Ruínas Romanas de Troia : Projeto de Integração de Património Arqueológico Natural e Cultural

Oliveira, Catarina Alves
Ruínas Romanas de Troia : Projeto de Integração de Património Arqueológico Natural e Cultural

Author: Oliveira, Catarina Alves
Year: 2022
Source: https://estudogeral.uc.pt/bitstream/10316/101801/1/Disserta%c3%a7%c3%a3o%20Catarina%20Oliveira.pdf
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/*!
* Base CSS for pdf2htmlEX
* Copyright 2012,2013 Lu Wang
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
*/
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
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width:250px;
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*/
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body {
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/* Part 2: Page Elements: Modify with caution
* The followings are base classes, some of which are meant to be override by PDF specific classes
* So do not increase the specificity (e.g. ".classname_c00000" -> "#page-container .classname_c00000")
*/
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/* for the forms */
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.ir_c00000:hover {
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/* Base CSS END */

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/*!
* Fancy styles for pdf2htmlEX
* Copyright 2012,2013 Lu Wang
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
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* since YUI Compressor will change 0s to 0,
* which is not recognized by Firefox
*/
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animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
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bre9MSrarkwrqK2J0afNngk3idtXeyZbikj+3yZKgm66YvyUedLmb4vPoH2WO4gLtCcKGi5dUVqJyWnb24t5e2LK65Da2rM5tu/dROy5qmi09SqGv6XSpDdu4xuDUjlQktExl7AiMy1yf0zbyCQ0q37rOBapwfcq4efb8eTQmvDHdLf+ypGv/VxWzT9zHKgqtalO9FKKOnVU04NlSNyoLGJ0uFVQnLh1veiGoIQST9trjGwQ3fKJMx3HLn99h/hKOc/ZO0Angy5pOQdQ5ilWEWy7gwe1G6wXNBU11wBf1OloYwEsADoOX9bpjZhoAZmaROVWAJeYwWGYOgxXmMLiiN9ALLwK9AuQY9KrecOxcCGTnIuY5jK4yz6BrzDPoNeYZdJ11BgCvs04Gb7BOBjHrZJAwZwFglTkMmsxh0GIOgzVjlw90w9jF6E1jF6O3jF2M3jZ2MXrH2MXoXWMXo/eMXYzeR4zP9BL4gRnRecAPLbwA+BEH3YzmMLqJt7bDuWUhcz42HKfD+QSbz/ZO/dSMzI7PLOQdn1vI9Ns4p0P4wkImfGkhE74Ct9I772szMvRvLGT6txYy/Tvs7BC+t5AJP1jIhB/BPdc77yczMvSfLWT6LxYy/Vfs7BB+s5AJv1vIhDt6YyCX6X7R+iXqX6Psocbt7hPt/Q0RntO6eJxj8N7BcCIoYiMjY1/kBsadHAwcDMkFGxnYnba6mTHIsTBogdgOXNYc2hzKLKLsLBxQAWc2YzZ1JhlWsAC3015+Bm4GTgbWBgYWBk6gCL/TXgYHKASLMDO4bFRh7AiM2ODQEbGROcVloxqIt4ujgYGRxaEjOSQCpCQSCBy4bNl02VSZxFlZeLR2MP5v3cDSu5GJwWUzawobg4sLAD+NJ+cAAAB4nGNgIApMB0IRBhGmIwwMTCwMDP+9mS79/8Qk/P/TfxeGBUAoxCDElACUy/v/CVktMzcTF0w1kA1RD5dn3IxVXpGpEgAooiIqAAAAeJxjYGDQwoBmDCFA2MewguEUowCjG+McJhc43MEsA4YLWFhYolgOsfKxVrCJsFWxtbHtYfdh38L+gSOJ4xSnHuchLiauOK5L3AHcPSTBGdxLuDdw7+E+wX0FCB9ggzwCPHY8GTzrwPAGKuTVQ4N2vH5Ug2VgeIU0yOfBtwMT8kcQCV+gQ4EkKFxENnxFKhT0AcNLECgUhAYXwaAwA1WgHxYYhRemocEiKsAVOOAW4RdUhF+oC0UaRuEoHIWjEAxnocE/QxECAN28vfEAeJyVenlw3Nd933vvd+99/fbA3r/f3ve9uLE4SIAASICHCYIiCFICCEqkRF2WZZGiDipWLKtSKv3hOqkrO6kziWeqUHLdeDyejpuxEidNJrUm07qaKNO6tutk3I4sa6TUEhf9vvdbLEGR9IGZXey+/e37fY/P9/M93iKC4gjhHPldxCEJlV7DqDz6usTv+z+110Th70df5wi8RK9xdFmgy69L4vxHo69jul53xp3pulOPY+Unf/EX5HevnYmTY2h7G+nb87jApRzTyITHEfo26iD4w8gF60EuhaxI/JpVwJW8y6t6RCk9jpuNVLr9r5944qJ9enRsyk7++r0vfem945Z7fvTySz85a6HfrW4/gv4Heh75ULKj2THCeF6WCJolGGO0Dts30CI8+5DX5eAUT77li+De5u1Ws5EWdS3VbLTq/95rsjQbSjjPc5w3oRdKied1e8HfOOJ3WWoDFrNJ8WcTWp7JO4p+hL+CB8E2/o4K7xH+BNwXrdHP9jsdRPHmk/FmHH+l+3l8948Os+/Utt9Ffw9ymlGg4/2YcGZkSnCKmm9RtXvyvFoqpdPweD6bSGTpAxFU3H6XHCNuZEdhVOhkBcxxeJ2HvVoLiJCdDR0OhBxhR8inwoW2lAgbI6qzDetaCSw6jus2onq89Rqzr44/f2nP7FOHD1zaO/vkkeJgdN9Qoh3bN0TcU48eWH5y39SjS0tP7nONf3L5iYsT8PSY4bMMPN1JHMiL9E7Mi/k5xIM9eG6LUHusgT1KeNHpdR50CUogn4TbqSkdHNSstcZwo4T1JjgAD8Qy5yPxC6Fy2ZnJrtyfP52PqzyH1UTpvUrR7iW+AXqv7PaH+Aegt47GOsPxGMGcBxNE5h2YzCLMIQ6jy4jj+HUB8zzYAiGyBgYpEWpcHWlZ3Z0RFX8eeakVJFGiqrfrHl9Kjzdb7XFCzaABJlp1fOp4uTM4F/5+MGjiVN77RPdta2p4/1C5lJsMOue/RNzTo9m9rUwtIrvcj9QFt01rHr53pFlNp0yPU1nD23fjN0DWPPrbjiWTJrwQ8BAOhF24al0+1kkhsBFY6jI1FwFzIUEQ1yUsisyHeB0MV8OLwYWrdrhav+lqgjDBd13/kkAv9fwGG/9ae66urnbsYLs8yqXdGaeqysoAs54otZgNwXvUaGmKKYrWmtfX2jEi4AtPnrpv7e7PXH5jc+qJQ0MVW9DkdtlEVd5fymemfa7oXcvEPd4cOu7iDy7se2jcQ9pn9o4s8pJiM5s53Fou5jMpZWiG2lPf3uYuk++gJtrTmap43RwS4kHAGJnPY3EuFiJ4VpEJyL5GZS8uGPDjOcIACDo0UbNWG8iozkmfSQnlkQ2rTk8E+ygcJaqGk9Pxx1YAn+kmBEg7iOFJ5U5EzOZovH3mXD0Rt/zM0X3Xkimm97Rj8Shdj7VPTP3VN2bPtMmrFi3VdaQ0C/FwnIfAO2K+9hx5phsfaQcEuib4G3X8Z70rugH8Q85jxJO+3SVfBz0LFONp8Binua0yj4nLBv7h5guZMMfNIcJhUO0yD6FfXKBBRtFeQotZbSCTpJGGIbadaem2GuHrL8nXQX5/sHvgY9rUEvgKWxqMkqtU4GtvYkxS3SdvrYSOh3ofQNwB/v8fwYD/GhpDxzqfsAPRNRsVTsQ5zIkcOI3D+0BdEWHxMg3UdVC1tSCD7/h1SSA8DxrRUDZe84v1OkL1sfoobFjVM+lUQQElvSlKY+1xDFRCVWSUbhAnLFI0RqiXqZI+ug4s32o3RQl8D4snJsrTjXY9na0EQtFSXE8FQ8GlcnXO77UrVrtqKk62C7h2+uGwJZ3OaCFpqlUcibnc0eCBXNlvygS1TCEeSjsdLo/f22l33/F7nM5kIXmwk/0bjz9QK2fBfUjcfockOBsaQCm0vzOf0H2cwJsxEsi810XInAkj4C7M9C8vIJ7n1kVwamtBwoKwQ+XBIELBVDAZj8I+AW0gISs+Iw51LZ2ihAWeTenMm05QnOwEodNbx9/eeHJzTz4xp9qlsB6Nroyoyw1/q5SPNZV4lrh/6/LLn9M5r0sJRMlmKadytu4flqrX3rv0xMVz5Uz3XwYNXCa238V/B/5MoqFOywb5NThAKPciShqIXAYd+rwLoF0H5zU4GndJlEgm0mmDd327PQTkr4ksAbXaPsogzJtAGlPegXBB13OpkBx3j04vDml7Qk7PxtLW053754jbYXNUw3oxo0UKstl65Z5zJxNFcXLttz9z7NIEhRJKQn6c4Wh2zKLDneV4zC3zwPYc0B+ZD/mJAElKADcA9wkCGF0UmbwsYzCCLAEQJYn5pEEWI5FINpJJa56krjkVJZhPGElMalJN2lTmmq/Zt7/Yajup8X2it074UCIaXR3STp28gIc2J/elwnossjLy3boQqDSHMa6WOtTkR49/9rljnx5LfZU54Nr6wUoWn9Qe+/Rj53v64P8KtvegIGUF0AJifx54m3A82aRAYVK3FihydjCjqgipQXXA74PvuZ0JhplE39DA1WocrB8BtEAibEH+/52ay7O1/57HP3PhW93/jZMj2oGy+EWi6zPL4uQdzz7z7Iv/YI9NHcvgb66uLW1RTABl4X8H2K6ivZ1pK6u5dsFBWTdhRSkDkDmOrMmYkAoIyPPCGli9JFBsVFHF6XYedDvVdMoMNRe6CR8QqmFcV3UaxHARNXoNwK4360aI45NFuzsT1XKRMOe2pRxm+dy5cjl0IR7ZSIRmZkK6dz7L2eKWtD+UTcUHMrIoD9iHh+/wdD9VSqiY49VoFr/sWVnXvCGGHX57hqRIFE2jJXRnB6oqWRiWiCTXMFJiUTA4P2/GCqipoC0ky8I6KNNaMAFcxHXEkiwNBNTjLwahQbI4AzlsZmnmwPwcbDyl5xq5ZD1vASgh0LQNtQiNZUhkqmcE14zMatjA1wsQgFce75iFec/HCI5aS+xFO70S/0PI4o+ao/ced2Uz9x67e/KZU6c/OdhWEovTe1eqY+OduUZz7si9xzea7sFwRI+q74bDoRA88FeCAX/AFHAnR5aW/eHY5HT9cK1ailZtjkg6Vxysx1P5QnI4qBzYs7RcDsb0UCj6Hzv793foA7DgBuMdYViY6kxQG+D5apEoc0hWkCJDXUahAGZh8AR2E6BmxWRNxKw+q5QgL6tJyM1xE+DATfXrUbfad7qh5E1rLOr+V/GRAzGnPZQ4G9JORfxBPTfkj5wKaWf1sBFx+D+spd1jte7Ps1GVZ15vZ3OTte4/7rwnQyz2aH/iB/dmOMmhg7DXoIgm+Hm0g/cE8IqKsp2U6iRQ7EIFxXOgHc+XF3ZXvBrowyre9i3F/SEIGrku3FpfiGFDCExl4C5BzO9Hy539Y0PEYp0Zd0GJC4xrNlvWkcVSYZFlXbdhqxUQKIs8EagAimDUPHN7JydGhwfbtWqlQE3rhYfTDtZN3GRU6TewtEp942XoYy7iRsP6Rix0KqgG9GRbCMRPRegbbywzpAaPRSLnE6FQIhZZHSpcWNTc4sCRwUXNYWswhSM53M5lx4uu3W7JZaer3X/qvx9hFjm+lvZkWsW0axxciAz7kFWwTxXNdCZLOSIrZcysI0nyOgRmhYafQUHAizyU3mAaAe9Ug8A82g7k+szzGxkBf19z2qjqkQ2Kt+ywP3Iidl3b4qeIO+0erd8IuFtq1s9ZdtDHDC3q7Xs6C/S6Fp8FeljWLLKeblezaNQ1jC10/C+efvqhB69ceTBfr+cLtXqeuK+88MLTT7/wwhXP408+eeniU09dgvt6thdIDe6bQBW00jkChbQglopxhYfuGVKMIAm8RNMk2JNSnMIaCROWZUOkBYhizLqsGllMJiHdV5LlfBa208G+B9WkmXYMO6yeVm+k8b45P16zfO1g6fFzkaa7UApeiEROxYNGnKjLrdBgMac1FX+auAfvP/jiFxyOjYLGiDycxu8xi56A8uUXTzz22NlStvv5ILPtApkgKopBI7PY2RfGIp/QrRyUlvMh2rEKoiQKoCWtPRGtYGj2N0qY60ENTVM8Hs/Hc3lXIuk8yAoB/oZu9npm9fq8jLqdKaMWoGoTLgihEbkQLBWcU6U7HvzURm7Ep8957NJfVuVw5Z5a6UqY9bxa4ZVi6bnPPvOc24sDbjkQu/ZfPl1M4fsjH148Z9RilJ/+M/isTLk2nwaPmTAvFDBQEbiMZzmpQouZncav7ySjFS6jEjjnqUii384xwdsplm8NyGvMS6J+k5/wF0t5HUpfXjaJqWaxalPOaMFTsmUH+O65InG3UsmyHq5EMBGXc90PWKoF1fqgX8s3QY8S1DV/DHq00WcWrnqhea0hinro4xjsEaoYLevOgigatQOFIvNUg4dGtglMSTvryzd8+Vd9b7XjhBu0USvu8hY0l0tnTSE4jlajdVHVd6rTKN4ZmqRTtNbWW826EWPQP5UI9TfmO06TrFiJyqvK2HAkXaqGx4brRxvtdMxmsvOw7HkonA2kUsVyfAMqWLdFcrvqj0+tahGtqquluVZhJqE6BM7tHnrxG3oiVNAiicJosjNP/b29DXbaIH8Mfm90qiYFVMPzfuh6oXsSr1COQMBsPWvtVN5Op6rrTocEKHX36iejCUpD/UDrpyYkzUceUX35gDN115Sm2o8cOTxGBE/3fCQwqmxp6kQbH/I8EwM/WYGb5okDqunJzriCBU7mWSmdTQaAyuZo1QmNGpR2lV0VNBh8p4DW1ITm0zWXDCZOenYVzyAL69yMwtmgrj7YiMloV0oPLWgOu/E6oGeGDCq4dyctQFK/ZrQtd+aAX7FoZFBqtw+2u/hDSIoaesyYuriiVO4BH510zLvtwBpzwZsXydyqcfkALVEQMMBlwVCOlrBGnx3seK9/CNbof7DascILDcVcmsdoetoq1HccVZmj4y4WRxRZPjcbPMIC/p8Datz+ktmrml+3he175yamtbDw4JxjX6kGHvWI6Wz3LnDzNzWvKgiq4pGd3e/9eVnbJ3poWkNQjhLoatA4mu3MDGOeGytFbDzmBzxsZKBhHhBD9g1hbi4A7SZVhlujXqsssHkl5TgQvTrgXBh1Tkusw/H1k16jjCUaCDtTBDwBuO+NDpgiUTZBTfVWRDv24Xf8juVgZMPuFs7q8XR8+Gg27MsNnHvZ7bUfiw6cgPWTKT0aGW7nwrnaiS9W/BzNiSaTKP9eIZ8M6RwdL8iJ+JW3gioxPpLF52ulqBpgIxXbxEP/ZHBhdPtD/C1iQl5U6RSBAMGnGLoPOgu8BJHAAp/5hpw0+G/KGZ9yxURgvjYLdTr90yQ3PPRGmmrwZ43OMVnlD164875fDL5oNV7ZP3HyhUFewB9+jf6DGpHNN7iGQ4OeDDk4dAf+G4T6667++gn8V2yd9XDcOKxH2fpx/Hu71hv99Tvw2+h6DQrX09qTXZ/YuZ7Y2T7p3vofsHUWo2y92Fv/IxYDWbKy/VNuHOpz32vixkzHotCBA0IPxzAUD6+JaIYYcxKo6aQUdSzNBH/qsQ4oZrs1HDSXRt1xs93FjVvN1mh0vqrkc7ag1ePx29n+Tdj/n2F/18f3L/f3Vz0Sm7amacfWpuWjbDdDY18yB8NWu9kdUm1cIqB6rEFbLq9U56NRqx+CCHcvkju3f841kA0F2N42RYT+lu0e7u8OYoPQcAM6ya9/5dSgPHxvPLhSkgfXQy7y0bm4zZZV1ZzVFr97GPZ8kDwEe4K0aJTtWaWnBJzHDRRAhxkQCis8hmwCNLDVIzOEl4yTg0QiIUAT3btthM4EjXY6zVpVOvF8LxPwR9RizOaYyoUyITWmFuI2x3SOc7lcDltTmp2B//YW/AfbTZF7wXYSlHJpJksIwhRuubJzLIDR0q5TAeO214u9oWo1l4MHJ/WPBmDPwPbM9kdQ83jRJtvT7DEDhZgwVW/hahBYLYJ4hPj7EE2biDuLKDes9EbDBC8FO2G4gL9yu89X/9Sl64k47W2oRFKr14Vq6baRFsES7frvRDPxxPJoUxNilnAh7nPGgpOWcCCTtbh4jzognaWYLeD/BPn/vznt3Pv4LbL/2wgpryHyDbL/aj3PsI6/hX+fvOmUuPe33yN7e5/upZ+ymnkUFH6fzrCRRE996DCUlWplVjKvGYTM87zESy6ng7oui51xwRl34ve7e/E3u/fgBzk+cm2QfJfut/0zePp98udIRyk03hlJAmjxfBD8v28A41koCumduE1E58vA+bs6CkBGKpFKVVXoKXojoj5dUgLVdzNoq+2mPONOmzG5X3OMnjhTS8Uso28NhIqFmcFSpJr8odnvN/38F3edrUcwmyDb3a7Iv90zl06GGf0pp8g+jK+98NfY1n2X2oKDjIPI0+Q78L+EhlCnMxaHKpcNiUTMi1uyADmKW0N0XKxIxDilouYpl3W9PFQebNT0kl7Mn/Y5HzaBa/vDxY8Njts9d0sqYZMZo9dwsfGEMUySH3vp6bBnamKrbsyR65sXPAOPPrF510rAlJ9slOsvLR/NmcIRfM/GzNomJsZ8HL9jjJExPjo7vOEieNSWSPxgdX5h/trWnywdupbQrAbf54HnPkvehG7lUGepX/kRgSPCJSRInCBdQhLPSfwlAELxehNYp2VgiU4gWHvYkGkhXEFlKEvURNLl1FkXyOq/XvmX3j2fNM6J9N5Iqn+Ahv/ySMYse0Qf71MiicBUYvPOM5vatC8ZlmGJM5tka/HQ8D2vHDv+5S3yphZVRmdenT8Q9gfeePml7wT8oSMHvz4bC8qx+NE/eOC+r54E/agf94MfR9G/WrgagHAdQXR2yYuXkVmRFbN8GclYkfElKP4Us6hsCbjvWChvK9CbXXdusDOGJMITib+MeJHw4qVfvcnu7692XMND7UalpLoSNc+kzzlpofMD383HCbSeAevksdaDBRgxjGGth4sRbJTVZK808+W3zhvQOP/Wy+MS57MfmM1GQ6ZYs232caJP3YyZQtHq7IrLx42Ocjfigzs8WfCfO2oKx/75QCvXqNTveOajWNh0+uF43cAHtd8QOyf6baOnaPRBwguiQO1IEFRswpYCiprWkMnEUFJhZw/SGtiwJIHhWrSCwHS0Q3MCufRLvr37i6sdR7NaKTsPeuLUZm6Gql9hG1+vh7zBoKTG+TzLc3EwjN43jO7Mly+O1hZj1+1HLkyXww+cAIN8tGOQH2eSFuzlCL7Rctftsw32mUDTnQ4yAXOYuE2b1azwkiSvWaCxL95iXDKBJsaHhwYb9XKJosDjcU766CjpplO0MRxXb3PipNpIGMeb19+TtyNmMzRAW5uDoE/3A3jdOn1uhzbOnW5pETNW4PXg5lb1Fmdq77yz+x2+4d1Pf7rzztAZkup3UJieUfOQYllVWLyhLaZq+Ry0LGQnZ7c7NVvRmMw3ykmukpuEu252wjjr/wJn2aHGu2G2U7/pvD7qiPi9v/S8npYdNKkAFeEPGLEY9DJypFhfabbZM3nT4BPj2bX6pa2z/+ao8UzzJsXA+V6uGO60kShjAYmAaYlAJ7cGHFm8YZip6wjR7JBNw1fikCIOemiOuB14ezkC5CYUHjvzKMuN4GV54dkXBn/rPhckhoPjQ9M48uotkYvxuePtzRn8EqSE7vfPrp4+QXUAm36XxfkknenkMZabWMJ0AAhVigThLiMsyXgL+mV6Kmwk7R2aY8elYPNWqzXZ6mSCpymokxqN1iSr6MqYBuytodzPgRFMhwN1yA1oVzIk3w2OF4anTS5rMj95I1aoys997uyjx49ZfbLqtjjN3U+C8ofGhqcK0WB1ZGPfnh/fCkQYHz8ye94mj49vZWLYZCGPgineX1k6dITFdBtsESXfQ2M35kSJIzQZCpxEU6PMCfJtcqIs70xFYLsxNKq53O6S7nIlejkxgvtDEcJSIlOc9I4p0mxqR8cikZ4J2FiEZsfl8ZjZKSomzif4+OxCrToWaQ3GRmbyUw/sGZyPei30I94nHV1t7Z07MDpXGjszRr7ncYuy6pv+cuvOsXZZb+ST3vTw/npnpeBx2lTfxN/e/7nh1uByLT281Bg9nAH9A73aJ4VKnbyIe0dQlL0YLe/2O7c4406ArzU3HUb0mflj8a4DU1ONjIaQXOR8/sNzPsDv5c7Eo+W801uZrjh9nHTHW28dJ5sL5fDFjWtv5FJWVqxhaypHRnKnj4TLC+sQ/xi5wT+vgHxlVO4UcpBPCJ4v5wmZYwS0TpNvsX82AqjMppyT/ux1LmIVB5vb7CZTtT8w6eeMVwBn2eCZ+Yc7pRjF291n24m4ZWz/xiFbJp/au3OO3/3gxT2Fai35wBk8vBtu3WfvvuvZS1geHuwd44Ps0GWSIuNOyhSYE+zsJze36bSLu390M+PSZlxxqoayAyCj2W7iHmJ69i12v3r2wKctYND5P/nmYbxy/tDdVngz9cobx8jVa1tnH9BaJ1gh8IWTF8Ll6U8w0fq99ni/1z6OP3fL9VWaw2A9sT1Dz7BhPczWt/BT/XlqhjiQilIdvXeuw7GQqPwmhzo/Cesb8Wj/BGDtY4N+JvP2P27PoJ9yEvT1X2AyrKP3WB9N138IMrhQupOwyAAO1Bsv7Uyd2GRvkFv0aqqDV/x5aRzvOvUHOhJ1X603HYunRx79Klmcx8aBcvfAkfOJ1q75gas/PziBf8Du/+72DOBSQHX0ZMdbgXDh8xkwYhCwys0nYpgT54yhWFKgjgf3g++hKbyPTpgrC6g3H0OnYLdBWnmmdl8HAXjp1hcaPzCqo6pLU5uJLJtIGxMzqtDOPJ2yLag5gW87QvtxUI3bv+bxh4dz04WElh3wS47xsOPvHBHH1OzIciwqPbbHMV/uz9OUhjuQTUeT8YiqK3ipgn+geVVRVBW32dn9798ux/dJHhq7g+htbhZ3ftVv/LjZj37G2d++i/Wl1e1H8Kvst4hlVO9U0nZCj8ZjUVni0azAgU2gvafAglj3A/j8ZX8plzF+myj+kt8mxn7t3yyi7V/vZ4y3+Wnj/wffyXjzAHictVOxattQFD2SnZhSWjp1MYGLaUtMYsvOkEC2xHEIBIKxQyCBDrL9LCmRLfMkJfg3+hcdO3bq1q2f0Q/I1rFHL8+ljYdOltF7R9fnnnvv0xGAN/gOB0/XJ+eDxQ6qzqPFLirulsUlVN2PFpeJv1i8gZfuT4s3US3VLa6gXfrMLKf8gqLvjEKBHew7Xy128dp9ZXEJ++57i8vEC4s38Nb9YfEm448WVzAsddFBgjkW0IgQIEQGwR5aaOOA6JIRxb2HGD5ZE64RuYIT7ikzn+IFQ1PpluyR0ThCzj1kTJMn2DbaGTNSHMLjL6BCwcgxRJNZCaaMjoxiTpYiI+Ba5HsrHTSedVDHLqs8WE1Bn5mpyb7nOmbklBVmprcLZkzNXLX/TlZjb+gk84WOgjCTvVb7QC5DJb3YX0z8SMtJlM6JpaeTWzXK5CjPwkSnsh1m2Tw99LwgysJ82BwlU28U+3mqgkDp1FsKNKxAfVceyJS+SpW+V2M5TWaZXPhTJbXnxWrs6Qw3OMeAA1xjZ2WMf4do4JjDxzwGnN2cD3rXO0tFK9g4TmL+2TeHnpsszUcV5LGv11NrHZpX1i6RedVCEzdpZVzxvKNkJu1maz11V00UGdP7vDM++1RQtFxxqneMJWQKP72l1QXdv8wu7O4XkeIMqVn5uv9YIErFl0z7YzX19Z0kE+kUrpKusZUMvmk1S9Wsid+/WvOEeJxt1mWYVVUbxvH1hMAQKnajYuc5q7cNiCImCoItDRKDOJRdYCd2J3Z3d3cDFtjdna8XzFk3H14+uBcDs/7HS+/fHsNm3q9/Z5glzP/5pX3++wcZNmIWMm1NO9Nk2psOpqNZ2CxiFjWdzeL/fd+SZinTxaxsVjFdTc3UTTfTw2xpepqtzNaml9nG9Dbbmu3MjmYn08fsbHYxfU0/s6vpbwaY3cweZi+zjxlIbI42U80D5izzmZlmTjYnmGvMFeZ4M9scZaabk8yx5j1zrfnOjDJjzDgz3rSYKeZuc6iZQWJmmrnmbfOOedfMMbPM+6S0ELWhttSOmqg9daCO1IkWpkVoUepMi9HitAQtSUvR0uZOc5e53dxhjjSPmidpGVrWPGgeouVoeVqBVqSVzInUhVamVWhV6kqr0eq0Bq1pzjHnmXPNt+ZKc7q5wFxlTjFnmDNpLVrb3EPr0Lq0Hq1PG9CGVKM6WXLkKVCkRJkq2og2pk1oU9qMNqctqBt1px60JfWkrWhr6kXbUG/alraj7WkH2pF2oj60M+1Cfakf7Ur9aQDtRrvTHrQn7UV70z60Lw2kQTSYhtBQGkbDaQSNpP1oFI2mMTSWmmkc7U/j6QBqoQk0kSbRZJpCB9JBdDAdQofSYXQ4HUFH0lF0NE2laXQMHUvH0fF0Ap1IJ9HJdAqdSqfR6TSdzqAz6Sw6m86hc+k8Op8uoAvpIrqYLqFL6TK6nK6gK2kGXUVX0zV0LV1H19MNdCPdRDfTLXQr3Ua30x10J91Fd9M9dC/dR/fTA/QgPUQP0yP0KD1Gj9MT9CQ9RU/TM/QsPUfP0wv0Ir1EL9Mr9Cq9Rq/TG/QmvUUzaRbNprfpHXqX3qP3aQ7NpQ/oQ/qIPqZP6FP6jD6nL+hL+oq+pm/oW/qOvqcf6Ef6iX6mX+hX+o1+pz/oT/qL/qZ/6F82TMwsrLwQt+G23I6buD134I7ciRfmRXhR7syL8eK8BC/JS/HSvAwvy8vx8rwCr8grcRdemVfhVbkrr8ar8xq8Jq/Fa/M6vC6vx+vzBrwh17jOlh17Dhw5ceaKN+KNeRPelDfjzXkL7sbduQdvyT15K96ae/E23Ju35e14e96Bd+SduA/vzLtwX+7Hu3J/HsC78e68B+/Je/HevA/vywN5EA/mITyUh/FwHsEjeT8exaN5DI/lZh7H+/N4PoBbeAJP5Ek8mafwgXwQH8yH8KF8GB/OR/CRfBQfzVN5Gh/Dx/JxfDyfwCfySXwyn8Kn8ml8Ok/nM/hMPovP5nP4XD6Pz+cL+EK+iC/mS/hSvowv5yv4Sp7BV/HVfA1fy9fx9XwD38g38c18C9/Kt/HtfAffyXfx3XwP38