPbquOC5loopLYWS3xBwXVU95OzM8cYNuwGo+FtHrA28AQLnfHLSCcVUSaLmbzWG98ykTKqRp5wunQZZANAt3d9yfFrXJv4Ytb8hAXk7P7JmOK7mxYm2372bk+fShlUVNFTpFSRozMQ06u3JV2XTf1m3O9wApsSTsnQVD5ZLFx6k9WQsZHeyS8popZpVWBSXuCCPs2+0TyAB6nFjV1EMERdOQG+fC21V0EUkjwIxitenyGK8k0McS1bRtpbfQsmndhtb1iO8Be2PmbtJSBop3yHkdYYYX1do7shew7AtUKZmtygaNa3j99qyimyGQVMdLIjIzOi2P3SbEgjYgC5uPDH0V2kYTSOqYnAtAJ7d3Ws0KeTlxG8YkppyGKCpqcwqpzTrGDojNQbRXZ9MZ1XBB7OEgWO2rCNO11NRwxC4Nrnfc4nxKeOrLO9xxAwVLxHwXLTQmeUwMjSqsSxOZAxfW2lCwB7irzO5HUnD8VU15DSOslLSUxbdzTbgu2aw3zKKAbrD6PD7VjRS3z1YqKaXk9FTVJzdyju03A9ExK3WrI4xssPVahlaLJIEFxfxtyG5t52x8/oKQVE7YycNvUNn31rRTSajCU6IgAAAsALAeWN81oaABkqcm6q+JKrRFbqxt7huf6e/FTpqfk6UtGbsOzb4YdqZpWa0l9yUnnvjGC4xCs1m+UUpEtXR9ZI3CA9ZIj2sfxCt/mx9QrKgPp6evH0lpPBrsHeay0EerLJTnbe3WMlJosrr8wSleGCHTBZI50Cq47IJp7Vmc303BUafGw33fdyMT3a5z2W37ly0zSMbqi3buUrPKV6GspqqWf0ovdahwwcCRLJLHdQLfVOtlIB2b3LSxCqppIGi1xdvXmPEBSOJilZKTwKV84o2p5pIdRsjEKbndD3kPvUg+/DVC+KrgZM5oJIxwGYwPilanlIJSxpNtmK78R501VKJDcWRFtfa4W7m3m5b3AYh0boqOlY5pAN3E5bMh4Adq6qq10rmlpIsB37VVYtQABYJEkk3Kfvonz1I5jSzMyrMfq2DsAH+4d7AP0IsdW2+rar0hSh380Dr91ZUVQbcmexaNStDCC9PAkbvq1tYNKWQ6njaxJL6FltdiNSHmOdfc2A3J+2N17jEr6pCUZQ3aJLqAQaSw9YkkIyL0Bt28nQC/iEvZt9JOX07m0r1UgkLhKZdSglNFtZIUr12JNze3TEjYXkXAXJeBmV24rpLZZMsiskixG5YMw7oOlVYXFuVlBv473wszXErXHYVK4NLCFiKuDuCDjVrNkEYFeo1LEKu7HkALn4Dc45c4NFyumMLjay3wqsFMkqxuexjvIdLKDEoLOCGtr7oNgL725C+MpGH3WjcW2VblvF2WVDBYaoQve6JOhUatCRqyl7DUFTSLMbhmuDfDbontzChDmnIq8kikhcPp7OJE2CEnXYbITcAsdBszD/TWG4BxGul5mpomlR54I2lDiMVEY0uXERkI53K7EDvHckW2uQklursRbG+1Y79I3EIrK3TCzNBBddRYkSPuCwA7th6oIG/eNyGGLGgpw069klWzc3US8GOLNzGuzF1WNe5uRsrKfNy1GlMeSyu/lpIBC/5yzfDFaNGsFf81YdG1uO/uFk584fluSvjfw/uu/DY7GOoqgLGKPRHYf6WW6KR46VLE+7EWlbSmOkH1uu79LcT34ALui5utM76Rh1lXmScL1Qp17HMKaKnq1MYAlfv3Uhk0vFs4W4PJhY8rbTTTxOdzmm4UkUUrRcOFiuUGRinqKSD0lZYbenSBFtEoAOl9R3bXGhHSwtzuDhSvqh8tJI1vOI1RxLsPVSQwkPawuuL3PZ9heeBIGqKySdhy1yHyaQnb4FvhhH4hIpdGspW7bDsbifEDvXejRy1U6U7L+P7LR6YGN1cfZN/6j4Yw1PKYJWyDYfDb4K/e3XaWp3Vri45HG+BuLhUyXOJaV3cE7RgWB57nn7OmM3p2KVzmvI5gHjtvu2J6kc0AjaqpadF6avb/TligsAnFn/HKGCriqoxY3U7bDXGRsbdCth7jjd/Dsrayhko37L9zvY38FQaTYYZ2zDb6fsulNVx09RKHlcUjBa6GFCFM77GOK/MXJK6bb9kPDd6le6WmbrDns5juBG3uxvxXhs2UgZHnDtzVHxDxWa1I4xBBAO1aZ+x3MszKVLnYcwT4k7b7YtYKbknaxdsSU9QZG6rWlfcxjM1KkpBEtMFhmBG/ZneFyD4XKeJup5YRp3ClrXRfRJdzf1fUO3NdzNM0AfbnNwPVsKocXSrUYEI+I8CNj7QcBAIsV0CQbhP8H0ryJCFNGJpu6WlaWyMyqFEhTTs3dBIFhfcEYqXUDtbDJWjKxmrd2aTuIc/q69r1cxZb3EKXWJf5evtYk+eGoaNjMTiUvLWOdg3BeuF6MPV00YAAaeIEcttY1fK+JZyGROtuUMF3ytutlnlqIQ5TUhZ2azDSqlhUSMWJ1BgjSRanW4KoALlTigV0rLNapO2OuKJo1KamaLUzAlkbQTt3ZWhud7DV4ggQh6uSJKjZYxCt7xoir3YopGHeJN95LbW0jxF8CFzjjkmBEhZ1khnDBl3ilX6vSSO6CUkYG3dJQsuzYEL87xWZFuLgqNj5jGlFiFQOu15tvTDw1xfWUNhBJqiH+glu0dvw76k/lNvEHCctCx+LcCmoqxzcHY+auuI/pMkqKcww0vo0jawZBKGVQ5+sZAFHfYFhqsCNbWNzfCzKF2tzsk06sj1bjNI0UQVQALDFq0ACwVW5xcdYr3j1cL6qkmwFyeQHM4CQBcr0Ak2Ca5ssLyQZepCrDeaqkuNKMQDI5JsLRRd299ySOeKGjk5V8le7bzWfpH/AGOPYrWWOzW0w63KXklPLSJNMripytpRDM6h11K6qhnjX1lK69GpSSSLcgGVqV7ZrAiz/vBexMdFfG7fJVLGOKnqZokES1crxQIL3WBW1Oe8b2YaFPgSfcq5pnrIoDlGNd36smDrzKHPEcT5B9WA6tqZuB6AxU4fcNIdW2x08l5e8/zYyfxRW8tW8m04MFu04n0HYrTRUHJwaxzdj2bPvimeOsfkRq92/wAR/TGda8k2srKydMo1dkodSpHQnp0+WN3QCRtOxsgsQPDZ4KomILyWqWwvsdxhsi6jS/nGSbF4trblD+h/TGer9DA3fT4fl2dm7qy6k7DVbH96SuI8nM9O6m2sd5B11DkL8hcXHvxV6F0gKOrbITzTg7qO3swPYpK2n5eEt27Ov7wSZlFY7QAxm1RQt20fnEWBkUi+4VrMR91mGN/UNFNWa56E3NPB46J7cuvEqghcZIbDpMxHVtCcY+MJ4KQVs0kRMjSei08NtLFttEvcDWg0tdgd9QHMC/pgvJybe1McqAzXOSR6KWeHTXTgzRVLyRysSPrbjvo33SQCVGwHZ7WAxPV0rJ4zAw2e2xadzhkffgUrFLIx3LO6JwI4KBneWdhJYNricB4pPvoeR/eHJh0I8xibR9Z8zHdws9uDhuPsdiXqqfkn4dE5FS+HskSqJQTiKXojpsw8mB5+Vv8ApDpHSL6KzzHrM3g4g8RbuN/3kpaVtRgHWdusmbi7glgI2gMYjihVGLuqXKlmLnVYblySScUOitPxiSUVBN3vuLC+wC1hjhbDBWFZo9xa3k9gWfkez3G49xGxHmMbFrg4Aj28DiqNzS02KMerlfMBFxYr0Eg3CvMt4zzGAAR1bsv3JgJQR4Xca7exsJPoYzlgnWVzx0hdXUP0qVoN3pqKQgMAQjqbMQzD1jzZQTbmQMQHR52FTCuZtBRUfSrWFiyUtEjHmzK7E7W5hl