Quelle taille de Fondation pour mur de cloture
Ce sujet comporte 1 message et a été affiché 153 fois
![]() ![]() ![]() ![]() ![]() |
2 abonnés surveillent ce sujet |
Bonjour
Apres plusieurs lecture de post, je n'arrive pas a trouver une reelle reponse a la question que je me pose.
Cela concerne la hauteur de la fondation que je vais couler pour mon mur de cloture
Pour que la base de la fondation soit hors gel, je vais creuser à 60cm de profondeur, elle aura une largeur de 50 cm pour une longeur de 17.4m.
Une fondation de 30cm de hauteur serait normalement suffisante, apres avoir coulé un beton de propreté de 4cm.
Mais si je fais cela, alors la premiere rangé de parpaing sera sous terre, donc pour ne pas avoir de remontées capillaire et un enduit ext qui verdisse je devrait mettre sur cette rangé un impermeabilisant.
Le probleme vient concernant les pilier, je veux mettre des blocs pilier imitation pierre, hors comment eviter les remontées capillaire pour les premiers qui seront sous terre
De plus je dois egalement faire une longrine pour le portail coullisant, du coup j'aurais 60cm de beton entre les piliers soit 4m et je devrais faire uneautre fondation pour continer le coulissage du portail sur encore 4m, cela sera donc compliqué de coulé en une fois, il faudra donc avoir des fondations sur differentes hauteur ce qui me semble plus compliqué a faire.
Pour me simplifier la vie je me demande si il ne serais pas plus simple de couler directement 60cm de betons pour toutes les fondations comme ca je fais venir une toupie pour 6m3 qui me coule tout en une fois. Les premières rangés de parpaing seront hors sol ainsi que les premiers blocs piliers
Mais comment ferrailer les 60cm de hauteur de fondations?
Je sais cela fait bcp de questions
je vous joins un petit plan de ce que je veux faire
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAsgAAAIJCAYAAAC4H8tnAAAgAElEQVR4Aey9y+8+yXXep60XAmxvDNmWRSvmbTgkNaRGIqkLR5ZIWZSoO6XoQoLRyBKlRBaVi+RAiSQYMggrQYwEiWHEcGJoZxAJEHgZIAaCbLz1Ov+G1m/wfCfP8PyKVd1V1dVvV3d/FoNTl3NOnap+uuvze/2V+S3/9//7Fw/+4wzQABpAA2gADaABNIAG0MA7GvgWDoKXAQ2gATSABtAAGkADaAANfEMDADK/oPP/goAG0AAaQANoAA2gATQQNAAgh8PgX07f+JcTZ8FZoAE0gAbQABpAA3fVAIAMIPMvRjSABtAAGkADaAANoIGgAQA5HMZd/5XEvvmFAA2gATSABtAAGphBA2+99dZD/x1dC4AMIB8uwqNfAtbnUkADaAANoAE0cLwGBMb/7ut/9PLf0aAMIAPIADIaQANoAA2gATSABg7TgGHYcByt5579DxgAmRfisBfi2WJnveN/HeAZ8AzQABpAA2jAGjD8RiAuteXruGdYABlAfqrgniFq1uDjiwbQABpAA2hgbg0IeEswXBo3UD/j2QLIADKAjAbQABpAA2gADaCBp2jAkFuC4Jpx59gTlAFkXoinvBB7ipjcc/9KwPPh+aABNIAG0IChtgaAa32ccw99AcgAMoCMBtAAGkADaAANoIFdNGCIrYXeHj+tMRqSAWReiOGiGi1S8vHLAxpAA2gADaCB82lA4NoDvD0xBvFROgGQAWQAGQ2gATSABtAAGkADwzRgWO0B3a0xXnsrKAPIvBDDXoitYiT+fL8O8Mx4ZmgADaABNBA18MxfjZdgWnXEulrbADKAvElArYLDnw8pGkADaAANoIHrasC/4B4FynH9LToDkAFkABkNoAE0gAbQABpAA0M0IED9+R998+U/w+rSL72j5rzW//q1tx/6T30AGVFvEsEWARF73V8BeLY8WzSABtAAGujRQIRkwbL6o0A4zZMD461wrD3zCzJwDVyjATSABtAAGkADaGCoBgyue/6arDXiL8YjwNj/IACQeSGGvhAWFpZfHdAAGkADaAAN3FcDglX/eux27Ke/BLf0lU//RTge8WcVUa8AMoAMIKMBNIAG0AAaQANoYKgGIhRHMI6/KLdAsXxzYJyCcoTcLW0AmRdi6AuxRYzE3veXBp49zx4NoAE0cC0NpIAcwTi25bcGymtgHH9JHqUjABlABpDRABpAA2gADaABNDBUAyVALv2aXAJljUcAjn2P22oOQEbIw0QwSkzkuda//nmePE80gAbQABro1YBg1b8Ul6x8op/7pT+nMAiXrOJ7603j+AUZ0B4mplRc9PmwogE0gAbQABq4pwYMuyU4juOpr/qGYM+5v2TlO0pvADKAPExMo0RJnnt+THnuPHc0gAbQwHU0YLCVjTC81LZvjF0CYs9F/1EaApABZAAZDaABNIAG0AAaQANDNZCD3SU49pxh1/C7Zu1vCyAj5KFCHiUo8lznX/88S54lGkADaAAN9GrAgCzwNbzaGoZLVn4tYGxfxfXWm8bxCzKgPUxMqbjo82FFA2gADaABNHBPDQhWUwA2IOfmoq/mDb2pjTlSP/VH6Q1ABpCHiWmUKMlzz48pz53njgbQABq4jgYEqxF6YztCbhx3OwVfQXKMyc3bZ5SGAGQAGUBGA2gADaABNIAG0MBQDQhiDbw5mwJv9EkBOPqmvyjHvvwAZIQ8TASjxESe6/zLn2fJs0QDaAANoIEtGhCsRugttSP8OkbWvwh7PoJwqS3fLTXHWH5BBrSHiSkKizYfVjSABtAAGkAD99WAwbYExum4/XO2BMTpOIAM1AK1aAANoAE0gAbQABqYVgMRdFMYXurHuBSAS/0YM+ofZfyCzMs17cs1SuTkue8vGDx7nj0aQANo4BgNCFoFwhFel8A4zimmBMPpeMyv9qjnDSADyMPENEqU5DnmY8a5c+5oAA2gATQwSgOCVUNvCrEeL1n5pyCc9mNOz2lsVP0AMoA8TEyjREkePtBoAA2gATSABs6tAcFqCsARanPz9tecoTe1MUdubpRuAGQAGUBGA2gADaABNIAG0MBQDawBsEHXUBxtDpDtb5vCsfqaA5AR8jARjBITec79r32eH88PDaABNIAGRmlAsBqhN9c27Ka+6kcAjn5xPG3Lb1T9/IIMaA8T0yhRkocPNBpAA2gADaCBc2sghd4cIGsswq9jZP2LsOdTGM715TtKNwAygDxMTKNESZ5zfxR5fjw/NIAG0AAaMNiWwDgdt3/O5mA4NwYgA7VALRpAA2gADaABNIAGptVABN0Uhpf6MS4HwbmxGDPqH2f8gszLNe3LNUrk5OGXDDSABtAAGkADz9WAoFUgHOF1CYzjnGJyIJyOxdxuj3rOADKADCCjATSABtAAGkADaGCoBgSsKfQaYuN4ri2/FIbTvnNFX7UBZIQ8TASjxESe5/7rnPPmvNEAGkADaGBWDQhWU/iNUJubt7/mUiB2P+bwmK3mRp0HvyAD2sPENEqU5OGDjwbQABpAA2jg3BpYA2CDrqE4Ws0Zem3tb+vxaDU3SjcAMoA8TEyjREmec38UeX48PzSABtDAvTXwnd/5nQ/9F6E31zbsysZ59Q2+0SeOez5azY/SHoAMIA8T0yhRkufeH1aeP88fDaABNHBuDQiOBautkKwYgbJBWNb/RRAuteU7SjsAMoA8TEyjREmec38YeX48PzSABtAAGoiQ3APKLWBsYAaQgVqgFg2gATSABtAAGkAD02rAgCxorQFk/4mFwVjW4LtmY8yof5zxCzIv17Qv1yiRk4dfMtAAGkADaAANPFcDglb/uYQB1hC8Zmvh2HmjHfWcAWQAGUBGA2gADaABNIAG0MBQDQhaIwhHiI3jubZ8W341tq/iAGSEPEwEo8REnuf+65zz5rzRABpAA2hgVg2kgCwQjpCcmzcsa87Qm9qYIzc36jz4BRnQBrTRABpAA2gADaABNNCtgX/+9f/r8dX/6p88Pv/zv/z4yS/86uNP/un/8gLD7wLvJz7y+MiH3v/46Ovvf/zwpz6yCso5QI5gnJsXLGscQEbIw0QwSkzk4ZcMNIAG0AAaQAP308Af/On/8Pjcz/zi44u/+dXHT/3ilx7f/9aPPP7Zv/4/X/7E4rM/8F2P73r9/Y+Pf/SDj4995AOPNz78gcff+8E3Fv8+OQJwDRj7l2QAGTgGjtEAGkADaAANoAE0MKUGfunX/uPHb/zeH75A8Jvf9cHHpz7+oXf/Hvl733jt8cnQT//0wn3/ImxANgQvWQCZF2LKF4JfDe73qwHPnGeOBtAAGkADqQa+9Ju/9/jKf/7HL3/y8OHX3vd46xMffheQv/97Xn/5Uwv/+YWtQTi1S0CczgHIADKAjAbQABpAA2gADaCB6TTwL/+P/+fxQ5/98cef/YuvvwDyt3/79zy+9Vu/+viWb/lXD/2arD+3+NAH3/cCzJ/79BuPj3/kAw9B9Pd+7LWXsQjIKQCX+jEmhfXePv9Herxc071cvWImjl8x0AAaQANoAA0cp4E/+5+//vjE93368eGPftfjJz/7qcc//cMvPj71PR99fOu3/t7jL//lX3+85z2vPd7zng883vve/+Dl75D198jf88ZrL3D8/vf9nYf++9R3f+gFrEswHMcjGLs96vkDyAAygIwG0AAaQANoAA2ggc0a+MyP//QLEP/9X/rs48f+7vc+fu5z3/9461Mfe/zST731Mv4d3/H64zu+48OP97zng4+/+Tc/8XjtA+99+dVY/wd8H37t/Y/3vffvvPya/JVf+Wzx/5s3AbJh2NbQrD6AjJCHiWCUmMhz3L/aOXvOHg2gATSABo7UwG//F3/y+LnP/cDjX/zjX3/82z//g8c//0e/9vIr8iff/MjjjY+89njzY68/fuEnfvDxg59848Xvb//t9z3+1t964/FX/+qXXqBYf4v8wQ+89/Ej3/fRxw9938eKgGwoljUY2wLIwDFwjAbQABpAA2gADaCBwzUgKNWfU3z3G68/fvuLP/b4g9/86cd//Z/83ONLP/fDj89++s3Hxz76occHP/C+x0df/+Dj85/91Ev/n/2jt19+LdYvyt/2bT/8+LZv+8zLL8n+Rfl7P/7hLPwajg3EqQWQeSEOfyGO/Fcqa/MrCRpAA2gADaCBYzVgWNWvxf/gyz/++PIXfuTx6//hZx+/+JOffnziuz/yAsKy+hvkD7z/fS9A/Ppr73985PUPPP6bf/irj/e/772PD732/pc/tfhrf+1zL/9HfAbkN994/V1A9jq2KRTHPoAMIAPIaAANoAE0gAbQABo4RAOGVcFx7r9/8vu//Hj7Fz/z+PEf+eTjP/v7P/V4840Pv/MnFp//9MvYv/qzrzxe+8D7Xv5761Mff/zST/3QCyB/+7d/9zv/v138/4DsdWQjCJfaADIvxCEvBP9aP/Zf65w/548G0AAaQANHasDAmoPiOCa///1/+urjiz/3w48/+d1fePzEZz75eOv7Pv74/d/8mcdv/PLfe/z7f/OnL78kv/bB97/MfeEnfvDxL7/2G4+/8Td+4OX/AO97Pvb6u/+HeCUYzo0DyAAygIwG0AAaQANoAA2ggadooAWM5SsA1n+/+rN/9/FH/+ALj9/58k889EvxP/ytn3185Vd/7GXuk29+9PHpT33s5c8x9GcXf/2vf/rxV/7Klx9/6S/98eMHPvFdVb8YG5JdH4DMC/GUF+LIf6WyNr+SoAE0gAbQABo4VgMGz/jrcK5tv//oFz7z8ovxf/eHX3r5P9LT/68W/9v/+LuPf/3f/87jy1/4zOMnf/T7Hr/9xc+9tH/h859+/OP/9AuPX/nptx7f/caHXv4HRD79vR9+sb/6M/V/UuG1BcsAMoAMIKMBNIAG0AAaQANoYDcNGDxzQBzH5OdfjL/2+7/8+N1f+/zjK7/yY4+v/trnH3/+3/7Wu3Py+S9/+2cfv/XFzz2++LM/9MqfUPzx7/zs45Mf/9DL/2jI97/5zp9X+NfhnHVttvZRf9Q/qvgfCuHlGiamUaIkz7G/GHD+nD8aQANo4L4aMHRGCM617Wc4rrGOkTXUyqqv/3+Q/V86n/o6Txx3nlHaBZABZAAZDaABNIAG0AAauLkGDJ05GI5j9qsBYvs4RjaFWoOt4Vg257eWw3kA5JsLeZQAyHPfXwl49jx7NIAG0AAaMHhGCM617WforbGOsc3BscG2BMiOtS3lcJ5RmuYXZECbXw3QABpAA2gADaCBG2rA0JkD4jgmvxogjj7OLbsEtQZb+/sXZPdt13I4D4B8QyGPeujk4RcDNIAG0AAaQAP31YChM0Jwrm2/CL5rbcfI1kCtwXYLGDuH1hyla35BBrSHiWmUKMlz3482z55njwbQABrYTwOG1xwMxzH7rcFwnHeMbC0YR7D1n1g4T08OxY7SD4AMIA8T0yhRkme/jyNny9miATSABu6pAcFjhOBc23AawXet7RjbXrA1IPuX5Jo8XlPWsD1K3wAygAwgowE0gAbQABpAAxfVgCEyB8RxTH5rMJzOO7cBtQZqDbKOdb8FkB1r63XVB5AvKuRRD5Y89/yFgOfOc0cDaAANoAFpwPAYITjXtl8Kv0t9x8gaTmtsKU7jtYBcymHQHqV/fkEGtIf9a2uUKMnDxx0NoAE0gAbQQJ8GDJA5GI5j9lsC4XTOMbI1QGyftTjNrwHyWg4AGaAFaNEAGkADaAANoAE08E0aMERGEM615ZfC71LfeW0NvjW2JsY+hmT1ndtzccxzqZXPqH9Y8QsyL9gwMY0SJXn6fjXg3Dg3NIAG0MA9NWCIzMFwHLPfEgync46RTYF0qd8SF30FybHv9tJanpPvqHcAQAaQh4lplCjJc88PPM+d544G0AAaaNOA4TFCcK5tvxR+l/qOkTWA1tieOMVsAWPV5XVHaQhABpABZDSABtAAGkADaOBEGjAM5mA4jtlvCYTTOcfY1kBxBFTF1cbYTzHxzytac7hWWQD5REIe9bDI0/Yva86L80IDaAANoIGracAwGEE415ZfCr9rfeeWNbzW2N4451a8Adm/JHtuyabrqj/qefMLMqA9TEyjREkeLjQ0gAbQABpAA69qwDCYg+E4Zr81GI7zjpFdAtJ0rjcu5nGOFkB2jK3zqT9KNwAygDxMTKNESZ5XP4qcB+eBBtAAGrivBgyBEYJzbftF8F1rO0bWkFlje+Ni7phD7RpATmNiPrU1P+pdAZAB5GFiGiVK8tz3IuDZ8+zRABpAA+9owDCYg+E4Zr81GI7zjrFNQbPUt79syWdtPJdDY2uAnItL15LPKP0AyADyMDGNEiV5uCDRABpAA2jgzhowDEYQzrXlF8G3pu3csilgLvV742JO54hjanvckBxr81wcS+Pdl88o3QDIAPIwMY0SJXm4GNEAGkADaOCOGjAM5mA4jtmvBojt4xhZA2WN7Y2LuddyxHlBcuy7HfOV2vIdpRsAGUAeJqZRoiQPFyMaQANoAA3cSQOGwAjBubb9DL011jGyJbDMjffGxVy1OeS3BYy1ptcapRsAGUAGkNEAGkADaAANoIGDNGCwywGxx+xTA8T2cYxtBNe1dk9MzOl42Theassv/nlFbZzyxbXUBpAPEvKogycPv46gATSABtAAGrivBgx2huCSlZ+ht9Y6t2wJSnPjvXExV08OxRiQ/UtyzFlqp2upP+qd4hdkQHuYmEaJkjz3vTB49jx7NIAGrq4BQ10JiD1uv1oolp9jZEtQmRvvjYu5tuRQbAsgl9bS+Cj9AMgA8jAxjRIlebgg0QAaQANo4GoaMNQZgEvWfr1grPgIrkttr9USk+YblaMGkONauZo1Nko3ADKAPExMo0RJHi5GNIAG0AAauJIGDHYlKPa4/FrA+Mhfjb0n2RSaa/sxxxogR99SfvmM0g2ADCAPE9MoUZKHixENoAE0gAauoAFDnQG4ZO3XAseOkS0BY268Ny7mGplDeZ3PkBz35Lk4FmuJbfmM0g2ADCAPE9MoUZKHixENoAE0gAbOrAFDXQmIPW6/O4JxBF6fQ8lGCF5qK36UbgBkAHmYmEaJkjxcjGgADaABNHBGDRjwDMAla79eMFb8EijGOa/VEhPj1d47h/Lr1+O4jttpLaW+/WVHaAdABpCHCGmEGMnBhYgG0AAaQANn1YABrQTFHpdfCxjL17llS4CYG++Ni7mcI461tB2/VLvm/OcVBuXaNZz/3339jx7+z2NbtAQgA8gAMhpAA2gADaABNNCpAcOYAbhk7dcCx46RrQVG+fXGxTVG5oh5c22t1QPIijMU56zmeyEZQO58IXoPnDh+HUEDaAANoAE0cH4NGCBLQOxx+90RjLX3HBCnY/JrAWSfaQ6KPea1ZXveNwAZQO4STo/YiDn/hcAz5BmiATRwdw0YzgzAJWu/XjA24KUwWep7vdL82rjjW9eNeXtzKK4GkJ3fEJyz9nFd6vdoFkAGkLuE0yM2YrhY0QAaQANo4MwaMHyVoNjj8msBY/k6t6zhrsb2xsXczhHHWtqOb63dayhuCZCdPwfEHrOPc9pqvEdzADKA3CWcHrERw8WIBtAAGkADZ9SA4csAXLL2a4Fjx8ga6mpsb1zMPVsOQ3I8C7UNwTnrPcR9xbbmezQHIAPIXcLpERsxXIxoAA2gATRwJg0YvkpA7HH7AcZvd0G+wdfnGK3nclZ+EYZzbfn0aA5ABpC7hNMjNmK4GNEAGkADaOAsGjCkGYJz1j69YFwDeBH6vF4ca2k7vnXduMbIHDno1ZjWKM15vnYP8uvRHIAMIHcJp0dsxHAxogE0gAbQwOwaMADmgDiOya8FjOXr3LIROtfavXEx79YcW+Ndi/Iswe/SnGtwrhqrmB7NAcgAcpdwesRGDBcjGkADaAANzKoBw1eE4Fzbfi1w7BjZGqizT2+c42Vny7EEwEtzrWfnM1Bcj+YAZAC5Szg9YiOGixENoAE0gAZm04ABMgfDccx+vWDcAnheqyXGQGg7W44l+F2a8z68r1ar+B7NAcgAcpdwesRGDBcjGkADaAANzKQBw1cE4Vxbfi1gfOSfU3hPsq0waf+ROZbgd2nONbimXqs8PZoDkAHkLuH0iI0YLkY0gAbQABqYQQOGrxwMxzH7tcCxY2RboK43Lq4xMkfM29pWHUvwuzTnPbSuWfJXvh7NAcgAcpdwesRGDBcjGkADaAANHKkBw1eE4FzbfncEY+29BJtr4z63JQBemtuydqk25ezRHIAMIHcJp0dsxHAxogE0gAbQwBEaMLjlYDiO2a8XjFsAz2u1xKQQOFuOJfhdmvM+0v2N6Ct3j+YAZAC5Szg9YiOGixENoAE0gAaerQHDVwThXFt+LWAsX+eWbYG53ri4hnPEsZa241trT9dQ/BL8Ls25hjTnyL7W6NEcgAwgdwmnR2zEcDGiATSABtDAszRg+MrBcByzXwscO0a2BeZ64+IaI3PEvK1t17EEwKU5x7au2eOvtXo0ByADyF3C6REbMVyMaAANoAE0sLcGDF8RgnNt+90RjLX3HthUjM+tBL9r41vW7qlZ6/VoDkAGkLuE0yM2YrgY0QAaQANoYE8NCIZyMBzHDHi9YNwKeF6vB+4ikLauG9dzDSNyrAFwad41xLqe0da6PZoDkAHkLuH0iI0YLkY0gAbQABrYQwOGrwjCubb8WsBYvs4t2wJ0vXFxDeeIYy1tx7fWnq6h+BL4ro27hjTns/pav0dzADKA3CWcHrERw8WIBtAAGkADIzVg+MrBcByzXwscO0a2BeZ64+Ias+VYg+DSfOvZxTMY1VYNPZoDkAHkLuH0iI0YLkY0gAbQABoYoQEDZITgXNt+gPHbXZBfAt+1cZ/7KMjdkgdABnQBXTSABtAAGkADl9eA4SsHxB6zTy8YK74FyrxeS0z0dXzrunvlWAPg0rz3Ees6uq2aev5Rxi/IfEy7hNMjNmL45QgNoAE0gAZ6NWD4MgSXrPxawFi+zi3bAnS9cXGNrTm2xrsW5SmB79q4a3Cumaxq69EcgAwgdwmnR2zEcDGiATSABtBAqwYMXyUg9rj9WuDYMbItUNcbF9eYLccaBJfmW88unsEz2qqvVXPyB5AB5C7h9IiNGC5GNIAG0AAaqNWAAdIAXLL26wXjFsDzWi0xKQTOlqMEvmvj3ke6v9n6qrNWc9EPQAaQu4QTRUSbCw8NoAE0gAZGasDwVYJij8uvBYyP/HMK70m2FyJH5lgD4NK8a+jdw7PjVG+PNgFkALlLOD1iI4YLFA2gATSABpY0YPgyAJes/Vrg2DGyLZDWGxfXGJkj5m1tq44S+K6New+tax7tr7qXNFeaA5AB5C7hlATFOJcfGkADaAANtGrA8FUCYo/b745grL33wqbPbQ2CS/Nb1u6teWuc9yzbqkf5A8gAcpdwesRGDJcmGkADaAANRA0YYgzAJWu/XjBWfC1wea2WmDT3bDlK4Ls27n2k+5u9H+tWO2qutg0gA8hdwqkVGH5chmgADaABNJDTgCGmBMUel18LGMvXuWVbYK43Lq7hHHGspe341trTNRS/BsCledeQ5py9H+t2O6e9mjEAGUAGkNEAGkADaAANPE0DBhcDcMnarwWOHSPbAnO9cXGNkTli3ta26yjB79K4Y1vXPNo/rVv9Gghe8gGQ+ShuFtGSwJjjlyM0gAbQABqQBgwxJSD2uP3uCMbaey9s+tyWAHhpbsvavTWPiPO+lcvtEd8cABlABpDRABpAA2gADeyqAYOLIThn7dMLxopvAS6v1xITfR3fuu5eOZbgd2nO+4h1naEd63Z7BBg7B4DMR3HXj6KFhuUXJDSABtDA/TRgcMkBcRyTXwsYy9e5ZVuArjcuruEccayl7fjW2tM1FL8Ev0tzriHNOXs/rVv9Pb4tADKAvIuw9hArOe93ufLMeeZo4JwaMMRECM617dcCx46RbYG53ri4xmw5lgB4aa717OIZHNX22Xt99/f6RgDIADKAjAbQABpAA2hgiAYMLTkYjmP2A4zf7oL8JfhdmvO5GzLPYmPdbu8Fxs4LIPNRHPJRtKCw5/y1h+fGc0MDaGCrBgwuEYRzbfn1grFiW6DONbXGeY2t8cozMscS/C7NuQbv6yw21u32Vp3WxgPIADKAjAbQABpAA2igWwMGlxwMxzH79cJxC9R5LdmWuOi7NcfWeNeiPEvwuzTnGpzrLDatW/1asB3lByDzUXy66EaJlzz84oUG0AAaOE4DhpgIwbm2/e4CxoJQ71m