v38f38AD/ID/HD/Ag/yo/x4/wEP8lP8dP8DD/Lz/Hz/AK/yC/xy/wKv8qv8ev8Br/Jb/FMnsWz+W1+h9/l9/h9nsNz+QP+kD/ij/kT/pQ/48/5C/6Sv+Kv+Rv+lr/j7/kH/pF/4p/5F/6Vf+Pf+Q/+k//iv/kf/leMkLCIqCwkbaSttJMmaS8dpKN0koVlEVlUOstisrgsIUvKUrK0LCPLynKyvKwgK8pK0kVWllVkVekqq8nqsoasKWvJ2rKOrCvryfqygWwoNamLFSdegkRJkqWSjWRj2UQ2lc1kc9lCukl36SFbSk/ZSraWXrKN9JZtZTvZXnaQHWUn6SM7yy7SV/rJrtJfBshusrvsIXvKXrK37CP7ykAZJINliAyVYTJcRshI2U9GyWgZI2OlWcbJ/jJeDpAWmSATZZJMlilyoBwkB8shcqgcJofLEXKkHCVHy1SZJsfIsXKcHC8nyIlykpwsp8ipcpqcLtPlDDlTzpKz5Rw5V86T8+UCuVAukovlErlULpPL5Qq5UmbIVXK1XCPXynVyvdwgN8pNcrPcIrfKbXK73CF3yl1yt9wj98p9cr88IA/KQ/KwPCKPymPyuDwhT8pT8rQ8I8/Kc/K8vCAvykvysrwir8pr8rq8IW/KWzJTZslseVvekXflPXlf5shc+UA+lI/kY/lEPpXP5HP5Qr6Ur+Rr+Ua+le/ke/lBfpSf5Gf5RX6V3+R3+UP+lL/kb/lH/lWjpKyiqgtpG22r7bRJ22sH7aiddGFdRBfVzrqYLq5L6JK6lC6ty+iyupwuryvoirqSdtGVdRVdVbvqarq6rqFr6lq6tq6j6+p6ur5uoBtqTetq1anXoFGTZq10I91YN9FNdTPdXLfQbtpde+iW2lO30q21l26jvXVb3U631x10R91J++jOuov21X66q/bXAbqb7q576J66l+6t++i+OlAH6WAdokN1mA7XETpS99NROlrH6Fht1nG6v47XA7RFJ+hEnaSTdYoeqAfpwXqIHqqH6eF6hB6pR+nROlWn6TF6rB6nx+sJeqKepCfrKXqqnqan63Q9Q8/Us/RsPUfP1fP0fL1AL9SL9GK9RC/Vy/RyvUKv1Bl6lV6t1+i1ep1erzfojXqT3qy36K16m96ud+idepferffovXqf3q8P6IP6kD6sj+ij+pg+rk/ok/qUPq3P6LP6nD6vL+iL+pK+rK/oq/qavq5v6Jv6ls7UWTpb39Z39F19T9/XOTpXP9AP9SP9uO2EsSNrtW61eU/bvUfT8PEDJw4d3DxmUNPAwRNa5p3m/Zmr2aaWkaOHLPgV3/qMrc/U+sydRjQ3jxo4qHnign+7W+uze+uzR8chzS2Dho5unoS/ZFuvsq1X2Tz/6ULrs/Xrbt7Xba1WtRkzcux/n7PNAf+lxg6Z/9VgteeE8c3zf9O9mves18L8Zz02DRw/vnnS6KHDWtrOO00Y137ec/zI4SNa5v/hkOZJY+efBjW3jJj/jVVsfabWZ259Vk3DRo4ePXTIoObJbXpZW0uu3Q4DxwzdfugGtcah3jjYxsE3DqFxiI1Dahxy41A1Ne6plVO9nGw5uXLy5RTKKZZTKqdcTqVhS8OWhi0NWxq2NGxp2NKwpWFLw5aGKw1XGq40XGm40nCl4UrDlYYrDVcavjR8afjS8KXhS8OXhi8NXxq+NHxphNIIpRFKI5RGKI1QGqE0QmmE0gilEUsjlkYsjVgasTRiacTSiKURSyOWRiqNVBqpNFJppNJIpZFKI5VGKo1UGrk0cmnk0silkUsjl0YujVwauTRyaVSlUZVGVRpVaVSlUZVGVe6rqvZlbzUc6zhaHB2OHseAY8Qx4ZhxRK2OWh21Omp11Oqo1VGro1ZHrY5aHTWLmkXNomZRs6hZ1CxqFjWLmkXNoeZQc6g51BxqDjWHmkPNoeZQ86h51DxqHjWPmkfNo+ZR86h51AJqAbWAWkAtoBZQC6gF1AJqAbWIWkQtohZRi6hF1CJqEbWIWkQtoZZQS6gl1BJqCbWEWkItoZZQy6hl1DJqGbWMWkYto5ZRy6hl1CrUKtQq1CokKiQqJCokKiQAiAUgFoBYqGGhhoUaFmpYqGGhhoUaFmpYqGGhhoUaFmpYUGGBggUKFihYoGCBgoUEFhJYSGCxeYvNWwzdYugWQ7cYunULXIZ/eQzdYugWQ7cYusXQLYZuMXSLoVsM3WLoFpO2mLTFpC0mbTFpi0lbTNpixxY7ttixxXgtFmuxWIvFWizWYrEWi7VYrMViLRZrsViLxVos1mKxFou1WKzFYi0Wa7FYi5lazNRiphYztZipxSAtBmkrfHRs02KbFtu0WKHDCh1W6PAadxikwyAdBukwSIdBOgzSYZAOg3QYpMMgHQbpMEiH17jDNh1e4w6vcYfFOizWYbEOM3XYpsM2Hd7SDjN1mKnDq9lhsQ6LdVisw2KdW+BefEjM1GGmDoN0GKTDIB0G6TBIhzevw5vXYaYOM3WYqcNMHWbqMFOHmTq8eR0W67BYh8U6LNbhdeswXofxOozXYbEOi3VYrMNiHRbrsFiHxTos1mGmDjN1mKnDTB1m6vBidVisw2IdFuuwWIfFOrxYHV6sDjt22LHDjh127LBjhx07vGMd3rEO6/ZYt8e6PdbtsW6PdXus22PdHuv2WLfHuj3W7bFuj3V7rNtj3R7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QY9AISIHtZA4jDSDBTmKipYDkerfqVcrQOBVFg6JxrE2vwj/R2BvREwq8R4qg4vd9FxkXhO+45c8biTCcIpbwf4tYoXPkOp6EZ0khdBF9OhzH7Fd34DKTaOxv1j04upDzMsimW95iXIE7idX+j1APSne5hafQ0QMMlnC1HZjwYAsKw255h+GB5lorSKpbmDQSKsjrshDuoZl8FvODmHCtC18VQKOwUV/Bo5ALzKIKjwbJwXPuiv7bK5iGtZNf8a27pv6WB9JFLPC1ctz4yTKw+vexRzr5MUjBT7vX9VUMX8C1louXee+IC5Kp5HT9+yg/Z1V55Yv6i4W88e2CF2zBF5zCBFPDBWewN3Yha5zIVWkXVq1PFatqNtTj6l9ZX+vLIC3iUrNZyGLSAjbnAc6/juv3Ibvv9ege3eX6suHRnhrdVqNO11eROly/HmmL6zchtdWoxfVbkBpdP4okuf4+bOn7ZCT4iujDi65fh020Xb8B6aTrh5Eqrq8jPeX6rUjHXH/QSDTBY8TnZcIjZISqZAWTx0mOXsTu6XgX4AkwDeNPWM8fcMXfYUG/9Lcbv/BjxqtY1Y98w7hS9Ohp11jwq2wRDX2+6IV6TNX4nq8Y51E7N+LBawtz+mxNsKi/gBt4vOjBEl4yRf6hjS/mqvz7LeqpTqVTsS/DZcKIDSXzbmZfZfbPmO0x+xvMfpTZjzD7CLMPM/tBZh9g9n5mZ9h2+RY5Km+Tt8ib5VZZl5vliByWG+R6uU6WZUkOylQmcrO39pa5kxAgzTpHXQpzkoIcg8IOU44IiISCTMkgAWdDIEmTw32QdFYfIsmDUefd4Q4P6r5wnxPq6AMnkiTJfX2tzq5YEv8/9jqfiSUdZej+kXmA5zIOrXhA9mELNvH5dJsT2T1SxQvsgekTbZzXpk9kMkQv97b2Ru5qun1P/00ge6MZ+/jT+tEpJIceTTTiBfAYdtGgGYEhjvBXgScIE8LkMNfZQmcLnS10ttDZH+hatzqnksMjzne3ZpzbuLG2NZN0Ng9H949U6SpdHuiv0hVOGdzacbo6sJf7yfH+DMp2CxlJo7u/SgqcUAaDJM1lJA2DQravJrPoCpeVOaGMdhJLyCzayWUe3CN0wDC9fz6dFippGBhXAZOGhSrUU1NJN6o2ZUASKmlTBlUk6cS5aj6XQ42f45r5gzlUzOcOipLMD8MjtfCTtfCTtVKWPowXRRwPMcmJcvE64q+4ybe62QM4xv9H7Uefh/v+/xwYOMwP89DIvEz6Mrv313iBqnV4NLNt7Zk+PTx2lzin4cOfe6PtErDAdaLGMk5dR5+jdvSR3t7WWPhO6JbqHQldDAdX39HeeqztUpDAeaGuR7e2HupKdCV4CH9rPNSA7sb1UOuxO9rxHefXQ2F0N+HPCv5b+eMTE2S8JJ6J8XHA6cRELFYq8VgJYw4dOOREcZjPZp1oR78jDRzyAk3rjlvQQbhjQ83hBSId/f8GfIW+oAB4nHWTeVBWVRjGn/c9934fGJqAC4o5KWm4AKaGmgs2kIIKbtkQuWu4jEouMy6MmAOZSOHWQpZSfjouNGqplSkWbmSOlUuoyEDqH6RmYTnq2PCdHr+mmiY7v7kzd+ae95z3fZ7nupUIdcvR3l0OmGK0AuyVvx7/Envz/jd/kb1gCgD3Bv67ZvP54M9X+z/rn8226AEn/F2JbXzd9uAdXINxCu8hHVOwFJcwCqexBBvxnMQgDGXojzVIRAoGy174sAtjMQDJ2IeWGIh29isE41NWDYJfxttaRHJnc3TDk3gGadii1pajEG2Rj62IRgfEox9ZgHdwEF/ilr0LAwfZ7G4HSnFCQm09GqILexqDYtZ8B0UztMAwvIJVOIrruIN6eBCCGN4/mrtewnwsxhGZqS84qdbHL8kkBeNIDgrwJjZgM86wql5CpJMUyQ7Zo2N0tUlyGjlPuGttKWtC8Qhi0YsqjGVdJuaxpxzkYRnewPvYhBOowVXe/hPuSROJk0myUmtMc0edMGeY+73NtW9xEpentCUxPKsP+lK7CewtD+/yDB+2Yzf2c4bzqESViLjilQbSQdJklPyqDTRRj5qRNtpW4yE0QVNmpiM6U8tEJFHzgdQ4g/NOwERMooIL6FYuZ/MF2IfPcQBf4xsqdh61EkaiJYmky3RZIKukWL6Q03KWN4VotPbX8eoz3Uy2WWyWm3xT4qQ7E5ydrnHT/K39PfwHLOwQu8xW2xsQzuWlK2EID3T1KOmITuhONxMCfQ2hP8MxktkZh/F0ZDb1W0QFX6P3hViJIvq9npnaiBL6vBt7sJfuH8YxcgIV5DKuoQ43yS3ckYclXFpKogyQETJFZkiOrKdre+WYHJeLclmuqlfDNUrjtLcm6UzN0jzN1xVkvzEmxDQ2TUmUGWZ8psScMVXmugN6Fe/CzXTnugvdYnLIvetJ8EZ6k+v3+D3+VH+pv8xfaQfZfFtkN9md9qPA7MF0ozEnv+9IMzwW8DYOXUk86UtvkqnAYKSSNAwlo5ihyXiRKZqK6ZiJWciiIvPp2CJ6dp9l/B8KqM5apmsds7GRDm5m2ncF+Jj6lOIITuJb5rYC51CNWqbvGn6hRrfJPfhhBUxPiDQijSWUikVIpLQibaStREl7eVw6k1jpIt2kh/SSp6Q36SN9qexAGSrPMnfp8rxkyLgAUyVL5shcWSxLJU+Wy4oAq8hqWSNv04MP6cJu+nBIyulEjfws96SeWLEaTD9itKvGaw/to/10rE6nK4Xq0826XQ/rST2lFXpOq/RHvaN3TU+TYkabyWaaWcL8vW7WmDJz3Fww1abO/GZ+p18eJ4L0dDKcTGcasxnhdndT3OHuAfeYe9ET7GntmeYp8VR6O3vTvbO8Od4fgiKCooK6B2VQy7NU9d/Lh6edTClBndQhUzbgiHZwq7Rc+ss8MwtD3Fx85lyUGjcVc7DelMlqZ6LZyppcDTa17quaKeEmRBP0giTqTi3QQrxsavgvxeoWjNAspw09/UTaSawTh36SxQwcpI6DFJjMP9xreultrDMdpcBkuymYqJFOBj3dhgqnoWabElxyi5Hr7tA8JrMFNnhmSAIWYp1ewQo39A/oo57keJxjYGDQgcIEhgaGK4x1TAxMXcxxLGIsdaxOrMvYvNhdOOQ4NnGacKVw+3Gv4+ngdeK9xdfFr8L/R6ALDBcJ7BE4IfBEkEFQRtBiFI7CUUgiLEOFQg5AWCS0CgxPCL0TDhA+JOIhyiI6SyxM7IW4m/gNiTyJFUB4TeKaZIVkhZSC1ALpGhkXWR7ZD3Jhcs/kzyiEKKYp1Sg9U96nUqdapCamdkg9QmOCZhEQfkBALRmtQ9pTdBJ07XRf6G0DwktY4Dt9Ln01MHTAgFH6ZXjhIirBPfo3DNwMVgDhIyLgLxA0FIJCLRS4xPCKkQQchlAOAT5jH84AAAB4nJS8CWATVf4H/t4cmdwzSSb3fV9tkzRt0yM0UyjQEoRypFwWCnJaI5SjIKB0lRuVioACKqisFx4IqAUP2F0UdVdlb4/1p7uyh7vbVVdAV0j6fzNJS+se//+f0nQymUnyvufnez2AgUYAsPlkBuCAAmXPQxBJHqOIhX3lz4vI3yWP4Rg6BM/j/GmSP32MEvmuJo9B/nxc5VR5nSpnI+bIe+D9+cVk5rsjjcQ7AAAI6Pzb8GbwC6ACQfSuvdgojpH/VSQDEErUJEk/I3lRzVztq4mo1DWRGpDqu1gTi2r8VYmqygq/r7KiKl6u07KiMvvKERH77DEVifT+/Ns1lQ3lXi0unlfdlBndcUb4nGz/Z3Au+BDIgPZF8LRIhj8jOQlvBXIm3wdSuVg0IbyP28W/55/Lm5rK42PHftgUr2hqqog3Aaw/n38bS+Kvo/ttoPF5hZz/pjbjX9Wip4FILZMfUkCFQmdH7/qgRaWyPHNIB3UnYSmwM/k29O2ZS338AtrQClJ9jLAIOOQDYXFBZXBwRfDHxS+R3+nobIi5SmPN8eqmB/DXB77TFbI63ljhYnGitizRPHXcjafROrH+wwCQd5Ln0Ld0gk+4mxmnnVY57Ha1mJZkxCabOWOiMFGGMqoNGePddgAdEMNaaTtL03Zgs2XUdlatttvUNEaoTHbgdGQ4RqUCRpPRKBZTYggwADHczThptcqB2+x0hMYO0ZCm3XPs0N6LbTnhiNig7SRmBC7mcpvJmGszqNDCO1X6GlVNjVqPKJBMJRn0wxMkacolVTUqdHqLsixM3sqcRX8NwkHYAJg+yJz590eKSSapZBKRMK6xwTpIORPxcp58uJMSaVmdcKYeJiTQif9o0glqdFM5m3uCrWytxIO5v