6ADfwwDR53r01zNxVBn3FtfWApPUkRnnFENCEdQ1u8w8mJGJ46FjTcqF9aT0QqhVsLDkMOgWSJNzdfcC8UjL6MyuEVkUnkXcKPZc9fLC9TUsp2a7wSOAJ8lNDC6V2q23aVoq8C66KOJ5ESVHdzIveADW26dAp8rYxr/iMR1rpmNJY5oFjgbjI7d5V4NG60AjcbEHP7twWeZnHEshWFzKg27QgKGPUqLmy+FzvjYUcs0sQfMzVJ+m9yBx4+SpKhkbHarDe21WeSoKeM1sgBIJWmQj15f/cI+5Hzv96wvcYQ0jI6okFDEc8Xn8LN3W7IcMbWTNKwRtM79mQ3n9laZXTmgIbMEdqfMKeVJGUNrTtGDXJtbUQNekEtYk2utjO8Ne0Rw/Raw2WG7qUsesw8pJ9XgvUssAiNDl9RPVvVNGmqRXSOGNX7RgquB3mNyxUWtqOx5xSyFgNRMNUNxPH7yC6bq25KM3Jy4KsrwKqqSCEnsYgIkP4V3eTwuzXN+vdwvTvNFRvrJ+m/nEcT0W9mHViuJG8vO2BnRbh7laplkPaBURNNhYD7IAHj4ADw+OPnUdLNUz6oN3G5JPiT2laUyNjZwCastylIt/Wf7x6ezwxraHRsVKLjF28+m77uVXSzuk6tysMWKhRgQvEy3UjxB/LHhQkGukAGomwte5x80YL2CvSVnOcB6apWrhUhC9xcd0tbvKfwut/i3hj6NoadmkKE0U55zR22+k9YyPZvWbrWGnnE7BgfPb3qflcFItTF26tJQ1Heg1SOFgkLDUjBTpFmURsSD3dJvbVh6mmlexzXYSx4O4jY7tH3kuXNYCNrHYjgdy4ce5lX3WGqMdPHIt1oojGRGkbjQWsCRcgEMCL6SAALjDtJHG43FyRtUNU+RrbYWOCqMorY3jNLUNpjJ1Ry8+wkP2v4bcmHv2O+Iq2nkjk+bphdw6Tfxt/7DZ3Y5KOmla9nIy5bDuK60FQ+XTuXi1Tqto7nuANzkBG7XXZbcwWuQcR1LP4rTtEL7MJ5x+rD6bdefULXC7hIo5CZBc7N3Wu3EPEfpdLCsgtNHJuBfSylT37EmxBUDf723M2X0boY0FY4sxYW4E5g3GB68bHsOQvJVVwqINzgct4S5jRKpRgQvroQSCCCDYg8wR0OPGuDhcZL0gg2K+Y9XiMCEYEIwIRgXqMC8RgQm+LjiSBaeOBVKRRIr6we8bAsBYiwBuL9fCw3yjvhwVMks0zi0lx1QLYC+BO++7YNt8rv+J8k1rGC9gL/ALKroqCOZ5KhwYKRGu29zc7iGM2GpiTYbbCxPQG0nrJaaJkGD5iLDj+c7htPHAJOOBk0hkyYM/b72JgyDJTmLtUTR/UojpTUiyCMyBB+zjYkbLcFpPvEC9gbcRxiij1AbvcbudxP3gNg44pgf4h2sRZoyCi5Xxc8FRLBVNPPRs7iSGqUPMABsdOruvqC3ANuukE7T/L60QezpcFyajVkLXZKJUVXYxyVBRYqit1GONBYQQHYsLWsWA0htie83UjCWoayoEF7xxm7z+J+xvUMz3FdueIWGW3OdgOrerj6P6KNFYv3ZZLaQRYaOYAPiTvbyXGf+J9IOllEMfQZn+r9suu6d0VTiNmu7pO8v39lo/DUdpbeCsfmB+uK3Qh1qon8p82p6rwj7fdNONYq5GBCMCEYEKjrsojWmZSNVwl2PM2ZT7hccsUc2j4qWik5PO2JOeGPcmmzOkkF1RZllcc0LROLIwttzB6EeYO+M7o6aannbPGcR4jaOo/eKcnjZJGWO2rK4VFO8lFV/sHa+sC+h7WSdPEW2YdVuOlj9Hl/xUbK+k6bRlvG1h47uOO4rNs/kuNPN0Tkd24hRk4dnerNMSpmfcM8m0m11Ku3ralHd+G1jZ6nrYHwCaPLaNoO0HiP7ZhQSU8pl1HHHfwWgpw3SGkNJ2kUiwvMaisMoU004RTZVI7yEDSy6gO4b94bKOqH8pygw3DeE6IG8nqFINBXBoIoa1HWJl1QTaTriHI6b/tIr7FBy6WNrE1M9kpqaO2t9bNjvZ3Hv23hEgLeSny2O3KFmuUyQEarMjC8cqG8cg8Vb9OYw9R10VU06uDhm09IHiEpPTPhOOI2HYoOHEsp+T5Q1S+hHiQ//JIq/BfWPuBwlW6Qio260gceoE+OQ7SmqelfOebbtP2VpnEnDdMVereN5WSK7RoxUOVHNrd7pzB5DyxhqHS1Y1wpYXABzsCR0b554WviBbNX9RRwn+a8ZDHisld7kk2FyTZRYC/QDoMfRGN1Wht722nMrMvdrOJAsvmOlwjAhWOQQwyTLHNqCyEKGQ95WJ7uxBBBOxFuvMYS0hJPFCZYLEtxIORG3diMx5JqlbG9+pJt27infNOBmjozHT/XSmUO7GyEqAwCgMelwbX3JPkMZWD4gbLXNkn5jA0i2eJtjv8ADAW4lW8mjtSncyPEkhZ3U07RuUdSrKbFSLEY2cM0czA+NwIO0KhkjdGdVwsVzxIuFc0GTqIxUVTGKA+qB+0mP3Y1PT8Z2HxtV1WkSH/L0w15P+LeLj6ZlPQUl28pLg3xPUrTL6R6+aNHjaKnWKV6enjsO0EdtSRM9leQlu85P3sRRQNo2ueXa8ruk4+2wDYFPczkNtZgyG9TuJ8jq4o3dGjpoo2Sp9CWpEk0Deq0iHSCi6nJsjW363046hfG53PxOV9/WpJQ8N5lguWYZ21YsdRWDTTU4UBO7rqqjQAxJVVG9t7CyqD491aoc+J/y9P/AFXdzG7XH0G/sv61zZG8o/Bg8TuXDhjKnzCpaoqN4w1222J+zGo6KBbbw82vhbSddFoelbTw9M9/F54k5ceAsvKWF1bMZX9EfdvdaI2SLJLHsCNa/AEEj4DGRpP5krAN/wDdXcos0lN1PlypIXXYFSNPtIO3gNuX5Y0cOj4oZjLGLXFrbOzd5JJ0znN1SpuHlEjAhGBCMCF4ljDAgi4OOJGNkaWOFwcCvQSDcJX4lyyRELxMG/Cxsfd0Ps2xn63R7YGmRrubuPpv4DPrTkc5ebWxSVm/C/bREyP9fzU/ZX8J6kHx6fnBorTElHNcC7DmNvWOI8cjw8q6Js7LHpbClClqAR6JWEx9mfqZ/tQNzsSNzETY3Hq7EbctnLEQfnaLnBw5zdjxvG5w+8bg00cl/wCRPgRkdx++9T82r62oeLL6t40Vpoy0gjF5CSFSV3BtILWIIAvYXO2GKV1PJH8xEbjduO4/fHELyV0utyLhYnbvCv8APZIlV4ZYmjyyjJiRCtpqmpOrvRsbEblm1DYjUTdW2iYXEhzTzz4BTuDQ3VcOaAl+iy6rhpfSYo/SKGUuWhcFtKq5UF0sNLWAJljuoNzewFyoghqH3cdSUZPGf7jgew4qJmvG3mc5h2FV/wD+MgqN6WTs5D/+tMwBJ8I5T3X8g1j44PnqmkwrGXb/AP0aMP8AU3Mcdm5RGminxgNj+E+iqcwoJImKTRsh+662v7L7EeY2xaQVMU7deJwcOCTfFJEecCFe5jxjUGRTBI0SoiIAADq0qASQwI5iw8vC5xRU3w7TFr3VDbuc4nMiw2AEd549SsptJvBAiOAHeUuzSamLWUXJNlFgL+A6DyxoI2ajA25Ntpz7VVvdrOJtZecdrhGBCnZRmbU79pGqGQCys4JCX5kAEd62wN9t8JV1H83HyRcWt22zPC+7emaacQu1tW52K4zXiuSeiSJnYSrUAsVOnXGY5Tvp6BtIIPPunc4p6XQEVLXa7W60Zac8bOuN+8Yjt4Kwk0i6WnIJs6+zaFU5XkU0w1RppjHOViEjUdbsdtvAXOLiq0jT02EjudsaMXHsGKr4qWWbEDDeclZU3o8LKkCen1JNlOk9irfhT1pj8F69MIONZWC7v5Mf/Mjyb4nYm2tggNhz3+AUqSERPT1uYk1YmZgYUbvJo0kiTbSunVvB3Tci/wBoYmgjZEwwUrbcd/HeetevuSJJz2bEycVZGZ3hb0qc0hEtSKkiMU0C6AsSqAylWWyrYC51kjvBjiKKTUvdovlZMPbrCwNkqULGWm1TiKnpAR2jwxaZat1OpVLN3pDqGrkoBuSNrDmpm5J4igGtKcmnJo/E7cB3lRtJe0mTBozO/qXOKKTMJgAvZwxjSqr6sSeA8Xa1yeZPkNopp4dDU5kkOtK/vcfRo8Os48MY+ukDWizB4D3K0PIKRoisUZURfjNtPXmBvfxxgJJHaQn1pXAOdtOXVw4LQtYIGWYMAnmhyzQQxa5HQCw/qcaSg0RHSu1y4l3cO79ykpakyC1sFY4t0ujAhGBCMCEYEIwIUCvysSG+ohrW8R8D+lsV9bo2OrsXEgjLHDuOHkeKmindHkl/McjkUE+sBvceHs5/C+KGfRVRAC4WcBuz7j6EpxlQx2BwStn3C8c8e50zD1X8PwnxH9jwJozT0tFJhjGc2+o4+B27xHV0DKhuODth9EkekGIeiV0ZeEX0kW1xX+1Ex2Knqh2PkRY7YRsqR87o94DjmPpdwcNh45991Sa7ojyFSMNh2jiCutbRktFLVT1FXRC6rNG5YpfpplJ7Nr6bq25AsCbDE1LWMeTG1upLtafQ5EdXkvJYnYF7rs3j1TtUcTxLHJWwU6TJROkFIyvNGqpNFGH7RSLbMVFivgL3F8RiJxeGHAnO6ZL2husMhuS3lPC0BysVNRHMC0rWkgAOmIA3eSNyEEasrcrG1t8MyVD45NRpwA2pZkLJGazhYlVwqqiGoaiglWtQOEVWQSRSEqD3VcnSBexswAsd7b4hfo+lnby+qY3fiabHwwPaCjl5o38kDrDcVxq6mk7SSOelaF45HRmppdiyMUaySggC6nkfhjyOHSDGh0MoeNz22P8Aubn3IkdTFxa9hB3j2XI0VE261ckd/syUzEj2tGWHyx383pBmD6e/Frx5GxUfy9M7FslusL6ckhPKupv5u1X5aMH8UlHSp5O4H1R8k05SNQcnp13evh/kSVz8AuPP4nO7oUz+0tHmUfJxjpShfOxoE9aaon8ooVj+crH8vdj3l9JydCFrP1Ov/wDEeqOSpGdJ5PUPdWGUs0rFcvy5WYWvJLeYjwJ1aYoz4ezEUlLO4f4qoIH4WDV8cXEdyljkj/8A0xX4lTMq4bqc0WRnrI3lhbT2DN6pDMm4QaEuVYBlVr47iZS0f9GO1/q2ntOJ7105k0w/mO7ApHEonymamkpIxSiSJg6taUu6P3lkYkjTYoRo0Ehm5W2lhAqbiQrmU/LgFg61B4gzakqaECBBTTiqEr09+6xkQxsYfEFtBKixBB23ueoo3wzDWytmvJHtmiOrnuUaWMxQxJXuzJHdoaBSFJLMW7SXSO4Lk7tdudrG90n1LqmVzaEXO2Q9Fv6fxHwC7a3k4wZzYbG7T17l5pKCozGQO/ciQaV0i0ca/cjXlfx91+gxFU1dLoaIgc6V2OJ5zjvcdg+wM0RxS1zhfBg7uzitCySgVFWCNPG1huT11Hx8zjATSVOkKgvdznny3C+AA+8StDGyOnj1RgAmalyFvtkKPAbn+g+eLSn+H3HGd1uA9z7HrUL6wfSFeU0ARQoJIHib/wDb2DGkhhbCwMbkN5v5pFzi43K64lXKMCEYEIwIRgQjAhGBC+EX2OBCQa9Sjsh+ySP+uPndTDyMzo9xPds8FdMdrNBUWqyWKeIiZb39XoV/ED0J/L2kYaoayeifykRsdo2HgR9kbFFPAyduq8YJFq8nqaB2kp2LodmsAQV+