2F0qdYwmAl+a2rN1b89Y479m1u3/Eew4gA8gAMhpAA2gADaCBag0YWnIwHMfs1wvGhqQa6PJaLTFp3tlyLMHv0pz3ke5v9n6s2+0jwNhrAsh8FKs/ihYN9rhfbDh7zh4NoIEjNWBwiSCca8uvBYzl69yyLTDXG+c1tsYrz8gcS/C7NOcavK+z2Fi320dq3GsDyAAygIwG0AAaQANoYFEDBpccDMcx+7XAsWNkW6CuNy6uMTJHzNvaVh1L8Ls05z20rnm0f1q3+obTGSyAzEdxKkHO8FJQA7/QoQE0gAbe0YAhJkJwrm2/O4Kx9t4Lmz63JQBemtuydm/NW+O8Z9fu/mzvHIAMIAPIaAANoAE0gAZe0YChJQfDccx+vWBsSKqFLq9X65/6Ob513ZhnZI4l+F2acw2xrjO0Y91uzwbGrgdA5qP4ykfRwsDyCxoaQANo4J4aMLhEEM615dcCxvJ1btkWoOuNi2s4RxxraTu+tfZ0DcUvwe/SnGtIc87ej3W7Pfv3BUAGkAFkNIAG0AAaQAPvwmsOhuOYAacFjh0j2wJzvXFxjdlyLAFwac57iPs6QzutW/3Zwdj1Ach8FE8jVosWe89ftXjuPHc0sI8GDDERgnNt+wHGz/+fhz4DDKc1Wi8ad/tM7zCADCADyGgADaABNHBTDRhcckDsMfv0grHiU3ha6nu9JZ+lOce3rhtzjsxR+lV4bfYQq/8AACAASURBVNw1xLrO0I51u30mMHatAPJNP4oWAHafX2Q4V84VDaCBmTVgcDEEl6z8WsBYvs4t2wJ0vXFxja05tsa7FuVZA+DSvGtwrrPYtG71Z34H1moDkAHkUwt4TeDMAyloAA2ggW9owBBTAmKP268Fjh0j2wJ1vXFxjdlylOB3bbz17OIZHNX22Xt998/+3gHIADKAjAbQABpAAxfXgKHFAFyy9usFY8UblNas12qJSXPOlmMNgEvz3ke6v9n7sW63zw7Grh9AvvhH0Q8a+41fUDgLzgINoIE7acDgUoJij8uvBYyP/HMK70m2FyJH5iiB79q4a+jdw1FxsW63r/ZOAcgAMr8coQE0gAbQwAU1YHAxAJes/Vrg2DGyLZDWGxfXGJkj5m1tq441AC7New+tax7tn9at/tXA2PsBkC/4UfTDxfIrGRpAA2jgfhowxJSA2OP2uyMYa++9sOlzK8Hv2viWtXtr3hrnPbt296/8fQGQAeTL/uvvyi8ue7sf9PDMeeZrGjC0GIBL1n69YGxIqoEur9USk+adLccaAJfmvY90f7P3Y91ur2nxCvMAMoAMIKMBNIAG0MDJNWBwKUGxx+XXAsbydW7ZFpjrjYtrOEcca2k7vrX2uIZzlMB3bdzxMecZ2rFut68AvrV7AJBP/lGsfdD48esTGkADaOB6GjC4GIBL1n4tcOwY2Rag642La4zMEfO2tlXHGgCX5r2H1jWP9k/rVv+O3w4AGUC+pfDv+LKz5+vBEc/0vs/UEFMCYo/b745grL33wqbPrQS/a+Nb1u6teUSc961cbt/1OwMgA8gAMhpAA2gADZxEA4YWA3DJ2q8XjBXfAlxeryUm+jq+dd29cqwBcGne+4h1naEd63b7rmDsfQPIJ/ko+oFh7/uLEc+eZ48G7q0Bg0sJij0uvxYwlq9zy7YAXW9cXMM54lhL2/GttadrKL4EvmvjriHNOXs/1u0235l3vjMAMoDML0doAA2ggadogAu4D/B9bgbgkrVfCxw7RrYF5nrj4hqz5ViD4Ny89xD3dYZ2Wrf6gPGr7yeAzMXIS4EG0AAa2FUDvowNGO5zIb96Iafn4XMqAbHH7QcYv90F+dZlq9W5nwGG0xqtF427nWqP/l88AGQuxl0vRl6y5QuQ8+F8rqwBX74l8ND8lfe/ZW8+O0NwztqnF4wVn8LTUt/rLfkszTm+dd2Yc2SOki7Xxl1DrOsM7Vi321s0evVYABlA5oJCA2gADQzXgC7gNdDQPBf1q/9I9HnkgDiOya8FjOXr3LItQNcbF9fYmmNrvGtRnhpd5nxcg3OdxaZ1q391uB2xPwCZi5EXBQ2gATQwTAO+jHOAsTTmuBEX2xlzeP8RgnNt+7XAsWNkW6CuNy6uMVuOJQ0uzbWeXTyDo9o+e6/v/hnfjyNqBpC5GIddjEcImDVf/fWJ8+A8jtKAL98lyKiZc56j9vHsdb3fHAzHMfv1grHiDUpr1mu1xKQ5Z8tRo72cj/eR7m/2fqzb7Wdr++zrAcgAMoCMBtAAGujWgC/fHFxsGVPes1+wa/X77CII59ryawHjI/+cwnuS7YXIkTl6NegaevdwVFys2+01HTKf/2EFQOZivPwlxMuff/k5F85lqwZ0AfcCSE3cVS947ysHw3HMfi1w7BjZFkjrjYtrjMwR87a2VUeNvnI+3kPrmkf7p3Wrv/X9vns8gAwg8xKhATSABpo04Ms4Bxh7jHm9s1/Y3keE4FzbfncEY+29FzZ9br0a3LJ2b81b47xn1+7+2d+VGeoHkLkYmy7GGURLDfzyiQaO0YAv314A2Rqn9c/47H1uORiOY/brBWPF1wKX12qJSXPPlqNXX95Hur/Z+7Fut8/4fsxaM4AMIJ/ywpn1haKuY8CNc9//3H0B90LIqDjVcabn7XOLIJxry68FjOXr3LItMNcbF9dwjjjW0nZ8a+3pGorv1ZZrSHPO3o91u32md+IstQLIAPKpLpuzvFjUuT+wccbPPWNdxD//o2++C2W9UNIbZxCQPcOzd705GI5j9muBY8fItsBcb1xcY2SOmLe17Tp69OTY1jWP9k/rVv8M78JZawSQAWReMDSABtDAqgZ0GQuQ/Z/6PXDSGnM2KHC9EYJzbfvdEYy1917Y9Lm16sj+W9burXlEnPetXG6fFTzPUjeAzMW4ejGeRczU+dxfFDnv+523L+YIyRozfIy2ym248Noz60415mA4jnkfvWAcz8Rns2S93pLP0pzjW9eNOUfm6NWYa4h1naEd63Z75nfgSrUByAAygIwG0AAaaNKAL+q9QNn5DTDuz3r5ur4Iwrm2/FrAWL7OLevzqLG9cTG3c8SxlrbjW2tP11A8YMyfUzz7/QeQuRibLsZnC5T17vcrJc98/mcuYBEcG4AiKPeCjOKcz4AU+2rPpg3Xl4PhOGa/Fjh2jKzPo8b2xsXcs+Xo1VTr2cUzOKrts/f66s+m+7vUAyADyLx8aAANoIEmDejSNhQblN33Bd8CNY6JUKAx92XVn+Vidr0RgnNt+wHGb7/yLONzzbV9bi0air6Oz+WeeSzW7fYsmr9jHQAyF+M0l84dX0D2PP+vpTyjb35GurwNxLa+0NN+BJdcW3GGFudwP1rNzfAsXGMOiOOY/HrBWLFx72tt17TmV5p3fOu6Md/IHDmd1Iy5hljXGdqxbrdn0PrdawCQAeQpLp27v4js/5shjDOZ90x0iRuEU+sL3uPup4DjcQOM+m7nrOaP1ITrjRCca9uvF45zey+NeS3Zks/a+NYcW+Ndn/KkGqntuwbnOotN61b/SI2z9qvfXAAZQOaFRANoAA00aUAXuQG4ZH35e159AY/HDTFp3+Opld8RF7jry8FwHLPfXcBYz8d7lk2fV23fOWphOPXbsnZtjaP9vGfX7v4R+mbNV6E4ngeAzMV4yKUTRUi7/IJyNpzNjBrQhW7wXbPR10Ag4DAU1MCHfZ95Fl4zQnCubb9eMFZ8zRnEM2uJSXO73llypMBb2/c+0v3N3o91u/1MXbNW/Z0CIAPIADIaQANooEkDvthl1wBZ89HfoFcLMjH2WZe718wBcRyTXwsYy9e5ZWvPwGfm2JY4+zq2dV3Hj6gh5qgF4dTP+4h1naEd63b7WXpmnXoojmcFIHMxNl2MUTy0+146zo1zO7sGfMFH2wLKNUATcxus9j43rxkhONe2XwscO0a2Zv/26Y1zvM/OeeJ4S3trvOtIgbe2P2L9lv2O8k3rVn9vHZN/zB0DIAPIvKxoAA2ggSYN6JI3EBsA4pjnUiufNfCI+aK/2ntd/F4zB8NxzH53BOP4LNaeYTrvc6uF4dRvy9ppLc/qe8+u3f29NEzeMVAczxFA5mLc7dKJQqM9/uXlTDnTozSgyz4Hv4aAdM59w0IOUhxrm/pofPR+vVaE4Fzbfr1grPh0P6W+12qJSXPNliMF3tq+95Hub/Z+rNvt0dol3/7ffwAZQB5+6fDi7v/icsac8ZEa0KVv6E2tgSDno7Ec3MSY3LzG5DNyz14zB8RxTH4tYCxf55Yt7Sc33hsXczlHHGtpO7619nQNxdeCcOrnGtKcs/dj3W6P1Cy5nvvdB5AB5KGXDi/wc19gzpvzPkIDuvxTMI59w4Gt59SPkOP5dDz6uC2fEXv1mhGCc237tcCxY2Rdd43tjYu5Z8uRQm9N33uI+zpDO61b/RFaJcex33cAGUDmRUYDaAANNGlAAGDoXbIGB/vLCnjiuMfWQEh+W4DBa+ZgOI7ZDzB+/v889JoGZpy3XqKut+iU2GOhOJ4/gMzFuOnSiWKiPc+LzbPgWeypAUHBEhinc4aI1NYCj+N69+T4CMJp2z69YKz42v1EmGqJib6ut3XdvXLU/EKc8/E+Yl1naMe63e7VJ3Fzfq8BZAAZQEYDaAANNGnAQCCbwnCpH2NaACjGtYKEY1MYTvvyawFj+Tq3bO9+WuKib+/azrE1PubJQW/NmGtwrrPYtG71W3WJ/5xAnD4XAJmLkZcbDaABNNCkAUNCtCUwjuPyrwWhmFsx6qcXWKnv2BSE0779WuDYMbK1e3H9jm2Ji76Ob117rxw1IJzz2VJ/3Msz2z57r+l+SYOMnwOCl54TgMzFWH3pLAmJufN/DHiG8zxDX762sz0b1WXwdY22Hs9Z+RgwStZ5Ul/1187BsSkIp337AcbP/zvj9LmWdDDTuPWimtxe0yLz83xPe58FgAwgr146veIi7vwfCJ7hc5+hL9/0VzePz/I8VE8KwK4xN2dfzZXAJ8bn/DS2tH/HpzCc9uXXAsZH/jmF9yRbOre18ZE5Ul3W9l3DWq2zzce63V7SIHPP/V7ufd4AMoC8eOnsLUDyX+uDwvPsf566gNeAY5ZLWnUYelPrGnM+GstBUIzJzWtMPjl9OTYF4bRvvxY4doxsqa7ceG9czLU1x9Z416I8a7oszbsG5zqLTetWP6c9xvq/d2c4OwAZQObFRwNo4EAN+DIuQUZu/OgLW+unYBz73pOt59SPkOT5dDz6uC2feKk6NgXhtG+/u4Cxzst7lvX5tVrnyOmvZmzL2q21jvL3nl27+1F3tK8NxfH5AsgHXozxQdC+z0vHs+ZZSwO+fGtgI+fj+CP0pLUNvUvWNdpfVjATxz22Bjnyi+eWgnDa9xq9YFxbV7qftX2U5l1vy7pprpE5cpqrGXMNaW2z92Pdbh/xbrHmPPcDgAwgv/KrDC/nPC8nz+Kaz8KXbw1s1Pg43zP1ojWXwDidc42prYWmNC6F4bQv/xYwlm9co7Yu+fXGxTWcI461tB0v2xIXfZ2jRnM5H8fHnGdox7rdfua7xFrzfucBZAAZQEYDaOBJGtAFnIOLEWPPvNy9lmwKw0t9x9WCk/1tUxBO+/ZrgWPHyNbWJb/euLjGyBwxb2tbdfRq0HtoXfNo/7Ru9YHVeWH1iGcDID/pYjzi4bImLzsamEMDvox7IaQl7hkXvdYQCHtf7i/Bsf1rwSjmVoz6KRC7b987grH2XnumqZ/PrUVf0XfL2mktz+p7z67dfb6Vc3wrZ3oOADKAzL+a0QAa2EkDvnwjVDyj7XX3umyU3zDstWw9nrPyWQMh50l91TcQ29q3F4zTNWprW/Mrzbve1nVjvpE5erXoGmJdZ2jHut3e6x0h7/mBG0De6WLk5Tj/y8Ez5Blu0YAu4F4AGRW3FwQobwrAXis3Z1/NlUAqxuf8NGYwllW/BYzlG9co1ZEb742LuZwjjrW0HS/bEpf6Kr5XX64hzTl7P9bt9pZ3m9h73A0AMoDMr4doAA0M1oAvYdleGNkaF2sYfaErt6E3tXHd3FwKU9Ff7XTefc0ZjNVugeO4hvPV