97hbmiOaXP/ZFtWJrHn8z+AvyDPffeXimg67fHRLAy/m0iUoCeiCbPx/bnDAk2vACCqRTTVgRDo4iq9Ii+FMVJalpECRpcBHq+3lWYQBZlQRurMAEwqpsMBhqH1dFhq7YoQpwmM6MV+x0nsNDyDiLUrjEjTmWvrCzPJcDgZRgsTxIKngRItffjKy9BC26DTAVQsJiLcwmITEK3XF4awHK1TUAW3S0RBfvVxOBk7AA2wcsvb+eefysnYllFJGlZgscab4Z33fHAk3njbrHfXlKvz74h8AfJc/s38n07lH/3N1nRpLXGLTG62f/dex+9f+vLEhbljrSOvbNeqTDaeBjkkVycRDeygBGzjfEaZo6REzhq0GRYY7RmgkaszGoexRC5vNRhZg8Eoe06ScfXCxZze4dAEEVFYjdhQGjAyBr2hVOrrInuxD48ZdpUyl3NDyZBM9SGxuJy7MEALqKr5D4LAi4BAGGe5DWpZSuR0+fFB3sfLB+mjQ8f8oUCe67Da33625q4X889P3L+NKK1Yr879QD1+EQuTeGlqKdR1jP/z0vW7X55eKyXPtT5785nOXfI8rlBYHOn0WGKXQmmz5zoUN619Z81qZwDRBDT0f0ZsQjbBDkqhgZsoNUnNmJcJl9SE06GMa0boRvEC5QJ6rXgVs4c5zLxqVppdXvH1wReoF9xkCCjsdqXRZGIiIBRWEEo7Q9PTlHZWqbQDhd9hMvZi13OTLUol7chKKVoU8GdxbdZiwWVKmsEj9rKAkgF2nb3C3mifb99qF7XaD9tP2M/af2G/YBdhds6+zN5tP2Q/av/UTjH2FnuP/bydsCMd/QenkHg6dorgHBE8KoKiXghfKLPr7WVSnhFINJd39oXXfgkNkeWdbW0CY6BKUFwGCWk4hawwUmkmh/S2pmYLOcAnpMQGwUpv4Z+fPRuLgjbY1ulVQsHIqXnDpk9BgU08VxJ6jH8Bd4kw4UyVGvEJ+2nyoev2vPvw1dXt95pqH/xIomdsvnENtQ8erhyzaOLD6xbOnnrP3WsfvH72B4/fD92Pd7Y9r86J7HaLLThxkynfO4nDsQ359x9cv7oLztjcfjvg9Rf0ID4pyA+R/nrBP7l5IRhiFlh7/MRlAAntEriExhlohpgZ6BjtIh0wm6cpGcQHBtr1unkABPRZnLJnpTKlL8AoGXeHTDRH1C3qET0nek/0hahfJE6JdiKKo7NLRRtEhEjUi/2Vq5YQSreyUTlVOV+5TLlReY/ykPJ55U+UP1d+qvxSqYwqV6KTu9HJM0oRg65aqexW9ihJpRKx40WfRKlX+gR+hNcy/yywIrz2X4UDQWF4belL8ey4gKg+YD6LurJFjI4LlqOtDeIFn4IRAiMKuuFOQBc1jPK3/Wz3o+ufeCx/qWfXUwYI8BEz1XBjeuzMu66fMvnBjdeTH+ZGP3Zq77P5c0eeuHPSJHylVGp2pHMPJdP53t2d2W7YsG/VciD42gn9n+ELkV64wcIXOyTrJBjv2D/nNIRKRZizMsqVJXgHzxrOsL1QwUlalDCK1o4pebqp7B0c1UK1U8uooxTJUJA6iV0GHuby8ra+XNvyvr4iEBAMBRJCfo1e/YCQeeLX3OqA4hcWiX1X3v7jbM/pRyHYtKx7ZCxU1+QbVdH6zC03z9p12dedfe/xB2H48Irrx06sCTTq5Hp9ZGP+wqGtm5D8TEfy8wmSHw+Ig79y5VP9HYa1+g3uDZ7t0k30ZSC2eqwT3dDtpq3Iy0KJBFZaojQEYJqVZq1WWiLmVZmTW2JRmij1uhd5eKHyZo2UKCsvzapUchldEbAyQbqOnkF30DvoffQR+gT9Fv0+LbWjp9gnvIftxb7gdJJQB6dt0bZrj2qJidql2g3anVpC24tdfqECuZuKogbzIrL286LUFA0rr7uCuFzs41UVUW5AdZGyQkFzO2sEkKKuKUiOpOBPyjUF6voRVXmAUlBkTcHAJpD6UqJrUkR8kr+bMepm7KqZfaypYQyx46nMfVMf+2Lt1M3le/FQyWL2D9c/W1e6YPyM5zsXkx9eAQm/3gQxy4v3t7WdmvnDhQdg/eGpGUwjk5js6dyTh1/rWbCw6ymYWTBnGeLDKCRX7UiuDMAFZnIyYxYAmSOrpngCf84ZyKxMZgSYWCKxno0iInVre7TvaUltLy7j5FjHIeVRpGvnlYTyJITAjewckieEzXhcguQpVyNIVB+Cl8X1JPSioUKlhN56rCBRV8mO65vuXFL26i973ngMatcsumPRH/OXTz8yZURl+3F4U8Rx86p0Z+jz95/YDa3Pr25tvmc5DM3cPK5u5Ee8fvSfzy/D7yH/BvzgZ1zDGNFo31QRrgM4QZJ+rVrFMDrMT0P0z+JnNRod4yfJaYyORec5hLH+4skaoRrHME1Gy0KAjA38J+eVSiV0iwVaLEEmENAxMgYyjIeJMhzTwuxEzucEI2aYXgx/MSBh9ExgwLL8AclIW2fRxMcjbbycXEglk8kcAmjIF/e1Dfrhgm0vCohg4smzCK0xSfSniFHilBvHKCQPbhfSPoRMNO5EvEpdNaiTPEyhRPDSr/S/OJEaXVfdqKat46eW/+CQ9oGah+9qHjkhHnSGFVKL11qDPzE1J85/8yijM9Gy1OOXfoWZp56D9ramqmhdsDpclQV4/yv5ZcQSZErqwTgwDQKuQuQSubHozjRMd3Q7e5zPOU8733N+4hRxzhZnt/NLJ+F06iZlg3RVcnTWoWvRHdThupcR6ZNADL89psxivfBbroEBqWyS4q+LjrRkznq9TerSsxsm7JxwcMInE4gJEyxxMHIOuZTcQO4kEc+Ypg5GHVVz6nZ1j5qMqqGaN2PGkR1c9aHqo9Vnqs9Xf1otAtXLqrur8epqSy8kOLol3h5fFj8aJ5h4SxyL8yZuumDikBYiuexsy9UgdqgEencKsQP/IJi9mpqLuQtMri2nKkgsurYTWUHQCQcJ7S9QeuAJklgk0Xqd3obxYlxQ46pE4REJeD1EN1KuotgjEYeuASeNnuDMqsU1o0qcQTOKc9hwYOtnz/tG1jumzrC59NnPj09ecfWxnrOt6+5Npbav2X7jzztDLcsXP7Bg0g172/MfHr93y4Fz88bfiz9xQ3XIEym1iqnArO13/kxMJQM6t5gkZVWLR0/aN49bEm9YXG4aH7/uFtnUbZMfWqQsO7FxTvbYzplLrm7rmNQ8u7l6fGpawbf8gziCbHEUmrlJ46I3RtdF90f2R0+xb7GXgNgS9PqgH2J+EA1GFkXVEloDNZpyZBKmmSysyWQBfv+0QJANBIJ+aZQ3w9DjxQNO5OAD0oBGzRvqqDKrkwVMsYDFFAwwEVPKNMvUYVpputt0wETJTGZT2JQ2zTGRdvRw0ISbTL3wGGeTRANcoCXQHtgUOBoQpQMbAjsDOIPO9ATwQAAZaE4ak5j0Ab0pEOO1D6nfUM/+afGAD4yQMp4RDJIAtZCt5n18irfWA/FRQSF53iOZKDp8Jqm8ldfEgiriakEWqCFoq+giE5qCW0TOn8KpIk5OYI99+e65mTfbb1Po1cHIuGRd6uXJDePp2xikamNuPOqd9QS8lYyPr9WSH149C/3Ztpa5+a6AW2eMTdihOXxk2uRABN5dWVmbio7Lf701f1RKlqlUJktawF9393+G3UL+BMXOAfAkF5bKpQ6lm/YTjoDDvyigU+j1IZtcoZhmc7A2myMwTy76CwByUUCvQ/w4oc6aZDiPE9wSScgWDDiYqI2ztdjm2VbadtgO207YxCJb2oYxKO60IUK/GJTY9Lbg98FTwcYhPbpGWubCAGwqWLcBYgrmrHNogK75L3T087SD35XV15dGGrjG/5PoNZ7YpPGVzW9Pqhqv203o7fUplvxJQzSS4iJRLvfN1a9sOqOx7Lod9oNPZUY3jof9CrmZZkcLuOkeRKenkWwbwVOcvxksAetk22QfyS5DkRqojYuABH9OChHsQiH7NEaNHIJaKuEltloO5kEQoLJyGWMKqItmv51ZyexgdgvG/yzzK0YWZdLMGQZn0CvLmG6G4B3C5RdNvEMwDXUI10CDgC55pDBIpiI+GBqZegdhAnYNX/KEgVWwK9+jYZkpO6offTI5zgoDpM6aaiLPab67wlktJojb8q9Mbq5eREhZmUGh4mmwpf8foh/jp8BYuI3rcXmhh/NQ5Vz52MqGCn8DIKo4qUYUEFVKa6V1pJcbza1lt7P7qveOETmaoa2k2h8IBseqJRpNsyTF1bfUt9d31/fUk/X11YmGikq8iqOQKTDbWLPZNjYYnBYqYUOhEq6qalqimk0kqhuADw9F6xel5nEiFzIK0ewoqkqakAalIcE8wEc4lzKrlyVC5qaAzVwSqk4wtHmiucO8zrzRvNssIszQbO7FvubkEjo0MdQR2hAiQiH+hEECEkzCkeASLYn2xLIEBRKQScBEohf7ilM0Scz6kD6hN4cSTYJ54O3DUAPBh2NFO1E0EwVDMWAp0D/BO6QK8G7AWhSNxaDVAPyLBWlvqynIfCFcQ4ajEC50Fi6pqVHXVKtqqgUWCw5iuDURvPwwc4J+cGqYcRnAiN6iNSKw+Weun3SDfQupV9v9VbMSC2Y1jkuOld1FVwZiddPr57hvfPy4LlZWVdF0MHjTox8TJZUVLBw57sQbU2dhh+66a8HU1vb8TEbFGr3xfa7j11VPmezwwNMlodLqwIiFD6zP75Jiy68rqU14yvP9d6FnOEMrrY4mdf530DN/vouXryXIfxzHXwYRmOLmSP2ykLTMVFbp3l4m8gGnaxRYATaB7ez9YJ/78Uiv9QO/zOWogW4PDiL+skURtVRwKDGTWCod8Che7zSfn/X5/B6oi8wDvC8BIt+AN0nSyJv4TFHkTfw+wZukBX+yzrQD+ZNXTR+b/mq6YpIX/ErK9J7pI5PommdBcuORMD6HL+rjfC2+dt9R36984jB6esh3xkcw6EyPD/f5ELLjpFHkX3x6ky/6/92/FKxgMYwf7l1UQ92LSh9Pt0w/7nK4HdXVM5BMVLd1XvMx1CBg/p6PATJIDZpJTNn6pzevm+vqMIkMTHhzZX3D2UzdRH0XW+6fkf9q3LQffkxqTJEZGvxU/mU4ZtGM9KL88SkWtda6cZP28JHpo2tHw45kTbQ6/2G+P/9rMS5Vq2y0ZhTyL/UoLngVxQUKYAZzuYSPrCIzzEx9u5VcwHToVzHr9MQmcrt8D9xD7peTnBUqs4DSZimZsYPDd+L9OIoqIN6L7eGk6o4e6VHpeSku5YMESyFI6OwTVIt3Cnw4LcTSxdCgSj88fTF+/2/3ffmD/R898PUd6X3rbpw8YfdtHfjrfzx6f/6z+z9/bhe0HmjckP/xwXUb18Pmh1bdIeQn+mfnNxB16Pu7EKqxcbfMKHnKdSSIO3WVujG6hfZVjo1+UaQcKn0AuPQ6HZQopIskYkgtEmtZVqnQQThNoWQVCiXQh9xZE8Uu0s7TiQKhrFMmESuhUqf3+vwgIClTxAJKBVPWwVgj1qiVsx61fmIVRdDBp1a82wqtPG6tcyg5RYuiXbFM0aM8rDiqeEPxpvK84rzyU6UCKB3Kicp2FEV9pPhUQTEKRtmiaFF2K3rQtZRSyccXMYlCr4h9z/nmriUtipmkYiSaQiC2ZrgTrhma5xNsk/isMjmQy/D+pyxfwksVLRTPFjiMIzB0E1VaXa/J67XuxRZoI0ormnVwcjzzwPT1zz166ZaTcHGmd9mCqVMObLzh0fwWvdLsHDduLv57ucLqHKP+6S1tbxw8lH/7cXzLM/mXO+Yu7Yap/fOWI5lLI55VIZ5ZQAj0cWsYEBYH/c3itOwDjSgDMvYFYIF5gf0WvWiPfb/vBYDPYmb5MKlStkgqwcSLJBYCLAMbAQ6AH9JK3qEr/axS6bcEA7SP9FizxnkAUoDyZNUyqUTpD/PZPr/BX+fv8G/1v+8XnfZ/7Mf8/l7sS84ocQ5NCszRLtXijHaDFhPyAmG/3h8u5gUENgz4kMGEayrFXMyprqXglQOsaBvGi0I+D8l/HA7lgWZo6kXvHUZ8/FJD/llRSXiMLm/RBReaF028c9LmI49D9aZJq6rz36Wf3DRn/PjDW9rxs1fma1VGZ3NzO1zYnn7t4KOw/OjoGXPuzL/1wNIV22H6YNsyZLtv6v8a34Fo7gWvcjGv1Oet8o7xzJcuk26UbpM/KXlM+gXxBdlP9JNXxHSLFOJSgMJCnIUQd2ghIkY157FnaQqRf55UFAAIS0FfAIeMpcOwLyKEb8+pCTUy2xc5s4SBDhiFjXAq3AEPwaNQLINmGIY4hLyY+yRQD4cl6Abyc219RUlHtrUg43wUXTCvghQvb3MO8Yz12L9nrJAnxSioefy4dcToEi2cMHtm+7KqhmmpMm+FVKSkze6R3MqoArt9kS8aG63O3/Te3SOn1teOrfDSJkaqVFprevJXHkH0qkB2MY3olQQvcXqDTvenRCUCOZUJXaWBYCIbRP0iTMRDGlk3gwxii+eoB/PwPsscydpkwlVmjWSfooPG7fhzOPpXb9bw0avxUO3R2jO152uJ2toSZ/lZxgwdZogeEfL5+7GSs34erct7nIecR53nnZ86SSdvTEfwxrRPMAWCcBUfBbgCeCKl+kx9bQO1IF7xhxXJBrJ5WlbPh7LXsHmBftRg9MoHv0JpEHPt3D+iJFitVY0atfhWj+fAlor4pycOPDUqGq6mjbpZrTfv8Ppu3RuN/Qp/fWVrYnR1wGTXK0zh7HWVDkcslBzResePt8wfka4Osg6DTuOqXTWp1usNRCsrW27/CY8lNiC8/gjxN4TXP+Jis+jtNIaRIoqCRvSFWEBAHFcoqKXK55SnlbhSaWYNekhR01jAolcBEqM+jjYgSEzoM0aDAcdESgVP/Ygsy8j0etYUAMxKdjd7mD3BnmV/xV5gqTnsDvYAi0dZjm1h21mCZSHLFkA8i24YBuLbBmKemkghu5VErj/HA0vmIkgO2lx1IWmPQL0ABik+oZNMCnmd5K1nC2kdnE/sfA/k86kd+PzhOU9rn32OdhgW7al+5mzzVPbJl4wvEn/Lvzo1t78i4PND3J4/NWPsiNHYxKmF3PC+/s+IIwjflyJkP6VKDtNgnLe55HrrFvkWy98C1EnLSS/mLfWWLCqViC1mi9UstYgluNSsUbBsRAGQr3N7WbfbK0PxolmKcLxUbJGKSucBkQzpNKvhKRhSZfWirN2ul7nNZQGvW8qUmlPmWQij7zTvM4uOmKHdPMd80IwjqI5id4Sw3FE3525xz3evdG9073afQKGm+zr3IfdpN8Gg85jbLUTwZRK33qxHb/rfEBZfLhkAWELGlQdZyUKK/t9LnANRpyDzfMZeeXaw9jeYuy/QHSQ0cXxYOhbx4N8iUSxwzhEPI5s3pfORLxi9buaOmgm9U5Jj9Le9lpm2MLyFNDiSCRY/lbtvfqqsEpI5OCtniblNJkiwzzzQzFW2H157Q8vIjfAxFNUwbBPi153IhryPbEgQPMBFpH7ogRw6C1whjCCmuTysy+XRUmARnIeJAmJkNlyhgMfFqPfJswZDL3aJc0iWuza5drsOu4ioi3O1uOa5jrrOu0QMOtztwl0uXnxDEpfeFRoGGtqK5rTvWrGjYE2Ho4W2Qq66U5Pw4kPS0EMq6dSwSMXvu5OFs24PTq2feGyv2uJTR11lo1OT9665feme0HWEyYvfgCxq4t65s+f3wJF3B8usQYfWV77ohn0v/G3d/Md75t0NKbncrFCD/v5CrZ06o3YBCgAVBXMYhN8CDSfDQNgFYJzB3A6QqgyHK5Ho9/cX6oXkcnS9lL8eWwNl6AUjxyAIWydVouvpskgZVuYCqTbhLnTPhPxyvpbC+IAcAIbCboUi4b34XPjD5CPovZTCe60Gz6D3MnNqDAR8DjX/XkF7MBLEg4PvJtx3N7pPRL6ldmFd6D4RVvoXAKycCgKrB1jiDKStdoQOcWsvrhp2H4+x3+DvAzrh80rBEwOfZ3ED4btb7JaIBbe4/u2+d4TvqSt+zw8G77MW7nPZXRFeEq7dBzAkYoBEP0K/yeTnSaIX3nwMiKiX4c18CwL86Qs4DqQishdmj+EU8TLM8lKJHTqGYfgr8EEgAW/CdmBAmCfJ5JKXksylJK+RxcNY1FnsSYGAAFcd+JmrHAmuAAdxhv/EXf2fibaTfSABGsB4cIxrqKuGlXhtGvNCSBrHuQlzSfVIQJQziueVygg9kcZo2jlifjlu/omz6bjX65RZbdVgnJs0iiQjS7gyZNdhLaeVSCpraXqCrXbmssruyp5KPFoJK3uxX77EdTnKYFmZrRf7xbHRXYGTMAauYy739fHuMVd0l/zvRaHiipCaumawoMPrAL8uvr9CLxTDOhFMs0HkIoWeEt4sOLV8+VtEKSHFR++C/fAXlKIeDiaAkRMlPQM+FlfCQqjvw/AOw3VBU/y2dElLq0uDEUF7Y4ktwy1Kt8+7Y1t89k86H1z5+q9P/fGG0x+alvxo2YZnD+V/BCfOGZtZ8dCBLc+uX3vb5BV4W1ffzNrxK1ePrgjXjR3rijrXt68aufJc6NDGjRs/erTjzJ3XrZm06a3OH948+1Xb/M8yi+7bOTnf1/T6hk29LbdAneA31uQ78QOIJ3Lge0mkAhqKUoJT2FtAjr15THofzvfyKJjLuat9qjjydylECB9WyQBvXAxVjAY+dN9OOBuumJw/lz93JN/5FLztEzgKa/xHP8jdnn8gf3/+XQD7u/Kd2D3CZ8RPAJVYA/kPADDB0TKxWIHf1y6D3bLzMkx2EuvkP41nTTzCXOwrfGCc79AAlNsDVAwsaYCePfn38tMQXK4i+/Kn8rF38uvze458g22Aa+CN/Jq64WaMw2xI4px87xPcfALDkXC/DJ8COJIBgsn31dSACPLasajGSTmPwD3hfAdmux/d+9f+T4lbyEfQvSFOh2PYbAgQ0EXSi0Ep+gUESRSAVTISKaLPWFQC3ZC45eo3m3EJ+ch39eSPC/XxZ5Fd2kJuAjRwgkmccwbbwe5ku60H2R7LbiuFsCFpyIoV9q4e4ijxJYETvdgBTqPtOsjTgpGlZHNk7bJuGSk7iWv4rp9OobBWDJmRMAotGoXiM6Op8uiv1Z0TVQIQxqvm3j/9T/nfbr37xN0LINydHTv7o1kTp91f0zyhdj65acG7+7/Kk59/+ilUQsc7fx4zfWWOvuuGxbfsPQvDv7+xbakgH2+gpb9BbgYGcA9HozjrNB9nnZboaO1p3SmoBDTcdjyAjnsxBE0h3/SkpFHARaMTcs4DyYBUIlcaAzSj1CuNUk65TNmtLFQMRQyKoZUmo5AQaRvaq8JnR4cU3i/1ha/CS+D7vSq8ZAyPmIpqWQ/xO2vzx/Hy6EZtboNu1D5LHktwazRbXiY3X/HI5U5fOt2BPyOT2nzNsnq0xokAEE8iPkXArScBgf2MY4HDQWmyPhKCVhElB2I3RSCTuOG4SMRYe+EhzqjbG+Ur0xTT5QhywfNB3B7sCT6HvAKy75yimzpPfUohE4scC3US/gtEee7xCQ+h7NQ3aHPQYnOF1hzmQizqdSLWxXGhyaoKPQwB5jyrh+JyZHKUEMVZ7zbMaGzZevXn2ml//uvDrrFjN3WtelCpLKkLcxVj2v/28mu/b37kx++efXDSvvwt6fWfnup2jn3k+pu6u8doaYbWVYWiqaVtBz54/f5J+/euvu1Rnt8/QDLbg2iRBk+/CCIuYBuhaJBi7wAR4LD3wBjggwuAC5TABZw2st7lElVlx5CmrEgBbMGgdERXTS8UceZRo6S2rufwfhzD8XgX19ze3N18upnobobNp3AtYLAYp9fvBVJGyknbpeelpEN6Bv35UkpIT2IaMJ7JI1IJJlqIZ2oiAsnUg+0JuQvMBd5MQ752h36RKPAEIooVuIHIpRi78IQsVEiLBNQP6V7iqfu9kAfr27Qp/9m5VS/Pm1JTPtIRtxPUrbNnHLihvn6uyeVVOqw2p8uvfXrpzcsXzeyyxJMlsVHvHzz8/s+xN+KPdj58ZeaBaS1zG8pDFTYVJaGjM+e9ceOc+nqC1GsRyMdvvPHg4hXjLIwhUlk2YvyI7LEzG7e+imzFDiSDW5GeaZGmvcOlUMAjgoRCgWsMOjWmx0lo0OManVJNn1YqRPLTCigStap1rFqtQzGbWn9aC1itFui0ANefJlDs8muuTAEDgFQq5OgtRCSmA2KTVs9CE8sacdykNgZ0jFqvNkpb1FCtLqjhNS3kKzr8/7hKcIx8PiOcBMzFJN9XKGQ1xUMR97BWMpqmkkmKSW5BLwjdhHwBe2gHYQo6+SZCIp7JX35Vf7qSiEYaNbnPtQtmKCtyP3dgn+a2wdfIzVdHZd6glU5vOo1Xl7/Sga3OrSjEOk8iGT2FZHQ0OMp5lmvWWW/X4NAPgN//WjTGRqOxYFACcSSdkhGgsSsWrz6F/RbE4YJjI0i6Fx7h7OasRBGFIOYn7SUlavmyFEylxtq7aJFdxIlwUS/2m+MOvt6MNF2l3+uQQ0beIm+XL5N3y0k5b43HCNa4D6k076nahHCjEG2nLlxU1QgtXJEcH/oNxNxblIWgr9gzBIYIHMVjAv0AxC5AioHYHBm1eDnSfsGox8uFi90urH3r2vaHzuWP/OGex2aNLG+40aYJ1k2Y+/jta5bE54b1ap1VpXXJyU8lWoW79O6x43cG5KSsdMyxJdcTP8pviL/92KX8r/d2ti4ZFZ+jE2k0brNvNfTd0b7S5VC5QxqF0a+QYp1mjcEVtFAybSzdUvBnv0F0fx/R3QPKkTco6fbcC/a6drl3e0ivy+sJlmZcGXfGczvY5NrklsxSwm6wsbS7DAdhr64X/pBTM1jW65U4sgwZRgwA0YCxF4sds/ag4FL/UrTLQS4jMWRmf8zJAl3tiNYYI4eI3CyIM/mC87vYN1iu50v3TJ+g/MX82YBl/O8dS5RI7xp0kXwS8zcH7ln35D3fdG1/80s4/cituybWlo+2WlzeG1+ZWPr4lhfbxjauiY+agr2+5eX7Nn13/9X3voF/v7huesOUkXz4q9KZNt8/7eP8r59ZvnrBnSdXjp+GAPQIRKM8uRVp8bzXgAEbDVjAYnOAHq7maAOJRIfQsF3I18sVgF+1QUPSBGHS98JvOLnDAA0Go6SLpo0moTWhkM6JI8tXw1xAYIh3FugFWNb3d+QWedXSxZ2UCGBUcdUaNXSiZbrhH6ojMWyj4oN+cKeF5iqjNfvfhi357ctuaZ5MbtWN+DK/Jt9zesGY+oqbUOR5G1zV8TpCPLvRd38Y8dcA3MgX7uYUwOg2mtzQo6QhH6mf56rpCEvTEdodwaEtqyFDWUqBnkCCKe3CcZ2zi2E+RVEX3yXjN+8FOocO69ad1mG6XlzLKfx7Hcjgn5fijBQKhj5aBDUFv9gm8LSgR0J9fkB3mOTZLWI+ii/aeWooxq76PsTWaYsYW4BAjRvHbdz9xvNfzDp8/KGLxx94cU/+Cgxs61j14NQTLxy+ZdvJmdiFO+6d+vCKO15fl/7h6uRdx5/8zSMbVr3kXPXW/I3bZ3Nbvx357vy5ux++aXRPQQf2Ihrdj2jkRTqwh3PvBDAEQp6ZnpnenWCHR5RRTFXu8N4ReAAc8Bz0UsBXKoi+E4k+XQq7S2FpKePLSkhXllGAEJJ5ZFQwGok5EvtjIb57V3/M3sPrBac4ozmvwYCGQX9wDU+ueMHqXBT6WFSDaoDOFRUBqQHShQGZH9qceC1mL7rEwfZQIZ+894ebug/f+8TpXWe/zD/y2Lp7J1RXjBKLjGq3b9YrewxjVq2cPOb219qwx7b99L4f3ffs17/7Jm/5dv3MkVMbonot7dBptMZVV/FHF+TP3TZpBgy+dnOnQKvK/s8wIPT264GPE1r65U+r+RGBzfQzh7RQexK6gAE5+9wlAdbmhnfv40M7+TfFC237h4vt+9ca9nPawXEC9Jk/hNuIS/jnQnxbiXD/E3wA0MJpKJJ4QkSRGISiSwQOAPWGGMWwKr4jCz0IwQCK9goRgRYFsFrnD4mWK0f5X/zzzfkjfL/i5yjmnkP+FYRAFXiMY51u9+sSGSuRyCRumZOw4FoGMTvNSZj5Fhz2AL4703osOB/vxQycPPx0rHCd3YDOv8UFaWiH6OvYDVqFTnOXwVAhUnwdsR+0Y/aTvq9ForJdpyu+qOivwCtOorg7wSd5kXbkClFrX02hhamtmOXN5XMX22pSfblrTf/FRK9+UFeG4EnqWmwqAElBEKgh5MZuqpy4b+L8yOKtPSPmNi97QlynaH94ZtdD8aUb18+q889/vXzM2Fh501jsDvvvsrOTqzesWHt9onHO8xvcAXm5t/35uQ+va7pl+ZQJP+Bi3D+usQfg/d8CQP6IPAfMIACqwWGuRWsJhkIBhlVlGKA1Z4C4MhAKtbJalmW1YnHQElvMeBcDq2VxdTDIAIwRszUBLctUdslkzi6S1bM10ijJke0kzpGf8P4D+/CFMyxkd9UwF3nILaS5eNIN5LtS/HxETgjzBdBzrTb7vZb47zXDi6iC7QnCoY3w1+CliJJBAU7WwSK6hGns/d3Pzfrt+y8e7+nN/+Pqb3XrmzWwhvKltsKq/I1Pz5lS83BXpXb/flxrHfHue0tn3b+RPNeya/H9vU7vS+tfXLozPZbYbDCYjbnHbjh+04oRIdfE3E9zP5ZJLAp196JnOrciEXul/zORlPwbwuTbOCefCcQ8+rBtFugA7fp1QKTTtFFLqYMUYSci/LQEvO4lDJNkHbgWYcSPOIkqa5QAAvKvXH4pgqfwiTiOv4x9jKSdhZdf0Go5DGK92O+OKbss/PCJm7mMZJB3vRd5c60a6PBcXxMx9LXFosgTIwuEghg3nyt0u4hi9tBT6GxwAFXBM5Ozl4y6iYMW35Nr78//Y0b6/RcfglgLN+nWw3/O9+efvQhvfm/+02TjDbnPHp+zaeeX+X/94bfv/+X1t4w/v3EHzEDiIny3Ly1gQR+SpytInsqhlStfSsMWd3sx2UyWKIwmk9wfDmT8oKQ8A+QmU2u4hA2HS6IqTtWiOqoiVL04xWmUdnVEnVJPVM9Rb1DvVB9Ui9WvYROBEXixLuAHGCKUCjgzfkkGKBcbjeiMX8wggr3QrepRYapT2AdAg8hH80Aahj3olePAC7292P+d8CEZwdEJTkljdiyCpbCJ2BxMhEj6McfaYQ9vASrC8UAJE9aHpeFdceZP4UEIjpDlxYK+Xxyo6lzkEwCpAvYp/lxoQ///44jLgADz+Ag6cXdBZJGg4vFyTXzgOT4gtB4h9hwi27OJB5ePVW3d/U6oRHPH4r6W9PFm7fxZ1+8mGYPnby9B+bymB6+Ml0xYxMIEGeHWkefy7vbkbWvCTXk9FOfmXR+euyD3CxVjVWh++vdcPj2O2KJRWRwFDI8BIJIhvkVBPxfsELUz60Q7RERIYTKb5Z6gN+NB3jED3GYEKeVmc2swxAaDIYyXWRngm0Jb1EfVhLrIPk1Ek9JM1MzRbNDs1BzUiBGgnMgplBmTyY14hnncYtXL8DJQCzLdre5RY+pe7ANOs0zTrcE0GhiMBUJMUB+MSXlevcCzCMN64S0cw8FuxCSc49uGy4O7YsyfEFc6ebYMC5XaLvA+eGDMpk9gyX+bOyoU4PnYqMib73GGTwF8jzXU8OGkccSPMmOoe/Z+E/LL7rrrjocj4040aedNffh+TG2OHNbkptCzkxUsDFPe5F2IKd7RvvvudgRzX67bnZvVUj13Ye6UWGpSqNPpkuuIVoPebED8eAjZET3Zh3DfvzhtrbQxgtWRlZGDioMBgjcmmNWCxPmYw2ziCRfTuZzd7h43xpd3MLdb43A6WzU6vqva7TNbMxZTxkLzHVu+UjBoeDgDhFS2FHeKA3TWJ9E5HTjCNEXbc3wi3ymCKG7AME0UhaYavSYqjWqWCgw9rSERSz85Ju8K8kYIwUakCNcYUB4RjFGh4FMoaAxYpIKXTBYA0kBj/q2FHs829Mhc5P/zyAm0Fe0W5nYBfAAmpfBCppdyuyjc7edhNjJhYt53kiumN04bTf76qYfzv5+VPvvD2XcvU9VKYbhkoRqziROT2LsbZMv+cPtX+bchgHf+vOMZ8rpFuYvfQYAM3Od/efu9j5K31//aRpucTU3jc3986sY22Aipr+A7EI5F/ChFEKUJ6UctZLnNkgqx1+ORUD6/CIqwDFTp1BmV3ePI2CPxaCYCKmozgJHQGcamt2ZsZf7STBklqvB6dHp9q0fColtFfn9rvIKNxyvEVMbr89lUDAORFkbKyux2mzjuqQtIPBVMyjPHs9SzwbPTc9DznKffI6Y9dk/KM9HziYf09GK7OXnco4/rPfE6aXxXHXO5UK5jLnQOq8+hn8JjwdNeC4EHHC3Pqf80fva/HwtZhWShFZfnCFIX50DSr/B8aD4Qxc7O/zi7tgZby0wfUUNvxnZsISrHXq/B1iha6uqU+ffI2Jixqtw+TXMqpdyVW30fWTFmkSp3DxtdpoFVkljDTPJcOlyd18JvaKXJkU6Hy6/sUKusdqRJccyb+5VGYnLxM223ORmLvWDnxAj0fIv4aAIruDpW4B6tYTI0YE3Im1CKjFJEUa0aFukOi/hBK8Uac4DlxV+6QQNlGrvmE4T+d5mZPwl158HukuT/MC5DSp3/TpZBMszCHqQXxqsU+V8QkRHrVblWTfsqLYwTofhufpnxK/tUJocznZ5A3KOQm21oLWX9H5MIoSD8e5DzSCGKHEm0HOAJZQApErW6Pazb7TGZUrqJujm6pTpC14tVHHegYLAXZziPIyuVoBW6wwEP49a7w9KUe6J7jnupe4P7oFvEuFPIkpzGNgMN9imwQgAUcDkI8+WaC8Ozw6kcj+uuZVb+w1QngAWFFVHDEnvXevaHWFOcxDYoJk3XftXQuf2zE+fuXDB2xtjqUNxB6927Vm98JgghUVKzA1FkwtW1/5y3+rm7d/xwcrK6yaaurJq+9sB+/BWathd43f9/yKf1IvpUQyO3hxLBcgRhXW6Ny+1yulkRCsvdGg8p0EwQAZPTnDGVxsoypaC8uigMRq0hYyzxhDMlLqfL7WxFMFjLg05Rxq1h3SLSrSE9ntZYORuLlaO31bIaSiQupZVKXplLS0pMJqN48HxtrCZQzsT0MWl3rCd2KIbHTiKoUoN80yDGKJQyhmjsteBhi3hok6v4f4raf3ncIk6Kbz1LiZkklRQL7q6tyBk4qLZIPCVQN2TaGFLD3N6gvKaxlaobZ7PPYI9UJ2rrVNhUVdvKGXk1nObZ0KLKzdFkRsaZ/DefZ3G1Kbibzi3XzLxeCzksWjMbMS+d24gFIi53OJ0ubc4vzgXS6bRdr3Ni0dP5rERq5L1hmjiAjop6G0G4skKY936SC7bQ7fReGp9BL6Exg6DDGj2b0QCDLQN49dUbWL3eIM+oerEuTqJBrFAs1ggQ8TgtzK38H+cBqqgK41TtqmUqHjYeUolUKofeHjAwer1eSuuhfpcdKfkw9Nd5oVDvQcHK/wITRaFvG67t/47npmBnVOtGJuj8L0SBsh8/ALEV3D1X7pRxC3WwnIyMQKqd9ldf2amnLfaf/D0vSk8lbtOoLTaBHuifeCaP1+APuImbse1mbDQ2zoyJTKxVFwzCMIrimmGzZYdZMtUx37EK2+jYg+0z9ziokNHiBYSEzBAaA6KZN+jLeAVsp5aqMmqP1Z3x9PYv4nZgZpMDWhDUwyCLYVAilRYnnnGE4tsxHJ3ELVZrexEJWoy4l8BxXuyRazSbTSaNRi3GjVK83GANWaCZxIKGWMBoCAUZgz6oNyBwp8AMWAirxtII323GjmBiDKMNdsNSw07Dc4bThn4DZTekDJihF/s9AvzBDcEdwQPB/iBJByEP/S52tiFTZCykyfkulYGmX773UnVNk/5NmwheiUikRFtuveYEB07893n8YY98tajYSN4JnZohrB4CECXQjfOnbDBeGNUf4Pxi+PVS7Bx8SzWGq5PmX8d1lrpOdW6Val6yRgEbrz5cdWf+b7qSzCQW+bC52/TQgJUlO8lzV+4lsmmf98oCicSoRBoSjBEvf3eIbL/y3WRvZJQPaczyVsIkkZjsgoyoEWapRjISgA9zXzGYHck7NlGFfYn1q7Dz2CfFp1EspcIcWESFCZcgn4eOIMLZO5ge+ABDkABTYU5WEWQq4RQ4H3YwK+F6RnYvfq8SI6CUqVNxMM38CooqYB2D3YvtR1ejt4IMLlPKMzKLA+FP4AxkgBSXZKRmtSljxlTAElCp1Hx5klGxDIYzKmQzMzjD4uhQrWLUGYeTdTicmMoik0p5qUKiyDC0OIBjSjykVkEnQ4sYRzCAM04Hw+gdekdQmmIOMf3oc5mJDMb0Yn/gbMDBOKIOzkHwBw4H7kDP2h09jkOOMw6R4yRWD4LCIPiATxuQIV6EChNJw+CTID7DKi2CVd6CrGqYl4j/F9kZHFdug518i/Vy0Cn8Q0fQCa9BJyRI7kJHlH5wl4fBaZPZ8FEM/yM1ZVJIhZHqI6X5F0flXs6rA876epc693PNypk+KMOd0etqkcDcgy8wGkeNS6clj12JE/+6OnKko6xerkun6cyd+EcSsZu1FfKoT6B4YwSKNxTAChZyDZWqWmMjmZZPYWYaZhrnkUvla43bjbID4nuYe1UPaQ8YDhhFyizAdVlKYu5qx7vxHvw5nAB4Ozo4hBN4L259SdN1SHpGikn5GMEmtJh3DtbLId9gLjQSCAhe7dG7RFJYzE2oVRU+QnYJjvg6P++DL/JnL8Pdn64+f+bW5w48DBVzV50g+/K9+X/150fn+2EzJK7Cs7kxS/Nf5ae//fpbv7gEvVD+ytsAB8/mu0Sj0ZpsoAKMAhe4pjpbnaPCn9aPNrdap/o79PP96xx3OQ44dvkV3faj9vN2HNgZu8MetXN2MuSeH1hm3xDYZN8R+NJOKVX2kobabCzW4I31wuMco/JmjbgIX4oQBKmSZHEU455oyKokJB+yikQWV8mIXgg4a1mZPAjsiQSsVCZgl1yudXW1W7otPZbnLISFJ1Ow65D2jBbT8mRqLI7rFqoNfMGqpqaYYFQLM125i3z9tU1dkyrEUJE+frsRoeiCDFGbly9NJYZ1znmwQvWFJzZZLGkBPtesLyAxG6SG1F6R2SKmipPRWUGHbdPNHTfLYjND+/tBzxV4z/vfwOSl/NfLnzv+0NH8B485g9SRuyatmdyjnd869wdTq6tL56b/uvZu8cYVt90xYrySvg9qn/4CvnklfzL/r0v5CmkX/PyvZ8/mL+cufXTDmuoa920Pj9py9fpUduUdNywerdYiGcT6vyI/QvYqARrBC1wk5qpubHSXREszJSCWyICwO5QJN7rdrYWiokRSvdjlCjdkAFYSFmvZU1gSqOFtnEsvkURNbL1WS9TLbcouYIIm05jo6ECMieqjo6X1XQS/J0d012jmYu57aYO+mpqBVsViJq2YQTAOyUv+7306iqVuvjNJqxMq2wOtpP8hhzAkbVl1bf+OJuypq30bt7S92rFYy0Cl0tXcVDn3RzOyStXSLTsfxDTm2B5VboZ67QQWjsDLq3bBkW8eeiVYs+fpmxoU5LlXH1x9KOrUOuaNrfrgNqvtuDr/1bq13OTF3s4FuVNisZmHVuOIPXKp2Zl7bHrz/NU3LXeVFfcO+phcRv4ZVMIx3E3NbLoMm6maEZpRelOEqBPXMXXWujIOpK3z4RJmiXqJdUnJkrJV8BbVWustpdusqk1wu2Z7eA/c4ybpsloVFnTUOJodGStxP71PdYA9GNpXti8iYhmmtSzElpWFAIkx6IgwVZAIpr2EYdJsBW518JkJnd3uzZokZQx6WaewOm0OO4YDspC3E1KnKWIiMYcQIU5+fBzHE4peWMHJ6Zg9FkGoOqazO3kl5A0/5uCzp3bkAys4SVTXo8M4HUSB0AWO5jW9xd5u77aTLXZoP4lBUCX0hfAFnMEMH8J9KL4Rkhk1qiKsyN3KJzNqUjkhqcGfK25NUUzy89NlyLx3QiF3VCFkXgUYMNA5wheB/JRbE2eFUjLfyenzlyFFBfFy4jVfU2N2tNn/4q13vRibs/1sav6STflvH1h5buGahuyY9vfWHfogMSL8xM82NkPzT18hx5lH5uG9rbfe9ejqEXMaypucFY+vvP03m8bPmItpfvSLdSdvHbEwaEtdN2f33JNQLPD5GRQXcUjPvOA8N67bCU2sUZthha1tZHJ5qxE9N5rEdqRYtHeid473oJfwejXC1jZGX8DEGPVGn5Qk8ey/51A1fHoOwQeOT6T6PVlayLu6OOt5ALt52Npu7DEeMp43fmkkaaPdmDLuNBLGk9gfgY8nfU0hl1fM6eVqIsMCzYEewP+5f1AhV/fvyQc4WHOm3HAd8foP0tZV65oq6PybeFnVfWzOr9mRrJPBKlE0cf3hlshNY8hzud9vb914izdxZZVUZnMguBUiNmg1Vnf7zanziI7Q3f8Z1YDoGAE/4cZsYHeyD7B4UCXEI0abKWMEwUgGGFT6jEEkFrf6g6zfH7Q5HBlaxdK0ymgw8LhGnnVL/HQ0EPSraIbuxf7EsYSf9U/x3+Dv8R/yn/FTLX7ID8AY+ck3v57Wo6uH92UjHDx04K0AVv4ty/M/EhNF0hVSOAOzj2Y4BI+g80psyMwbMln12B71Bk+l5Hea44de7bqXu18+I41ApFY1t7ze+Gz8yD+fzX3neRX3BO5GcUzQefWXY5p2P72oGxJYNupqnpxOY+HKG3IT3vrjyl+dWr4Ve43W6E2FWO/t/o9FxxFdLeCnXHCzZJN2kw5v0s/QL5RsFhN7JffpMChGNFZrNRk1MFgyQCVlUKzXv5JLS/Q6h0Gvb5WIWYlErNXpMhIpOpIatFKJmNSrVSqe5nqdxKDXiQmr1NauhVqtjZB4JBWSRslUyXxJt6RHckgikZzEdgKrEQXnqrhB2KJgyJ5excnTwbhB+T838iq0uGsE+iLjr4HDgB5eBsPwN9h4ZszoSsmDGFfS0BSi4dfMlqar70//UFwzshTRzxdw1VwN4ofHVkZi6TSz4rsLZENFCNHqm/6PxdMQrcrgL7nu+eL5+gXedt98//zg/NBKn9gsCUvCyjBdJ6lT1tEcCr/nKOfQsm7YjfXAHoyo9N0Y2uvbFyK2STb7NgVxQu/WR8UVAaJdDBH9An5+/wBqTgZudTE63Ry9TpVhHF5nxgHC4VWhcFkG2FHMbU8plygxpUTc2//ucb3f50B/uQ5xKOjwIl5kfF7W5/Mi02fQtUr9rFTql4glMnEmGECRY4BXjVCYDYklobBYH5BIdWGRwSsFIeVixmG3I8xP8ywLBYN+v08SjoiCoSUBiK7DxX6dT+I1GKL6XijmLLTf6A/6a/1p/yz/av9B/3m/pMLf6Md2IfXpxbYeR0sS8xcaQYgJOULREBdqCbWHVoY2hiS7Qz8MYaGT2HIQQQCsrQ8ZH6GkHxH6rRC32wSUNSw1I/wUhpDFRVEgiomZwQyNcGaLEkUHfHgA266JiPjvQ4VEeBYWwgOxsKGU0EHTVtRJK9RAn38wq6odLkGCDAli5Af98AtVfcx3HTxJaEzN01VYq3pKdRWcAH+pqoyFlHCvst6fCObWjm7L/aZxJVk6CYmWt1R+tR6fdrfRlU4HHMqrVfgup90TQiGDMzLpioxIXjlLVtd7iUJO7ZfId9yG5K0GSrl7ZAxRohMbjUYvyeuY0aA3ig0GI/quXj9CYeKKeEVlXOrz+SsqK+KV3oLW6pHW2rz2jK0sHsmUgcqaov5ajZaMtdRfkik1VHjRm7Z6K1mvt1Lv92fiUjYel1bG/V6jXioWlxXVuKy01GazigfP19Wq/lf+bEhd+f9/spvfeAJFecIfoftFnOTzaOLkNdM5XLXdQiINufxr2/YJDol/jrBeAgp6j0iyWlE1rkb2LGzxVlYlWMyrCYVvLcmHIeZoWcHkdsorpjbI3s6/nB57gyZ3XtMUm1YGL//ddt3sAOKdx6Qy5xfCG3wlXsSwZFlek3t4XARLp70mtQn+Mv/YxKpATIRYaY5FMQUWHBvh7WsUAPIlxEMNeJYzKDAcb5UrWLlcgQGFnJAsE0NOUJXrXpBpNgjpsi5OBRQo3MNwIisTK3BMJpb2Yv/3gkQiw9SAT6exdn5eXC6DPCRIYd3YcxiJAMGfOdUh2VHZGdmnMsIh42QtMlx2Ei4HbKH/FjGIr9UJmPtCsQE3l0zxrR9tNQzCYQXYxZvaLcKQllMrFPgTetxZCYUBQj/8CP/dld2Xnvvk5ZYRe68cJTpzpzq3rU+R5yq+653+o2eNeSpMTpqy4F96QX6hkeCw98g3gQSETgIKW8TRkG/8iMAUnANJJFV8VzqBVQEpczlXAyJtDB+sUt5CrKTH3tPl374xZovGiFbdS6kGe3ltYbY5ml+GzRX2/igBP+JMPrmvZJFcQdPTvD4kxT5hp495ClHA0Av3cTJnVk17SwM+L8Pv+PGSRFLm1XbwGyp8xdVJHN4qb6N3snee9xavaJt3n/ew96j3V94/eEUi7+3eXd5HvMe8P/Z+6qUwL+PlvC3edu8yb4+X8np7cfeLpRKv3lv6vcHktvBa/qgQMA4OGgnbXqT6vrenmgCkhrb9ePnNjobk7Wk4HCDAf5Y1NJSh32/grLdGrr1hZdPUuhJ3CMNUtMdU1/gIEQi0kj8RrkC/uT+qr76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Dissertação no âmbito do Mestrado Integrado em Arquitetura,
orientada pelo Professor Doutor João Paulo Mendes Seiça da Providência Santarém
e apresentada ao Departamento de Arquitetura da Faculdade de Ciências e Tecnologia
da Universidade de Coimbra.
Fevereiro de 2022
Catarina Alves de Oliveira
R UÍNAS R OMANAS DE T ROIA
P ROJETO DE INTEGRAÇÃO DE PATRIMÓNIO
ARQUEOLÓGICO NATURAL E CULTURA