7JGdmG5F/b6uNtT6UoNLNEVQNV+zHbva70PcVRSUlRRkuixb95j1UEPS1ANj6FK1tQ7xppCp1LcblAG3swZRYWw85tZS9IcswbcpB6O8yVE18UvROo47PpPt7K+z3M2MaGvoi6xxSJDJSTFIJAwGlHVG0aC6oxIYG6DukC2OaaWGZ38h41vwuFnDsPipnlzB/MbhvGIXnhKanpY4jBKamtqGCfVKokhAAZgI5il9RDKZLgbjTzuWqhz3mxFgPFRwRsbzgb3+7K6yym7HPMw1r9WsMs7Kygh0bs3vuNxrZtx1QjocRucDTN33XTW2nJ3hJmfSj0OhvDAk0yzTyyJGFYgysI1Gk20kEnlyVQLAYZpw7lSNY2Cgqi0R5YlSMgyuBaGorqiMziORIkhDtGCzFO8zL3rDtBy8DzuLdzyv5QRswvtUdPCzUMj8VMnoKVYqGvjgCRy1Bgmpnd5EvZ++rkhraUY2PXT4HVCZJQXRE42uD4qYRxECQDDd4Lv9JMkVO81JFHR99kt2cWiaBU7KUa2t3+0DMNrAAdSSBxSh8jg4k4LuoLGMItmqn6OK54swg0E6WYq66gFK6WuzXIB0Al/HY252LdYxpiJOYSlG9wk1RkV7o3p6KtqIjKs9M8c0emlIkLJIzCOLVdQkq6Va++kgfeuFzeWAWGI++5MgCKUknArtWrVywBK2bsaVZS8JqrvUKBqAVAtpJG0NYhgQeYtYYS+ehZJanBkk2hnR7XZDvUpie9p5Tmt3nPu/soEeapEdFBE3aHb0iQBpjz/ZoLrH7d2sd8dvo5qgcpXvAYMdQGzf9Tsz4C/BQCaOI6tM27t5z7ArXKODHJ7SqJuTcpqJZj4u17/O/mMUekfieOJvIUAGGGtbAfpHqcOBT1Potz3cpUns9yn6g06AgAXQLAAWFulgP7+OMe6R0pL3m5OZKumtDRqjJXPDVL33fwFh7+f5fPF5oGDnvlOzAeZ9ErWOwDUx40yQRgQjAhGBCMCEYEIwIRgQjAhGBCXc5yhnn1qupSovuNyNrbkbWtjO6U0bLLPysTb3GOIz7TusnYJ2tZquKjy5XOfsf6y/1xX/AMIqz9PiPdT/ADMe9QpMskjIaRbDpuDv7vK5/wC2E6ugnp2h0gwOG9dxzMebBK2fcNwSlnI7NtyXTb3kcj+fnix0d8Q1lJZl9du53ocx4jglanR0E2JFjvCW6LI6+nXtaVm0te4jPPzaNu63wbGnOl9E1x1Kkart59HjLtsqoUlZTi8RuPvYVCqczjYlKyiTV1MeqB9+pSxRj7VGLJlDO1t6WoJbudZ46gcwO9QGojJ/nR2O8YFd6Kqp0kE0FdVUsgGkGWMynT0W8ZYaN76StuthjhxrmDVkga4fkdbwd7qRroSbtlI/UF8zOieok7WTMaSZ9IUF5RGdIvZQhRVUC52HicexaRbCLGCUf6b+IK5lpnym+u3vU3JaWrp1kWN6KaKUAPFLLG8TW3DW1qQR4gjpe9hbibSlLIQSHgj8jr+S6hppowRgR1ozeOpmMPbS5dDFAbxwCSNYAb3JZCzF9XI3PIty1G/kekacX1WyOJ2hjrrt0MpsOaANl14z6c1TB6zMaZtN7CCIvzsD+zjDHYDmxG2PYat7T/Ip5CfzWb5lczRh4tJI0dWKq2//AB6C1qiqPmEhjPtvqfE5Ok5tjIxxu5w8mqAfKRY3LjwwCl0Oa1L92hp0gHK8MZZwPBpnubfDEE1DTsGtXzF3AnVb2NFvVSMqJHYU8duNrnvXbLuE5JZwKqRlZgSTfW5tvYsSel99+WEar4jpqWPUo4724are7M+HWp49GyzOvO71Pt5pxy/I4oDaJdJ6tzbbxJ/7YytZpOerF5nXG7Z3fZVxDSxw4MFuO1MzZTMwB7PmPFR+ZviEaFq7