2N64mHu2HD268h7ivs7QTutWf/S7QL7rwjKAPPhi5GW57svCs+XZ1mpAF7Hh0Jd0D5j0xHg9A8weUBD3531G6xpsPae+65L1fDoefdy2L2D8/P95aD+DM1nrRTW7Xfv+4se3XhoAkAFk/kWNBtDADhrwpRzhUGM90Fsbo/yGGK+/x2Wv3N7XknUN0UZg0bjrXbPyrYXjuF7LGrG2tXpK83Htks/a+MgctdpJ/VzDWq2zzce63d7jHSDn9SEaQN7hYuTFuf6LwzPmGddqwJe0QVL9FEa29r2GYUX92vp6/Lye97Rm7Z9a17tmHVcDyPaVXcsb53vjRuYYUYPqUZ5eTbmGuK8ztNO61e/RNjF8260BABlA5iOCBtDAjhrQRS2AtHVb/V6IcZxy6D8DjPuy/sjvYeM6a3Ac5x3netes/W2XANk+smt543xv3Mw5rI9W23p28QyOavv5eX3399A9Oe8FzwDyjhcjL9O9XiaeN887pwFd2IZEX95pvwdklCuFgtjP1TJqzHvyftz3vko21uxaSzbmlo/6OUCOflvyl+pYGo9rL/ktzY3M0aoj+7uGpTpnnIt1uz1K4+Thew4gA8i7/tLER4aPzN01oIs7BUZf5h5338CyZOUbYSXta05je5678qe1ayyOez5azcfac23nSX3VTwG55JvLG8d645xja7zyjMyxpJelOdfgfZ3Fxrrd3lPv5L7nPQYgA8i7XqR8WO75YeG5f+O56wKPkBjb6Zz6JaAxCBhi0r7HZTW35zNQ/rgPtV2PbTpvn1hnbDvONs55TwZk+8imfkv93riYc2SOmLe1rTpKWlkb9x5a1zzaP61b/T11Tu5vfMfueBYAMoDMBwYNoIEdNaBLPAeLHvOln/YNOZ43nKR9j0crnz0vNOV3val1fTkfjcU61Y7+uXn71/rZP9oYG8db2rPlsD5a7dIZt5zHM33Ts3d/T42T+95wrOcPIO94MfKC8YKhATSgyzyFyFzfl77n3DeIpH2P56x899Se8rvOknW90VftWG/0ieO5douv43tiHGs7W45WILa/9+F9ncXGut3eU9vk5pttDQDIAPKuF6mFhuWjc1cN+FKXLcFkHLe/xtQWyNjWQI3j9zxvrRFrLrVdS7Tej8dq9uSYWl/7t66R5h8Vrzxp7pa+4g26rXbrHlrqHOkb63Z7T02Tmzsq1QCADCADyGgADeyoAV/utiWYTMftL1sDHtFf7fRjP7LvtdKaS337p7ZmX/JxXI2/fWVr/HM+I3Pk8teOuY5WKJa/Y2vXmsUvrVv9kdolFyBcqwEAeceLsfYh4McLiwauqwFd8AZHX/5xzHM5K781cIk57S+7p6bimrm6S2OOW9uT5+1v6/GctY9sbr5mbLYcPWBsOK7Z72w+Pn/V5faeOib3db+7I54tgAwg73qRjhApOfiInVkDuugjMPrit41zaVs+JYhxvG3009ieZ6b8qtVru5/Wn/blF+sstWNex9jmYuyfm6sZc/zSGmt5RubYAsZb9rC2x73mfXbK7/ae+iU3d0qNBgBkAHnXi7RGhPjwsbqyBnThp6CYwuWSTw5KDBGypfk9zzTWG2uJ46U95+qNYzFfOh77apd8U7+lvnMs+SzNOV52yW9tTvGA8b7/sNvznSD39e4xABlABpDRABrYUQMCnxwseiwClsdsU+iKvkvAJb89L2zld422sbbcvPw0Xqo7xud8Yuyaby4+HZstRw8cew/p3mbvp3Wrv6deyX09eH3GMwWQd7wYn/EAWYMXHw3MrQFd/obIJWtoiP5qC3binMeWIEg+e+pC+Ut7ibWmPrnao39u3vus9bN/ycY8JZ+18ZE5esBYMUtntVb/kfM+O9Xg9p5aJffc38eZnw+ADCDvepHOLH5q48P5DA0IAlJQLPUNDCVbCzaK33NvNXuKe/B+NRb3EH3ieK5t39xczZjj0xpqYu0zMscWMN6yB+/l2dZnp3Xd3lOj5Ob7vlUDADKAvOtFulWgxPORO7sGDAOyBsU1G2PUboEZx+55brV7cS3RRkDSeO3eWnzTnOn66fxaf2u88yvPncFY56Az2FOb5ObOGKUBABlA5mOFBtDAjhqIcKX2GhzHefkbrtZsus6oSyKXx2vFWpfa9o92bT9x3nFxrKbtONka/5zPyBxb4DhX28xjPjfX6H5OT4wBtTNqAEDe8WKc8YFTEx8iNPBcDQgMDI+GhDjmuZyVnwGjZGNO+8vu+ZzTNXO158YcV9pLOm5/23S+1Le/bMlnbXxkji1gvGUPa3vca95np/xu76lHcj/3m3aX8waQAeRdL9K7vEjskw90SQMChAiLBgbbOJe25VOCGMfbRj+NleoZMa78qtVru5/Wn/blF+sstWNex9iWYjQe45b8luZG5gCM99XhCC2Tg293SQMAMoC860VaEh7jfJTuogEBVwqKKVwu+eRgbg3iNL/n+ab1xnpye/WY/HL7iWMxVzoe+2m7FJf6LfWdY8lnbU457gzGOh+dwZ76Izf3xzM0ACADyHzI0AAa2FEDggUDYs4aynJ+GotAFn3jeNqW354XSKnWWF9pr2mt7sdYj0Wr+dh3ey3Ofkt2ZI4tcLxU44xz6bm5v6f2yA0cP0sDAPKOF+OzHiLr8MFAA/NqQNCQg8V0zHAR/dUWGMU5jy0Bk3z21ITyp/W7H2v1mG2u9uifm/c+07kYZ59WOzLHFjBO99a6jyP8fXZa2+09NUfueb9xV302ADKAvOtFetUXh33xsa7VgODBgLhmDRolWwtCiq+tr8evZk9xD963xryHOB/HPZ/a6OPY1Ke27/iYszY2+ikeMN5Xaz36JIbv8wgNAMgA8q4X6QiRkoOP3Zk1EGHMoLhmY0wLxMW4Pc9M66ztwfOxJu8ljkXgXGrHGOdZ8i/NOU9pvmbcOXrg2LE168zkk9at/p4aIzff/aM1ACADyHzk0AAa2FEDBotoDY9rVjG1kBTzq73n5eK11ur3vP2jrd2X/Hrj4hojc/SAsWJUQ6zpLG2fXXwWe+qL3MDxDBoAkHe8GGd4wNTAhwYNHKsBwUUOFD22ZGuAyvASfdXe87nHNdVe2kOcc1wtGNrftjYu+jlWNo63tJ1jCxhvWb+l1pG+3rdyur2nrsh97LeK83/1/AFkAHnXi5QX7tUXjvO433kILCIkqm3YyM1FX82XgCfmSP3U31Nryt+yD+8prbNlb7Wxzil//+exHqscgPG+etpTq+S+3zd31DMHkAHkXS/SUUIlDx+5s2pAgGVAjNbwZhvn3NZcDuocszS/53lpXdcoG+uJ42m7VK/3GPOkvmnfMTkb8+Tma8acYwsc16wzk4/37JrU31NH5Oa7PrMGAGQAmQ8gGkADO2pAkJGCYuwbSnJ+GjOsyEbfOJ625bfnxVOqNdYX9+i25tNa3Y+xHot2KdZ+aznst2SdYwsY19S6VMMRc9631nZ7Tw2RGzieXQMA8o4X4+wPn/r4QKGB/TUg2DAgLllDSfRXOwKL+2sAJb89n22sMd2T5uJ/cV7jae3RN52L/Vys52tz2D9nnQMw3lc7e+qS3Pt/z+50xgAygLzrRXqnl4m98nHOaUDgFSFxrW1Qy9kc2OXGFJurZdRYzZ5i/d6zxlxvnI/jnk9tzifmSP1b+spzZzDWWekMRumDPHwLr6ABABlA5qOIBtDAjhqIEGdQXLMxRu1a2Itxe15QWmdtD56PNXkvcaxlb9G3J0eMV9s5tsBxmnP2vvcsG89gT72QG2A+owYA5B0vxjMKgpr5kKGBsRqIQOK24XHNGmJqoMu5bfd8jl5jrX7P2z/amj3Zx3ER6DTm+VbrfFvAeMv6rfWO8ve+lc/tPXVC7rHfEs7zuecJIAPI/HqIBtDAjhoQiORA0WNLtgbCDDrRV+09L9O4ptpLe4hzjqsFPvuntjY+9XMewHhffeypPXI/FxLvfN4A8o4X452Fxd75iKGBdzQgKIuQqLZBLTcXfTWfQp77MUfqp/6e56/86T48FutP22md3ktq5Rf/03xtbJrLfcXfGYx9hnvqgtx896+kAQAZQN71Ir3Sy8Je+Pj3aEBgloJiLVzmoFBj8T8DYLSa76m1Nkb5455iPXE8bcsv1pm2Y57UN+2nsaW+c26B41LuWce9Z5+Z+7XPFz++dWjgLx4AMoC860XKS8aH9u4aEJykoBj7hhfbdC5CmH1k43ja1vye5678sU63Y30ei3ap7hib7kf9pdiSv2K2gHHrmrk6nj3mc/SZqb+nFsjNN/6qGgCQAWQ+nmgADeyoAQFKhMRS22AT/dWOoOP+GnTJb89LK9aY7kdz8b84r/G09uibzsV+LjbOx7Z8AeN9NbCnvsgNdM+gAQB5x4txhgdMDXxo0MCxGhCsRUhca0dgTNsRApfaitvzudfsKdbuPWvMdcf5OO751Nb6yK8Hjl1Puu7s/bRu9fd89uQ+9nvC+T/v/AFkAJmPKRpAAztqwAAja1BcszFG7VpIi3F7XqRb9hJrbN1b6RycsweMFdNSR6mGI8a9b63t9p7PndzPgzPO+vizBpB3vBgR+PEC5xnwDI7WgMHl3/75H7wLMRpbg2TNy68GvLxGtHvu2+vU7MH7cIxtzb4i+CkujXGuLWCcy5uuM1vf+47ns+fzJjff0TtqAEAGkPn1EA2ggR00YIgRGOf+8/wSZNbAm/NEX7X3vNDimmov7SHOxRproDNdJ8Zo7s5gbDje8zmTGzC+swYA5B0uxjsLir3zQb27Bgx1OSiOY/aTjRAZ25qLUBjbMT6OPwOcXHOswWOx/rQtn7TWXD/m9bxjPbcFjp3zLNZ7dr3u3/1dY//cN3tqAEAGkHf9pWlP8ZKbj+NMGjC0RAjOte337//Nnz78n8dqgNK+toamaDW359kof6zVtaTj0Udtzcc603bMk/p6bgsYpznT9Wfse9+qze09ny25+a6igXc0ACADyLtepLxofGzvoAGDSw6I45j8DMU5q/kIlepHaPM66Xj0MUjtee5pna451uexaJfqjrHpfrynHjh23lzOmcdi3W7v+UzJzbcaDbyqAQAZQAaQ0QAa6NSAwSVCcK5tvxwUp2PyNVSqbTh0jhqok++el12s0bXauk5bj8tqLK3ffrm56Kv5FkB23pjjDO20bvX3fJbkfhWKOA/OwxoAkDsvRh8glpcJDdxPA4aYHAzHMfulELzUd0zO1gKeYvfUpfJH8M210/pTQI7zNfuSfy0gy7cm50w+6Xm4v+dzJPf9vl088/pnDiADyLtepLyM9S8jZzX/WRlaIgTn2vZbAuF0zjE5WwtyMXZPPWmdHBTnxmJNuXbL3tYA2flrc87iF+t2e8/nR+75vzU8o+OfEYAMIAPIaAANVGjA4JID4jgmvxR+1/rOLRshU/0aiIvxbu91wSq/QFU21rrWdl22NfuSj/2X4Ng+tTln8Yt1u73XcyPv8cDFMzjXMwCQKy5GRH0uUfO8eF4jNWBwiRCca9tvDYbjvGNkDYMRND2+BHRpDucZeQbK5XUiqHos1rzUrtlP3Kv843pp2+vHmDO007rVH/28yMd3EA1s0wCADCDzYUYDaCCjAUNMDobjmP0i+K61HSMbgU79CJjpicqehwAAIABJREFUfOrrPHFcbY2Puhy9RgqnsW+fWHuuLb+01lzf+eIaabs2Vy7/UWPel2t3f9SzIs82IOL8OL+oAQA5czHGA6LNC4MG7qUBQ0uE4FzbfmswHOcdY5uCmsYjWKqf83F8bl7+Gh+hW+VJwXSpL/9Yf9ou1es9an5tTfs45iw21u32iGdEjnt9n3jez3veADKAPOQi5aV93kvLWe931gaXHBDHMflF8K1pO7dsCeo0F6Ey+sb4OJ7LpfktOvFaSzBcmnNs3IfbpbodU8qpcfvk9jvzWKzb7S3Phtj93n/OlrONGgCQAeRNF2kUE20+LmfVgMElQnCubb8aILaPY2TXQC76CiodE8fXcmhe/j3PwussgWrtnHMZjuN+4h7kt5TTeWLMGdpp3er3PBNi+K6igWM0ACADyHy00cBtNWCIycFwHLOfobfGOka2FuhiTNquzSE/xbZcql5rCVR755w7BWSPL+WVT8u+Z/H13vws1G95HvgeA0ScO+ceNQAgA0d8uNHALTVgiIkgnLbtUwPE9nGMbQu0Kca/uDpetjZHjIkf+qW2YpYgddRcrG1tTfvW7nsWv1i320tnzxxAhgbm1QCADBzdEo74KM37Udr72RhcUhhO+/Iz9NZa55ZtgbYYZ0BOf3Fdyhfj3V47R/uNAuCaPFpzyc81Le11xrm0bvXXzp/5+36DePbnePYAMoDMhxwN3EIDhpgUhNO+/WqhWH6OkW0BuDRO/VZATnNofY2VLmH7L4HqEXOqq+XsZvD1WboW90tnz/g5wIjnxHOSBgBk4Kh4kfKR4CNxBQ0YWlIQTvv26wVjxRuU1qzXSmPUrwXkUg6trbn02dn/CPhdWtN1rZ3ZbPOxbrfTM6fPNxQNnFcDADKA/E0XKS/0eV9ont2rz87gksJw2pdfCxiP/NU4gp/qWANk70k2xsa25qIW1F+C1CPmvI9Y9xnasW6341nTfvUd5Dw4j7NqAEAGkF+5SM8qZOrmIxw1YHBJQTjt268Fjh0j2wJ0NXHyKQFyjF9bW/M6D8ccAcClNV1Ty9nN4JvW7TOOuqPNdwgNXEcDADKADCCjgctowBCTgnDat98sYGwAdF2yAmVZzcVx+y5Z+5cg9ahx72ep9tnmfJau3X1A6DogxLPkWeY0ACADR5eBo5zAGbvHh8/QkoJw2rdfLxgbkmogzmv1xsT4lhyqTf5HQXBuXe+l5txm8ol1u8035R7fFJ4zzxlABpABZDRwag0YXFIYTvvyawFj+Tq3bAu4bYnzn1j05IgxOVB99pjraTm7GXxj3W4DTAATGriXBgBk4OjUcMQH614frPi8DS4pCKd9+7XAsWNkW4CtN85rKN6AHP/EwvMlG9d1+9kwHNdzDaV6Zx1P61Y/ao72fb83PPv7PXsAGUDmAkADp9KAISYF4bRvvzOAsYDR9bYAsmNsDZ7qR2B9Zltru44z2XiGbgNF94MinjnP3BoAkIGjU8GRhYu930fM0JKCcNq3Xy8YK74F7LxeS0z0dbxtLSDbXzbmU1tjz4RireV60lpm78e63eb7cr/vC8+cZ55qAEAGkAFkNDC9BgwuKQynffm1gLF8nVu2BeZ64+IazuEx9dcA2TGyjkut5p4FyK4nrWH2fqzb7fSCpA80oYH7agBABo6mhyM+UPf9QBlcUhBO+/ZrgWPHyLbAXG9cXKOUQ+MlQI4xasd8aVvzzwDktTrSumbo+xxdi/p8Y+77jeHZ8+xLGgCQAWQuBzQwnQYMMSkIp337nR2MI6x5TwJlt6O175KV/56A7HqWaphxLtbtdulyZBxwQgP31gCADBxNB0d8lO79UTK4pDAc+/bpBWPFtwCc12uJib6OX1s3+qXtmG+trdg9ANk1ra0/23ys222+M/f+zvD8ef5rGgCQAWQAGQ1MoQGDSwThXFt+LWAsX+eWbYG33ri4RksO+fpPLBwXc621HSM7EpCdd2392ebTutVfuxSZB5zQABqQBgBk4IgLAw0cqgFDTA6G45j9WuDYMbIt8NYbF9foyaEYA7L/xCLmLLXTtdQfBcjKVVp31nGfh+tzH/ABfNAAGqjVAIAMHB0KR7VCxe96HzVDS4TgXNt+vWCseIPSmvVaLTFpzi05FNsCyHGtWLPaWwHZudP9zd6PdbvN9+N63w+eKc90bw0AyAAygIwGnq4Bg0sOiOOY/FrA+Mg/p/CeZHshUrG1gLy0nuZ6Adl5e/dwVFys2+29L1DyA2lo4LoaAJCBo6fDER+U635Q1p6twSVCcK5tvxY4doxsC6T1xsU1RuZYA+SateTTCsjOG/d1hnZat/prOmT+vt8gnj3PvlYDADKAzGWCBnbXgCEmB8NxzH53BGPvvQTInrddglf5tACy/JfyzTjnc3Dt7tdefvgBSmgADSxpAEAGjnaHoyUBMnftD5ShJUJwrm2/XjA2JNWAnNdqiUnz7pUj5hUox77baS25vnxrALklZ26do8Zi3W7zLbn2t4Tny/N9tgYAZAAZQEYDu2jA4JID4jgmvxYwlq9zy7ZAWm9cXMM54lhL2/G52uNc2q5dw3FLgGyf2pyz+MW63X72pcl6gBoauIcGAGTgaBc44gNyjw9I7jkbXCIE59r2a4Fjx8i2QFtvXFxjZI6YN7a1hv/EwuvF+bW2YpbAWHPyWcsz23x6FurntMfYfb87PHue/WgNAMgAMhcNGhiiAUNMDobjmP3uCMba+xJ8at6A7D+xWPL3nM90DY49b3/Hz2xjrW6PvgjJB1yhATSQagBABo6GwFEqLPr3+tgIXCIE59qGm14wVnwLyHm9lpjo6/jWdbfk0FotgOwaDb6tdsve4j73aHtvyu0235V7fVd43jzvIzUAIAPIADIa6NaAwSUHxHFMfi1gLF/nlm0BsN64uIZzxLGWtuN7aq8BZOdvBeLo7xwt+3qGb6zL7SMvSdYG0tDAPTUAIANH3XB0hY8GF3Dfh8/nFiE417ZfCxw7RrYFyHrj4hpH59D6a4Asnwi6rW3vUftWO+7/yHasy7Vd4RvDHvq+MZwb53a0BgBkAPmWgOzL2HDh/tEv5Ozr+5xyMBzH7AcYv90EoDq3EiD7TK3ZVuv4CMEai/2j2rE2t2d/F6gPgEMD19YAgAwg3wqQffmW4ELzfPTyHz2fXQThXFt+vWCs2BZIc02tcV5ja7zyjMwhXTqfQNlt2ZJma8YV7z1HWxqPPnu2vT+t4TbvX/7941w4FzTwXA0AyADybYBQF3AtTMiXj9E7HyODSw6G45j9euG4BcS8lmxLXPTdmmNrvGtRnpwunT83VzvmHF4rtZpPx57RT+tSn/ftuZc/5815o4FlDQDIAPLlLyZfxrVQYT/H3fUj4v1HCM617XcXMBZAes+yvUDpHNbbSOvca7VtqX8td27edXld9+/6jrHvZUDhfDifIzUAIAPIlwVkX75bwcN5jnxRn7m295uD4Thmv14wVnwOonJjXqslJs0zW46tuszFe4/p3kv9LedZylkaj7W5/UxdsxawhQbQQIsGAGQA+XKA7Ms3BxBbxpS35eU6o6/PLoJwri2/FjCWr3PLliAqN94b51xb45VnZI4tGlyKbT1X78vntJf12Xk99c/4blAzcIUG7qUBABlAvtRlpct3CSK2zvmyv9qH0vvKwXAcs18LHDtGtgXCeuPiGiNzxLytbdWxVXuleO+xtSb5K7YnriYmrUv9q7037OdewMTzvtfzBpAB5EtcWr6MSxAxetzrnf2D6X1ECM617XdHMNbea4Aw5+NzG60/5XPu3Lq1Y1v2VlrDdTm3+2d/V6j/XnDE8+Z5A8gA8qkB2ZfvHgBSk9Prn+1j6rpzMBzH7NcLxoovgVQ67rVaYmbPUaOhHp8tZxTPbFQe5/QzVN/ts70b1AsYoQE0IA0AyADyaQHZF3APYIyMcR1n+ai63gjCubb8WsBYvs4ta2iqsb1xMbdzxLGWtuNba0/XUPxIfcVcrjFds7e/da9eN9bl9lneB+oEhtAAGshpAEAGkE8NyPF/TCGCxDPaBgFBgtq5F2ymMdebg+E4Zr8WOHaMrKGpxvbGxdyz5dhDe95j3PeIduvzStdM61J/Js1TC+CDBtBArwYAZAD5tBeaL2f/T/OqvwecpDm9rmHB/d6XcO841xchONe2H2Dc/j8PrbNLdTKi72dirY22yt+bM9bm9t5aJj+wgwbQwLM0ACADyKcFZL8kupwjJKs/Ak5yOZTbQHEGKHCNOSD2mH16wTieic9myXq9JZ+lOce3rhtzjsyR08mIsS37i3tdaves4bNTXrf9LmKBFzSABq6iAQAZQD49IOtl9EW9Fyg7v2HD/Vk/BK7PEFyy8msBY/k6t6zPo8b2xsXcW3NsjXctyjMCgnM5XKPX2tNqrdr8aV3qz6p/6gLS0AAa2KoBABlAvsQlp8s6/j3yKFDOQYHGBBUzAoLrLQGxx+3XAseOka2FKp+TY1vioq/jW9feK0cObLeOeY+x5r3bNeeZ1uX+1suHeAAGDaCBmTUAIAPIlwLkFIxjvwVgDAEGlLSvcY3N8nK7PgNwydqvF4wV7zNZs16rJSbNOVuOFg3V+nqP6d6f0V97NrE2t2fRPHUAV2gADeypAQAZQJ4G8rYIXZe3YTjaOO4Lfg1c5BfhJO17TuNbah4V632VoNjj8msB4yP/nMJ7kvV5t9qROdY00zu/ZX+t55HzL63vs1OM26P0Sh6gBg2ggTNoAEAGkKeAvK0viy7xCMax7QveY+6nUONxg0Ta97it5rfWvSXe9RmAS9Z+LXDsGFnvt8b2xsXcI3PEvK1t1ZFqZFTfe2ytabS/6og507rU36JRYgEhNIAGzqoBABlAvsQFqIvcAFyyvvw9776tQSHtezy18jvixXd9JSD2uP3uCMbae/q8avs+t1EwHPM4d20te/v5nFxX2j9C36wJUKEBNDCDBgBkAPkQyBstfl3sBt81G30NBAIRtWN/CU7sO3ofS/m8pgG4ZO3XC8a1ZxDPrCUmPVfXO0uOCLQj21v2l57ZqH569u4v6ZA54AUNoIE7aABABpAvA8i+3NcAWfP2lTXo1UJHjH3WR8JrlqDY4/JrAWP5Ords7Rn4zBzbEhd9R8W31p6rYSQMx1xb9xhrHd32ubnGZ+mZdQAsNIAGZtcAgAwgXw6Qfdm3gHINeDhvhIq9X3CvaQAuWfu1wLFjvJ+aM5BPb1zMPzJHzNvaVh0RZke2vcfWmp7p7xr31jH5gSE0gAbOpgEAGUC+DCAbiH3p23o8Z+WzBiTOY2t/9fd64b1WCYg9br87grH27mfRan1uI4HYuZy7taYj/FXrXhomL0CEBtDAmTUAIAPIl7ggddGnAGxQyc3ZV3MlMInxOT+NjX75vaYBuGTt1wvGuf2UzkHjXm/JZ2nO8a3rxpwjcxhmR9st+4t7fVZb9Y7WMPmAIjSABq6gAQAZQL7EBamL3tCb2ghWubkcjMSY3LzGRsOF1yxBscfl1wLG8nVu2dJ+cuO9cTGXc8SxlrbjW2tP11D8aCB2PteYrjl733Vf4TJjD0AZGkADIzUAIAPIlwdkQbFBwNagrH6EGM+n49HHbfmMeBm9pgG4ZO3XAseOkXXdNbY3LuaeLYdhdqT1HuO+z9COdas9QsfkAE7QABq4kgYAZAD5EpejLnlD75I1GEQroIl9tWsgR35bPgZeswTEHrcfYPx21XPxs/O5jQRi53Jur3UWm9at/hYNEwsQoQE0cFUNAMgA8iUuSF/8S3Ac5+yf2lrQcVzvh8HxhuCctU8vGCu+dj/y83otMdHX8a3r7pXDMDvabtlf3Osz2+mzcb9Xv8QBRWgADVxdAwAygHwpQNbFH0F4rW1QaIEVx8i2fiAcmwPiOCa/FjCWr3PL9u6nJS769q7tHFvjY57RQOx8rtFrncXGut1u1S3+wBAaQAN30wCADCA3Q96ML4kufsGwAcD9GkCuBZ2YWzHq156FYyME59r2a4Fjx8jW7sX1O7YlLvo6vnXtvXIYZkda7zHWfIZ2rNvtWr3iBwyhATRwdw0AyAByNeTN/LIIAAzDhgFbj+esfNZgx3lSX/XXzsSxORiOY/brBeO0tqU9ea2WmDTfbDlGArFzeY/p3mfvp3Wrv6ZT5oEhNIAG0MCrGgCQAeRLXJ6CgBSADQq5OftqrgQ8MT7np7GlD4rjIwjn2vJrAeMj/5zCe5Itndva+MgchtnRdsv+1va/57zPVmu4vaRR5l69EDkPzgMNoAFrAEAGkBchz0KZ3QoGDL2pNSjkfDSWA5YYk5s3gOTOxbE5GI5j9muBY8fIlurKjffGxVwjc8S8rW3VMRqInc97bK3paP9Yt9s5bTLG5Y8G0AAaqNMAgAwgXx6QDcwGB9k4FuEm+sTxXFu+8UPj2AjBubb97gjG2nvuLGvGfG6G2ZHWuWvqmMknrVv9qEnadRch58Q5oQE0kGoAQAaQL3GhCgwMvUvWQBGtgCf21a6BIPnphXJsDobjmP16wbi2rnQ/NXvJ+bjelnXTPCNzjATimGvL/tL9Pqvvc/V67qcfePpc+mgADaCBPg0AyADyZQBZkLAEx3HOQJFaA8eaTeMiCOfa8m8BY/nGNdbqifO9cbkccaylPaIGrac8EWZHtl1jy75m8I11u80F2HcBcm6cGxpAAyUNAMgA8qUAWcAQQXitbcCoBR/72+ZgOI7ZrwWOHSNbW5f8euPiGiNzxLytbdcxEoidy7lbazraP9btdunDzjiXPhpAA2hgmwYAZAD5MoAsGDY4yK7Bsf1rwSfmVoz6EYZj2753BGPtvfZMUz+fm2F2pHXudM3Z+2nd6nPxbbv4OD/ODw2ggTUNAMgA8iUuW0GDgdhAYevxnJXPGiA5T+qrfoRite3bC8bpGrW1rfmV5l1v67ox38gcI4E45tqyv7jXZ7bTc3V/7aPOPBc/GkADaGC7BgBkAPlygGwQNlDYejxazZWgx3G2qZ/GIyCr3wLG8nVu2TT/Ur83LuZ0jjjW0nZ8a+3pGoqPMDuy7RrTNWfvx7rd5sLbfuFxhpwhGkADtRoAkAHkywKyQdiAIesxW43lYCnG5OY1Jp8RvxqX8ufGa+rKxcWx2XKMBGLn8h7jvs/QjnW7Xfsxx4+LHw2gATQwTgMAMoB8eUCOMGzoiGMRnDwvG8dzbfu2/GrsmJr8cc3euJlzGGZHWp9T3PcZ2mnd6nPRjbvoOEvOEg2ggVYNAMgA8iUuYgGFoXfJGkSiFUCl/RqoUkwtHMf8atfkt49j3W+1jm9dN64zMsdIII65tuwv7vWZ7fRc3W/9kOPP5Y8G0AAaGKsBABlAvgwgCy6W4DjOGURSWwtHjqsBZPvK1uaXX29cXGNrjq3xrkV5IsyObLtGr3UWG+t2mwtu7AXHeXKeaAAN9GoAQAaQLwXIAo0Iwmttg0ktVNnfdgmQ7SNbm19+vXFxjdlyjARi5/Ie477P0I51u937ASeOyx8NoAE0sI8GAGQA+TKALBg2cMiuwbH9a6Eq5laM+jlAjn5q9+avjYt+ce043tIemcMwO9K6vpY9zeCb1q0+F9s+FxvnyrmiATSwVQMAMoB8iUtasBGB2DCSjkefWkCOuSJoaTwF5JJvjMu1e+Oca2u88ozMMRKIYy7V6D2fyfps4zlv/XgTDwCgATSABvbTAIAMIF8SkA2/BhPZFI7tUwKtGKt26qcxA3L0Tf2W+r1xMefIHDFva1t1RJgd2fYeW2s62j/W7TYX2n4XGmfL2aIBNDBKAwAygHxZQDYQG0xkPWarsRSion9u3v61fvaPNsbG8Zb2bDlGArFzeY8t5zKDb1q3+qM+2uQBANAAGkAD+2sAQAaQL3FxC0AMvSVraIm+akegij5xPNdu8XV8T4xjbWfLYZgdbbVP7/ks1s/G9brPZbb/ZcYZc8ZoAA2M1ACADCDfBpAFzgaWaAUzad+As2QVszSfzvWsUcqRjtf2R9SgtZRnNBA7n2us3dMsfrFut0d+rMnF5Y8G0AAaeJ4GAGQA+TKALCgp/XqcjhtgUlsLW46r8bevbI1/zmdkjlz+2jHXYZgdaZ27tpZZ/GLdbnOJPe8S46w5azSABvbQAIAMIF8KkA0oKRCX+vavhS372y7F2Ud2yW9pbrYcI4HYubzHpXOYcS6tW/09PtLk5PJHA2gADTxfAwAygHyJS11wIgg2tLhfAmOPy68GvmJex9jm4u2fm6sZc/zSGmt5RuYwzI62W/a3tv+95tNzdZ8L7PkXGGfOmaMBNLCXBgBkAPlSgBzB1+DisZytATTnSX3TvoCs5NsCa87REhN9HZ+rL/qttRU/GoidzzWu1TDbfKzb7b0+zuTl4kcDaAANHKcBABlAviQgC4YNMLatgOw42RyoxfE131x8OjZbDsPsSOs9pnufvR/rdpuL67iLi7Pn7NEAGthbAwAygHxZQDYQG2hsPW6ITuHMfrbpvPuet/V4q3W8bGus/UfmGAnEzuX6XO9ZbFq3+nt/lMnPxY8G0AAaOF4DADKAfIkLX+ASwTfXNuxEX7UjrEWfOJ5rt/juEa+cW2uIOQyzo216xrmzmHHMZxvPiEvr+EuLZ8AzQANo4BkaAJAB5NsAsqHZ4GMbAagF5lp8UwD02r05tsa7HuUZDcTO5xq91llsrNvtZ3yMWYNLHw2gATQwjwYAZAD5MoAsmDEEr1mDT2prIc5xtf72c5ysx1rtyByG2ZHW9bXu62j/WLfbXFbzXFY8C54FGkADz9QAgAwgXwqQDTZrgOx5+9fCmf1te+JqY1I/rymbztX2nWMkEDuXc9fWMotfWrf6z/wIsxaXPhpAA2hgPg0AyADyJWBAUCPoNey4bxAuWfnVgFrM6xjbpfgYt+S3NDcyh2F2tK05i6U9HjXns9X6bnNRzXdR8Ux4JmgADTxbAwAygHwpQDYIG3ZkPZazml+Ds5gr+q7FluJijrW2c6z5Lc0rx2ggdr4R9S3VvtdcrNvtZ398WY8LHw2gATQwrwYAZAD5koAsGDb42LYCsuNkc6C2NO7YXFzNmONLa7TkMMyOtK6vpo6ZfNK61eeCmveC4tnwbNAAGjhKAwAygHwJQBDo5AB4DZQVlwKcIco2nXc/jbV/Om7/Gjsyx0ggjrm27K/mDPbw8bk6t/tHfXhZl0sfDaABNDC3BgBkAPnygGxwNhTJxrEUmuzn8ZKVn+dqY+yfWsfHnKlPTV/xEWZHtl1jTR0z+cS63eZimvti4vnwfNAAGjhaAwAygHwbQI5QbFCSFcyl/RrAizHOUxOX+sQ86Vxt3zlGArFzOXdtLbP4xbrdPvqDy/pc+mgADaCBc2gAQAaQLwPIgiBD8Jo1MEXbAna9cXGNkTkMsyOt64s1n6Gd1q0+F9I5LiSeE88JDaCBWTQAIAPIl4AHQ5HtGiB73v614Gd/29q46OdY2Tje0naOkUAcc22prWUfI319Jq7d/Vk+ttTBxY8G0AAaOI8GAGQA+TKALOg1FNkahEvWMLUGas5nK//aWOd2bGuc420VH2F2ZNs1eq2z2Fi321xE57mIeFY8KzSABmbTAIAMIF8KkA3ChiRZj+Ws5tcgMOaKvjWx9i/l8HyNdY6RQOxczl1Tx0w+sW63Z/vIUg8XPxpAA2jgfBoAkAHkSwKyYdjQJOuxaDVeAr4Ym/NZirX/Wg77LVnnMMyOtM69tP6Mc2nd6nMBne8C4pnxzNAAGphVAwAygHwJsBAgRfCNbcOUbTqXAqD9ZNO52F+ar80R86Vt5xgJxDHXUv1pLTP1fS6qye1ZP7DUxeWPBtAAGjinBgBkAPnygGwgNkzJxjHDX5xX2+MlW/JxnlJczbhyRJgd2R5RX80eRvvEut3m4jnnxcNz47mhATQwuwYAZAD5NoAcodiAJSuQS/s1cOdY+/bkcKytc4wEYudybq91Fhvrdnv2Dyv1cfmjATSABs6tAQAZQL4MIAueDME11rBl2wKMMcZt2ZYc0dc5DLOj7ZbaYp3PbPtMvKb6XDjnvnB4fjw/NIAGzqIBABlAvgR0GKZsawBZPvY3hK1Z+6d2La407zyjgdj5nL+0/qzjsW63z/JRpU4AAA2gATRwfg0AyADyZQA5Aq+hag2U5VcDic5nq5ja2FJ+xRtkR9tYZ2n9Gcdj3W5z0Zz/ouEZ8gzRABo4mwYAZAD5UoBsIDZcyXosZzW/BIoxT+qb9pfyxDnnHA3Fyufccb0ztNO61T/bx5R6AQA0gAbQwHU0ACADyJcAEQFVCYANX6X5EkA6TjbnUxrP+WrM+fYAY8Nxae1Zx30mPkv3uWSuc8nwLHmWaAANnFEDADKAfGlAFhQbumwjKBvMIkDaLzeX+sX+Ulu59gTjtVqXajtqzues9d0+40eUmrn80QAaQAPX0wCADCBfHpANxIYwW8OzAdHjth4vWfmV5jzuXHvAsXN7rbPYWLfbXC7Xu1x4pjxTNIAGzqwBABlAvg0gl0DZkGZbC5ryL/k6F2D89rtn5DPxmal/5o8ntXP5owE0gAauqwEAGUC+BKQYvgzBNdYxtga3GluK8fgeYKycyl9T30w+PhPX7j4Xy3UvFp4tzxYNoIGzawBABpAvBciGrxpAlo+hrRYond82xmlsLzB23ty6sYbZ2rFet8/+0aR+Ln40gAbQwPU1ACADyJcBZAOvQUx2DZTlUwOVMaf9Hes5Q+wzrNd0LbPZWJ/bXCjXv1B4xjxjNIAGrqIBABlAvhQgG4gNZbIey1nNL8FlzJP6eu4ZQJyu4bWXaj9iLq1L/at8LNkHFz8aQANo4D4aAJAB5EsAjECsBMCGttJ8CSQdJ5vz0XgKrnv3XZPqKdWVq/UZY2lt6nOZ3Ocy4VnzrNEAGriSBgBkAPkSECMYywGwxwxvqZ/6KTxG33Qu9uW3NxDH/GmtaT/W9sy2z0trun2ljyR74dJHA2gADdxPAwAygHwLQBYoG95sPWa9lICdAAAbdElEQVSY9Litx0tWfhFg92qX6tF4qbZnjKd1qc8lcr9LhGfOM0cDaOCKGgCQAeRLQI3gzL8Wr1mDXcnWwqXi94Ji5XV9pXo0X5rbczyty/0rfiDZExc/GkADaOCeGgCQAeTTA7IAzUC5Bsdx3mBnWwuV9t8Ljp1/rR75rfmMno+1uc3lcc/Lg+fOc0cDaODKGgCQAeTTArIBLYKqxyIIL7Xl3wKR8o/rjW631NPi27LHnK/W8npuX/nDyN64+NEAGkAD99bAIYCsCxbh3Vt4W56/AW0JTu2zBMeak18OCNMx51tac8uc86frLvVra1/KsTaX1qX+lmdHLO89GkADaAANnEEDTwVkX7YCCbfPcEjUOM/LLN20gKh1VgJlzS9BouNb1mzxdf6lGkpza7WX4mrGXZfXcJ93YZ53gWfBs0ADaAAN7KeBpwGyLtgcOGicB7zfA77K2RrQchqqGVN8DpI1ngPGrevV1pRbu3asVHttfMnPe9e821fREfvgW4MG0AAaQAM1GtgdkH3BLgGDfWoKxudewrY2lvRTO+dcEZQ1loKixmpz9vi5jnTd1n6u9tYc0T/W5Tbv273eN543zxsNoAE08I4GdgNkX7AtAOEYHg4vqLXQop9aX+dO/wbZ47V5Wv2cP0LplrbybYl3bFqX+ryDvINoAA2gATRwZw0MB2Rftq3wEP2d484P5s571/OPetirbZ3Z7r2OgXSUVd1bcnnfzuP+nbXH3gECNIAG0AAakAaGArIu2JGQoXwI9T5CNaCN1NDRubSnLRC7FLslt89a+d3mXbvPu8az5lmjATSABpY1MASQfcHuASPOzYNcfpBnPh8/4z30c1RO72kJcLfOaY3WHLEut8+sHWq/7neBZ8uzRQNo4EgNbAJkX7DPgBCvdeRhsfbYl9XP9Bn6edYa3lMruPb4a63auLQu9dHzWD1znpwnGkADaOA6GugCZF+2z4KOuI7XRoTnFqGeY3yuZ29bl7XAOsJPa9bkibW5zftz7veH58fzQwNoAA3sq4FmQNYFOwPMqA7Esa849jhfA9oMGhpVg/ZUA6qjfdbW9VlrXbf3eKbkPN97yDPjmaEBNIAGljXQBci+bEcBRksery3Lw11+uDOdj59by7Oe3dd7Gg2+tfm0fs43rUv9mbRALed5b3lWPCs0gAbuqoEuQPb/0IIu3mdCTAQCLv3zvLTP1skITS7VrDn9l4PTZ46lNaR1uX/Xjxv7Ps83gmfFs0IDaGA2DTQDsjagizdCsvojoKSUwxe94UP92Q6Ser755fZzKz3XGcddc7Su02PW4dFW9biGWJvbaPKbNcmZcCZoAA2gATRQo4EuQFZiX8J7grLXSCGgZmP4HPcC+LkZLM9gXXPUWqptz81iXbOsanIf7R+nfc6es0cDaAANXEMDmwBZAOFLOYWJLVDknAaR2Fcb8c0pPj+nLc/+2bGu2Vqz1bg1bZ17bharGl2L2rwXc74XPBeeCxpAA2jgfBrYDMiGCING7PfATnrpx75gABCYU2R6Lj3P+8iYVFuGTevMWp4ZkLUH3ok53wkuRJ4LGkADaOC8GhgGyIYJXdaxrX4NBPmiN6So73a0Gkdw8wjOz63mGc/i45qjrtK2fKzjmQGZd2Ged4FnwbNAA2gADVxHA8MB2TARAcNAkgMkzxlQ0r7HbTWPAI8XoJ9T7pnOOuaaraUlK18A+Xid8a7zDNAAGkADaOAIDewCyAYLA0naF0B5zpCS9j2eWvkdcVCs+c4L6uc0KwTn6nLNqZaW+oqxbmXVX/I/Ys77QptcHmgADaABNIAGxmpgV0A2YKzBRi18AARjH37ry6TzzwHozGO12koBV3HW72yA7PdANavd+hzxP/Y94vw5fzSABtDA/BrYBMi+qCNIlNrRV21f7m6ngJL2HS+LsJ4rLJ/9zCCc1uaaUx3V9hUftax+bexeft6Ta5HlXXjuu8B5c95oAA2ggXtoYAgg++KOQFFq29eX/BpMRH+3EedzxOnzTuFz5r5rXtPV2rzyRA2rvxaz53zcl9u8B895DzhnzhkNoAE0cD8NbAJkA4QvbFuPl6z81mDCuWztrz5C3VeoPvOZQThXm+q2TrZa5Yr6HZm7pTY/C8W4jf731T/ny/miATSABtDAEEA2SPgCl/VYzmp+CRJintRPcwh3P+HqfHPwOfOY9ZJqZUtfOaN21d+SrzU23ZP66H4/3XO2nC0aQANoAA1EDQwFZAOFL3dZj0Wr8RwwxLjcvMbkEzdAe4ygffYzg3Bam2suaWXLuHLXaHbLGrlY70lW8+6j8zE65xw5RzSABtAAGqjRwC6ALLDwxW67BBv2sc2Bg8fkU7MxfOpeAJ95Cp8z912zNbGH1RpLmt1rTa2r3N4jOq7TMefEOaEBNIAG0MBIDewGyIYLX/S2hucIAZ6rgQ75jjyAO+fSWc4MwrnaVHONTrb6aB1rOGp2a95cvNbyvty+sy7ZO5ccGkADaAANHK2BTYCcQkQEirTtiz9nc9CQG3Ps0Yd29vV9jjkAnXXMNed0sceY1osaVn/0Oume1D+7tqifSw0NoAE0gAauoIHNgJyCRISKXNtQINsCHDHuCgd/xB58hrNCcK4u19yilRG+WjfqV/0ReZ0j7svtIzTBmlxkaAANoAE0gAa+WQObAFkA4ctdNgLFUlu+BoU1G/PLV30e5Dc/yKUz8RnmAHTWMde8po+95rV+1LD6I9aK+3J76dkx16Z1zovzQgNoAA2ggREa2AzIKSSnYBEhw+0a2DA82BpO1B+x8bvk0HnNCsGlulSzn/dRVjVYr9b4llqUL+5L7btokH1yWaEBNIAG0MDZNDAEkA0ShgBZj+VsBIUcdMQ86bzmznbIR9TrMyxB6Izjrjl95kf0VUvUrvo9daR7cv8ITbAmFxQaQANoAA2ggToNDAVkA4UhQNZj0Wo8BxsxLjevMfnwcMsP12c4IwCXanLNpWd+xLhqqtHsUm1xX26j3bJ2ORvOBg2gATSABmbRwC6AbLAwFKzBRvRbAg7NyXeWw5upDp9hCUJnHHfNa8/8iHnVZh3Lql9bR9yX2zNphVq4gNAAGkADaAANLGtgV0A2WBgSZD1m2I1zNQAifx7qqw9VZzIjAC/VpJprnvdRPqqvFZAVE/elNlp9VaucB+eBBtAAGkADZ9DAJkBOISICRdo2PORsLQQ59gwH+4wafR5LIDrbnGuufeZH+anOqGH1S7V4T/Zx/xkaYA0uGjSABtAAGkAD4zWwGZAFAxEk1tqGB8NECTrS8Rh3dyH4LGaD36V6XHP6XGftq96oZfVztcZ9uX13fbL/8R9qzpQzRQNoAA08VwObAFkAYSiQjUCx1JZvDjZyYzG/5tW/q0h8FksgOuNcy/POaeCIMdUcNZzuwc/CmlT/rrpk38/9aHPenDcaQANoYH8NbAbkFJJTsIiQ4XYKGzkAMoDY2kf9OwpD+54RfpdqSp+dn+Hs1nXLppr1nPeg/h31yJ73/zhzxpwxGkADaOA4DQwB5AgRBogIF5631ZwBI7UxPuensTsJxuexBKKzzbnm9NnO3o91qy29eixa7cP9O2mRvR73oebsOXs0gAbQwHM1MBSQIwAbIDwWreZysOSY0rzB5A4i8VnMBr9L9bjm3LOdeSyt233ZCMnWn8bvoEH2+NyPMefNeaMBNIAG5tHALoBsGE5BI45HYIp+cTzXvgOcaI9LIDrjnGrOPa+Zx1LduR8/UB6zjXO05/mQ8Sx4FmgADaABNDBSA7sCcvz1zYDhMYGTx2xrYEq+Iw9gplw+hxkBuFSTa655djP5xLrdnkkL1MKHHg2gATSABtDAcRrYBMgCC/8qvGYNITlbC06OvZpgvK8ShM447pprn90sfrFut6+mJ/Zz3AeVs+fs0QAaQAPX0MBmQBZkrMFxnDeUyLZAU4y7ivi8pxkBuFSTa255djP4pnWrfxUdsY9rfIx5jjxHNIAG0MA8GtgEyAJfg4dsBOGltnxroSnmV4z6VxCQ9lGC0FnHW55b7fPd2y+nn6to6ArvAXuY5zLgWfAs0AAaQAPf0MBmQDYIRxDxWMnWgFbMFyHq7HDjfc0Kwbm6XHN8Dmdox7rd5uX/xsvPWXAWaAANoAE0gAbyGhgGyIJhQ4htDyA71jYFMY2f8WF6PzkAnXXMNafPYPZ+rNvtM2qGmvMfLc6Fc0EDaAANoIG9NTAUkA3EhhJZj0Wr8RxkxbjcvMbks/ehjMzvPc0Kwbm6XHPpGcw6ntZ9Nq2M1B25uDzQABpAA2gADfRrYBdANgwbWGQ9Jqt+hKzoF8dzbfme5YGr1hyAzjyWPpvcM5hxzBpSbW6fRSfU2f8B4+w4OzSABtAAGthDA7sCsmHYwCLrsQgynq8BL/nucRAjc3o/M4NwWptrrnkGM/nEut0e+SzJxYcXDaABNIAG0MD9NLAJkAUk8ZfhpbbhJWdrgcuxswrV9aXwOXPfNdc+g1n80rrVn1UX1HW/DyvPnGeOBtAAGji3BjYDskFlCY7jnP1la2Erxqg9m+hc38wgnKut5RnUPqu9/XzWXsf92TRBPef+MPL8eH5oAA2ggXtrYBMgC3wNKLIRhJfa8jXgrNmYX77qzyRa1ZODz5nHfKZrZz/bfKzb7Zm0QC33/pjy/Hn+aAANoIHraGAzIBuEDSyyHitZ+azBV8wXfTU+gwBd38wgnNbmmuN5nqEd63Z7Bg1Qw3U+hDxLniUaQANoAA1EDQwDZMGw4cW2B5Ada5sCnMbjBp7ddl0pfM7cd83pWc7eT+s++tk/W2usx8caDaABNIAG0MAxGhgKyAZig42tx201nsKZfW3Tefc1f5RYtPbMIJyrTTX77M5irQHX7v5Rz511j/k4ce6cOxpAA2gADRylgV0AOYKw4cZjsgYfA5t90nHPRyufZx+W68sB6Kxjrjme3RnasW63n/28WY8PMhpAA2gADaCBe2tgV0A2FBt0ZCMgx/FaeFPMs0Tr+maF4Fxdrrn2PGfxi3W7/aznzDr3/gjy/Hn+aAANoAE0kGpgEyALZAzBa9bQk7O1kObYdBOj+14nB6Czjrnm2rOcxS+tW/3Rz5N8fPjQABpAA2gADaCBFg1sBmQDzhoge97+srWQFmPUbtlgq6/yzwrBpbpazrL2zPf2i89Ua7nf+rzw54OHBtAAGkADaAANjNbAJkAW9BpsZA3Ba1a+tQAW8xukRh+C8nmdEoTOOO6aa89yFr9Yt9t7PFNy8sFEA2gADaABNIAGejSwGZANwwYdWY+VrHzWYC3mi74a79loKcbrzAjApZpcczyXM7Rj3W6XngvjfNDQABpAA2gADaCBozQwDJAFw4Ye2x5AdqxtCn4aH3FYzl+C0BnHXXN6JrP307pHPcMROiAHH180gAbQABpAA2gg1cBQQDYQG4hsPW6r8RTq7Gubzruv+XQTrX3lmBGAl2pSzT6DM9n4PN1ufV748+FCA2gADaABNIAGnqmBXQA5grChyGOyKezZJx3PgaB8eg/I6yyB6Gxzrjl3FjOPxbrd7n1uxPFRRANoAA2gATSABp6pgV0B2VBsQJKNgBzHa2FPMa0H5HVmg9+lelxz7bnM4pfW3fO8Wp8v/nw00QAaQANoAA2ggZEa2ATIgh9D8Jo1OOVsLdw5tuUAFLMEojPOqebaM5nFz8/G9bjf8qzw5eOGBtAAGkADaAANzKCBzYBsEFoDZM/bX9YwtWZjjNo1B+eYGQG4VJNrXjuP2eZj3W7XPCN8+AiiATSABtAAGkADM2pgEyALeg1EtgbhJSvfGshzTlvFqL10kPYtQeiM46655kxm8ol1u730bJjjI4gG0AAaQANoAA2cQQObAdkgbECS9VjJymcN9GK+6Kvx3MHaf0YALtXkmuP+ztBO6y49k9xzYowPIxpAA2gADaABNDC7BoYBsmHY8CTrsdRqrgSCMT7no/n0UDVWgtBZx5fOILfvGcbSZ+N++jzo8+FDA2gADaABNIAGzqyB4YAsGDY42dYAsn1tS0CoeR+4fWeF4Fxdrrm0v1nHY91u+zlg+QiiATSABtAAGkADV9LALoBsIDZIyXrMAB1BMPrF8Vw7+uYAdNYx153b08xjsW63r/QCsBc+6GgADaABNIAG0ECqgV0B2VBssJKNgBzHayFRMbNCcK4u77F2f7P4pXWrn4qHPh8UNIAG0AAaQANo4Ioa2ATIgiZDcI01dEXbAoSOy4HojGOqt2V/s/j6nFWP21cUP3vio44G0AAaQANoAA3kNLAZkA1QNYDsX48dUwuE9redEYZjTa6zdn+z+MW63c6JhjE+JmgADaABNIAG0MCVNbAJkFPgFVTVgLL8aqDQkGarGLUjjM7UjnXW7G8Wn1i321cWPXvjo44G0AAaQANoAA0saWAzIBuIDVayHitZ+azBYcwXfTU+ExS7lpo9xX3M0PYZuxb1l8TCHB8TNIAG0AAaQANo4A4aGAbIhmFDl6zHUqs5Q1lqY3w6p77mDaUzWNebq3XmsVi323cQPHvkw44G0AAaQANoAA2saWA4IAuGDVy2NYBsX9sSXGoeMH67+A+M0rl5PJ6v22siYZ4PCRpAA2gADaABNHAnDewCyAZiA5htHE+BzT4eL1n5HQnItXWW6j9qPK1b/TsJnb3yYUcDaAANoAE0gAZqNbArIEcgNqBpTG2Bosfcr4FH+R4FyC111uzlGT7pGbtfKxD8+JigATSABtAAGkADd9PAJkAWbBmCa6zhLNoWSHTcswHZ67bUOoNvrNvtuwmc/fJRRwNoAA2gATSABlo1sBmQDV41gOxfjx1TC5H2t30WIHu92jpn8Yt1u90qDPz5mKABNIAG0AAaQAN31cAmQE6BVzBWA8ryq4FJw52tYtTeG5DjejV1zuKT1q3+XYXNvvmoowE0gAbQABpAA70a2AzIBmLDma3Hc1Y+S1DpHLbRV2N7AvJabbGWWdo+J9fufq8oiOODggbQABpAA2gADdxZA8MA2SBsOJP1WGoNcjnAjPGl+T0A2evm1px5LNbt9p0Fzd75oKMBNIAG0AAaQANbNTAckA3DhjVZj9lqLIXO6J/Oxb78RgKy141rnKEd63Z7qxiI54OCBtAAGkADaAANoIG/eOwGyIJhg5ttDpA9Z7sGp/IbAci1663V8+z5tG71ETIfMzSABtAAGkADaAANjNPAroAcgdhgZ3AWWHpMthY05bsVkFvWq63rGX4+r3h2vAzjXgbOkrNEA2gADaABNIAGpIFuQFawgc0gvGbtH20LWCpuCxx73ZY1Z/CNdbvNC8wLjAbQABpAA2gADaCBfTQwBJANbWuA7F+P7V8Ln/bvhWPH1643i19at/q8CPu8CJwr54oG0AAaQANoAA1YA5sB2VBsmHN/ycq3BkKdsxeMFVe7Vk09z/Lxvr2e+35oWF5gNIAG0AAaQANoAA3sp4FhgGwgNsy5n7Nr0OocW8F4bR0D6EzWe1dNbvMC7PcCcLacLRpAA2gADaABNJBqYDggG4gNd+5HuwSumgOM33qB4/Rh0ecFRgNoAA2gATSABtDA/hrYDZAFxCVIzgGyfXvh2PEz/RpcU0tat/oIf3/hc8acMRpAA2gADaABNFDSwK6A7F+NDYGxb3j0XC8YK045nO8s1vt27e6XHhTjvMRoAA2gATSABtAAGniOBp4CyBGMDYK2W8HYgHkWMFad3ntsI/jnCJ5z5pzRABpAA2gADaCBNQ08FZBTUO6F4wiYgDEiXxM582gEDaABNIAG0AAaaNHAIYAcQbkFkq8Axv7VuOUh4ctLjQbQABpAA2gADaCB52ngUEAWKBt610BZfmf6tdgg7P3FPgJ/nsA5a84aDaABNIAG0AAaaNXA4YAcf00WTKagHAHzTIAc63a79eHgzwuNBtAAGkADaAANoIHna2AaQE5B2VB5JiiOvxLHNsJ+vrA5c84cDaABNIAG0AAa6NXAdIDsP7s4MxgbjnsfCnG80GgADaABNIAG0AAaOE4DAPLX3t78t83x1263EfVxoubsOXs0gAbQABpAA2hgiwYA5A2AbBj2L8bqb3kYxPIyowE0gAbQABpAA2jgeA0AyB2AHMHYcIyYjxczz4BngAbQABpAA2gADYzQAIDcAMg5MOZXY17EES8iOdARGkADaAANoIF5NAAgVwJyhGO3EfI8QuZZ8CzQABpAA2gADaCBURoAkFcA2TDsP6XgF2NevlEvH3nQEhpAA2gADaCBOTUAIBcAOYKx4RgRzylingvPBQ2gATSABtAAGhipAQA5AWSDsazBmF+NeelGvnTkQk9oAA2gATSABubWAIAcANlwDBjPLVo+KjwfNIAG0AAaQANoYE8NAMhfe/sBGPOS7fmSkRt9oQE0gAbQABo4lwZuDcgRjP2rMQI+l4B5XjwvNIAG0AAaQANoYLQGbgvIEY7dHn245OOFRQNoAA2gATSABtDA+TRwO0A2DPsXY/UR7vmEyzPjmaEBNIAG0AAaQAN7aaAbkAWWP/+jb77797tqj/pPuQWwI/8DjHmJ9nqJyIu20AAaQANoAA1cSwPdgCwh7AXJIwE5grF/NUbE1xIxz5PniQbQABpAA2gADYzUwCZAViEG0JG/Jo8CZNdmMFZ/5OGRi5cRDaABNIAG0AAaQAPX08BmQLYoDKMjQHkrILsWwPh6grXesDxbNIAG0AAaQANoYC8NDANkFyg49d8iG1Tdr7W9gOz1/LfL6rsuLC/R/9euHeQ2CAMAEPz/H/uXVj6sZKEcIAXsw5wsmgQTMq4WBAMMMMAAAwwwwMAZA7cH8pi0UP32bvLVQG6+OYzFsQVwZgF4DycMMMAAAwwwcDTwSCA3SeF6NZSvBHJzeJwC7twZWWCAAQYYYICB/xh4NJA7sBGxPV5R0Lb9aTwTyO1HGFsAOTOywAADDDDAAAN3GHglkMeBFrTz3eTxt6uB3H7mxynuOBH2YUExwAADDDDAAAMMDAOvBXLgCtw5lI+RPN5TADf2uV5ru/0agWaAAQYYYIABBhi4w8DrgdxBF7ifQrkIPsbx2O5z7cdoITDAAAMMMMAAAwzcaWBZIPclRvB2B7n4LZDbFsbQ58XIAgMMMMAAAww8bWB5II8vWAjPd5OL5OL46RNh/xYbAwwwwAADDDDAwDCwRSCHsVAujtvudSO0DDDAAAMMMMAAA08b2CqQ+7LCGPwsGFlggAEGGGCAgbcNbBnIb58E81l4DDDAAAMMMMAAAxkQyD8whMHIAgMMMMAAAwwwsNkzyH4Qi5IBBhhggAEGGGBgtQF3kN1B/l2N0Pz+ETLAAAMMMMDATgYEskAWyAwwwAADDDDAAAOTAYE8nYydrlwciytpBhhggAEGGGBgjQGBLJBdMTLAAAMMMMAAAwxMBv4AfLsQ4Jy0gikAAAAASUVORK5CYII=[/img]
En vous remerciant par avance pour vos futurs réponses
Apres plusieurs lecture de post, je n'arrive pas a trouver une reelle reponse a la question que je me pose.
Cela concerne la hauteur de la fondation que je vais couler pour mon mur de cloture
Pour que la base de la fondation soit hors gel, je vais creuser à 60cm de profondeur, elle aura une largeur de 50 cm pour une longeur de 17.4m.
Une fondation de 30cm de hauteur serait normalement suffisante, apres avoir coulé un beton de propreté de 4cm.
Mais si je fais cela, alors la premiere rangé de parpaing sera sous terre, donc pour ne pas avoir de remontées capillaire et un enduit ext qui verdisse je devrait mettre sur cette rangé un impermeabilisant.
Le probleme vient concernant les pilier, je veux mettre des blocs pilier imitation pierre, hors comment eviter les remontées capillaire pour les premiers qui seront sous terre
De plus je dois egalement faire une longrine pour le portail coullisant, du coup j'aurais 60cm de beton entre les piliers soit 4m et je devrais faire uneautre fondation pour continer le coulissage du portail sur encore 4m, cela sera donc compliqué de coulé en une fois, il faudra donc avoir des fondations sur differentes hauteur ce qui me semble plus compliqué a faire.
Pour me simplifier la vie je me demande si il ne serais pas plus simple de couler directement 60cm de betons pour toutes les fondations comme ca je fais venir une toupie pour 6m3 qui me coule tout en une fois. Les premières rangés de parpaing seront hors sol ainsi que les premiers blocs piliers
Mais comment ferrailer les 60cm de hauteur de fondations?
Je sais cela fait bcp de questions
je vous joins un petit plan de ce que je veux faire

En vous remerciant par avance pour vos futurs réponses

message
Sinon, passe par un pro...
Va dans la section devis clôture du site, remplis le formulaire et tu recevras jusqu'à 3 devis comparatifs de artisans de ta région. Comme ça tu ne courres plus après les artisans, c'est eux qui viennent à toi
C'est ici : https://www.forumconstruire.com/construire/devis-0-94-devis_cloture.php
Va dans la section devis clôture du site, remplis le formulaire et tu recevras jusqu'à 3 devis comparatifs de artisans de ta région. Comme ça tu ne courres plus après les artisans, c'est eux qui viennent à toi

C'est ici : https://www.forumconstruire.com/construire/devis-0-94-devis_cloture.php
En cache depuis le jeudi 03 avril 2025 à 20h37
Ce sujet vous a-t-il aidé ?
0
Votez !
0
Votez !
C'est intéressant aussi !
Devis cloture
Demandez, en 5 minutes, 3 devis comparatifs aux professionnels de votre région. Gratuit et sans engagement.
Demandez, en 5 minutes, 3 devis comparatifs aux professionnels de votre région. Gratuit et sans engagement.
Clôture : guide, conseils et astuces
Les guides vous aident à y voir plus clair sur la construction.
Les guides vous aident à y voir plus clair sur la construction.
20 idées de clôtures en bois
L'équipe de Forum Construire sélectionne pour vous les plus belles photos des membres et du web.
L'équipe de Forum Construire sélectionne pour vous les plus belles photos des membres et du web.
Photos de clotures en grillage rigide
Picorez des idées en parcourant les photos des constructions des autres !
Picorez des idées en parcourant les photos des constructions des autres !

2
abonnés
surveillent ce sujet
surveillent ce sujet
Autres discussions sur ce sujet :
-
Choix tarière
11 réponses Forum Terrasses, clotures et autres aménagements extérieurs -
Caher talon muret
8 réponses Forum Terrasses, clotures et autres aménagements extérieurs -
fondation mur de cloture
8 réponses Forum Terrasses, clotures et autres aménagements extérieurs -
fondation et élévation mur pour cloture
1 réponses Forum Terrasses, clotures et autres aménagements extérieurs -
Logiciel pour réaliser un plan pour déposer une demande de travaux.
0 réponses Forum Terrasses, clotures et autres aménagements extérieurs -
Question mur soutènement en gabion
1 réponses Forum Terrasses, clotures et autres aménagements extérieurs -
Piquet de grillage
12 réponses Forum Terrasses, clotures et autres aménagements extérieurs -
Soutainement en bois
7 réponses Forum Terrasses, clotures et autres aménagements extérieurs -
Rénovation cloture voisin
4 réponses Forum Terrasses, clotures et autres aménagements extérieurs