“N o que se r ef er e aos museus, ao transf ormar em-se
de “armazéns” de património em centr os dinâmicos
de cultura e po los educativ os, são també m eleme ntos
essenciais e e nriquecedores de cir cuitos e r otas
turísticas que, cada v ez com mais fr equência, os
dev em integrar nas suas of ertas ao grande númer o de
pessoas que viag em para apr ofundar conhecimentos e
e xperimentar nov as viv encias. ” - ( M endes, 2013 )

Agradeço,
Ao meu orientador, Professor Doutor Paulo Providência, pelo apoio e
dedicação na elaboração deste trabalho e pela partilha do seu saber
arquitetônico e arqueológico;

Aos meus pais pelo acompanhamento, esforço e sacrifícios ao longo
destes anos de estudo;
À minha irmã, pela paciência e companhia;
Aos meus amigos, pela motivação e empenho que me deram.

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/*!
* Base CSS for pdf2htmlEX
* Copyright 2012,2013 Lu Wang
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
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/* Base CSS END */

/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*!
* Fancy styles for pdf2htmlEX
* Copyright 2012,2013 Lu Wang
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
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Resumo
Localizada na embocadura entre o Oceano Atlântico e o rio Sado, a
Península de Tróia é composta por uma restinga arenosa com cerca de 25
km de comprimento e uma largura que oscila entre 0,5 e 1,5 km, que nasce
na Comporta e se estende em direção ao Parque Natural da Arrábida. É
devido a este contexto, rico em recursos naturais e com forte ligação às
atividades piscatórias, que o sítio acolhe, desde há dois mil anos uma
abundância de ocupações, como é evidenciado pelas ruínas arqueológicas
do complexo industrial de transformação e processamento de peixe
presentes no local. As mesmas testemunham a ocupação romana desta
área e do Estuário do Sado entre os séculos I e VI. Após vários seculos
meias-cobertas, são mencionadas pela primeira vez por André Resende
no século XVI, mas, só dois séculos mais tarde, é iniciada a escavação dos
vestígios promovida por D. Maria I.
Atualmente as Ruínas Romanas de Troia, classificadas como
Monumento nacional em 1910, pertencem ao grupo Troia Resort, que
explora o complexo turístico localizado no braço norte da península. Na
verdade, os vestígios arqueológicos encontram-se isolados do resto da
península. Sendo pela falta de acessos, tanto ao complexo turístico como
ao resto do concelho, ou pela falta de promoção turística e acadêmica, o
sítio arqueológico evidencia uma carência de fundos e, consequentemente,
insuficiência de conservação e preservação das ruínas, sendo as mais
sensíveis localizadas na costa da península. Igualmente, a proximidade
destas ruínas com o uso popular, dos pescadores locais e dos festejos
de Nossa Senhora do Rosário, tem-se revelado um problema. Devido à
falta de espaços dedicados a cada uma destas vertentes, os utilizadores
apoderam-se do local, deixando os vestígios arqueológicos vulneráveis a
desmoronamentos e pilhagens.
7