XDR3hd/NR71GXJKhTcR8vxL/AM2PRoitB6Hi33R8zFv8005RAUj7w0sSSRsbdOnkBjUaOpjTwBrs8z99Vgq+d+u+4U3DyiRgQjAhGBCMCEYEIwIRgQjAhGBCMCEYELnUQB1KtyP93xHNEyVhY8XBXTXFpuEtDJA8pikF10te21wdgR4bn5HGWptEuZW8nJi0Am+/YO3Hw3J+SoBiuM14Wi7G0Z5LyPiPHFdWUT4KjUfkcjvH3n/ZTRSBzLhLXE9pSIyFYswAuAbXPnhuKd8J1o3EHgbeSikY1+DhdQ8y4SpD6sZU+KsR8r2+WHaX4h0gwc5+t1geYsfFQSaNpnfTbqKr04BiZbiWRTfrpPh5DDx+MKhjrGNp6iR7pb+CxHJx8FD/APAALACfmQN4r8/58TM+MicDB/z/APVRnQm6Tw/ddm+jtV5zk+yMD/eOB/xi76YR/u/9V6NCN2v8P3Uml4Fgtdnlaxta6gcgfu36+OEpfi+sPQY0d59R5KZmhoBmSe72XduGYY9Jjh1MGBsQXJHI7G/t2HTCJ05pCpdqGQ47G4eWPimPkKeMXDR24+adKYiwAAAta1rW8rdMUrXObNz7323z8U7YauC40/DbSyCUkqEuV8WboP3b8/H540FLo51Qwl2AIw69/V5pOSYMdgrTI8uDHtGHdB7o8T4+wfn7N/dD6PJtPKMsgd+/279yKmb6GphxpkijAhGBCMCEYEIwIRgQjAhGBCMCEYEIwIRgQjAhGBCMCEYELxJCrW1KDblcA44fGx/SAPWF6HEZFQszpCyBY1UXO/ICw9nnb4YS0hTSTQclDYXIvswz2DqUsMga/WcoUPDo5u3uUfqf6Yr4dAtH9R5PVh7+imdWH6QvGY5HZbxb+Knn7Qf0+HhiKv0GLa9P3E59RO37w29Q1ex/eluMfWLf7w/PGdaCHWKdOSsRSNK2lBc9T0HmcNQUslS/UjHWdg61w+RrBcq6g4eRVtqbV1O1r+w9MaIaBp+TDXE33g+mI+80iat97jJcHyN1IZCrEEEdDt8R8xhN2gpYniSF4NiDY4ZcRfyClFW1ws4K7kgVwNaA+0A2xo5ImSCz2gjiLpEOLciugGJF4vowIRgQjAhGBCMCEYEIwIRgQjAhGBCMCEYEIwIRgQjAhGBCMCEYEIwIRgQjAhGBCqM7y9G0vazB0Fx1uwG/xxW11BDOQ9wsbjEdynimc3AZKyp4FQWUWH5+Zw7DCyFmowWCic4uNyuuJVyjAhGBCMCEYEIwIRgQjAhGBCMCEYEIwIRgQv/Z
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You people have problems with USA states while i will have to mod Polish-German border states so i will have histricol end of war border becouse Paradox for some weird reson made it the only known (right now) place were historical end of war border will be imposible.

Did we kill your grand... grand Fathers in 1655-1660 Paradox, that you wont make it right?

Honestly. Why does anyone care about historical post-war borders when the game ends in 1948 and there's a 99% chance they won't come into play anyway?
 
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