8

Palavras-chave: Arqueologia, Reabilitação, Dinamização didática,
Valorização, Sustentabilidade ambiental e económica de áreas
arqueológicas
9
Considerando estes problemas, é desenvolvida uma primeira
estratégia de grupo para responder a estas problemáticas com o intuito
de unificar as três vertentes distintas, os recursos naturais, a valorização
dos vestígios arqueológicos e a utilização popular formalizada na criação
de um parque denominado Parque da Caldeira. Este tira partido do
estatuto existente de Rede Natura 2000 (Sítio PTCON0011– Estuário do
Sado), criando percursos que permitem a perceção de toda a envolvente da
Caldeira e das suas características singulares.
Como intervenção individual, e inserido na estratégia mais
abrangente do Parque da Caldeira, é proposto um novo desenho da área
adjacente ao palacete. Esta ideia, a compatibilização de usos, tem como
ponto de partida o programa das festas de Nossa Senhora do Rosário e
o uso frequente da população convidando-a a apropriar-se deste espaço.
Também para promover o envolvimento público no sitio arqueológico,
é criado um centro interpretativo, através da reabilitação do Palacete
Sottomayor, que alberga a faceta arqueológica e ambiental da península
de troia. Como culminar deste projeto é proposto um edifício de apoio
às atividades arqueológicas e ao uso popular destinado a ‘workshops’ de
verão e visitas de estudo.

10

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background: no-repeat url(data:image/png;base64,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);
}
}
/* Fancy CSS END */

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Abstract
Located at the mouth between the Atlantic Ocean and the River
Sado, the Tróia Peninsula is composed of a sandy restinga about 25 km
long and 0.5 to 1.5 km wide, which rises in Comporta and ends in extends
towards the Arrábida Natural Park. It is due to this context, rich in natural
resources and with a strong connection to fishing activities, that the site
has been home to an abundance of occupations for two thousand years,
as evidenced by the archaeological ruins of the industrial fish processing
and processing complex present in the local. They testify to the Roman
occupation of this area and the Sado Estuary between the 1st and 6th
centuries. After several half-covered centuries, they are mentioned for the
first time by André Resende in the 16th century, but only two centuries
later, the excavation of the remains started by D. Maria I.
Currently, the Roman Ruins of Troia, classified as a National
Monument in 1910, belong to the Troia Resort group, which operates the
tourist complex located on the northern arm of the peninsula. In fact,
the archaeological remains are isolated from the rest of the peninsula.
Due to the lack of access, both to the tourist complex and to the rest of
the municipality, or due to the lack of tourist and academic promotion,
the archaeological site shows a lack of funds and, consequently, insuffi -
cient conservation and preservation of the ruins, the most sensitive being
located on the coast of the peninsula. Likewise, the proximity of these
ruins to popular use, local fishermen and the festivities of Nossa Senhora
do Rosário, has proved to be a problem. Due to the lack of spaces dedicated
to each of these aspects, users take over the site, leaving the archaeologi -
cal remains vulnerable to landslides and looting.
11

12

Keywords: Archeology, Reabilitativo, Didactic dynamization, Valorization,
Environmental and economic sustainability of archaeological areas
13
Considering these problems, a first group strategy is developed to
respond to these problems in order to unify the three distinct aspects,
natural resources, the valorization of archaeological remains and
the popular use formalized in the creation of a park called Parque da
Caldeira. This takes advantage of the existing status of the Natura 2000
Network (Site PTCON0011 – Sado Estuary), creating routes that allow
the perception of the entire surroundings of the Caldeira and its unique
characteristics.
As an individual intervention, and inserted in the broader strategy
of Parque da Caldeira, a new design of the area adjacent to the mansion is
proposed. This idea, the compatibility of uses, has as its starting point the
program of the festivities of Nossa Senhora do Rosário and the frequent
use of the population inviting them to take ownership of this space. Also
to promote public involvement in the archaeological site, an interpretive
center is created, through the rehabilitation of the Palacete Sottomayor,
which houses the archaeological and environmental facet of the troia
peninsula. As a culmination of this project, a building to support archaeo -
logical activities and popular use is proposed for summer workshops and
study visits.

14

15
Abr eviaturas
UNOP
Unidade Operativa de P laneamento e Gestão
PP
Plano de P ormenor
PU
Plano de Urbanização de troia
RNES
Reser va Natural do Estuário do Sado
ZPE
Zona de P roteção Especial
I BA
Impor tant Bird Ar ea in Europe

[Document text truncated for crawler view.]