Figure 5. Words related to appreciation
sel.apprec <-which(rownames(as.data.frame(res.mfact.23$freq.sup))
%in%c("agréable","agressif","asséchant","beau","bon","chaleureux","complexe","curieux","cos",
"défaut","dens","desequilibri","équilibré","généreux","onctueux","particulier",
"puissant","rond","souple","structuré","complex","velouté","gouleyant",
"malaqualitat","pinassa","potencia","rodó","secant","limite","plat","mou"))
sel.apprec
[1] 5 13 17 20 28 30 37 39 49 69 70 81 88 97 98 102 109 115 119
[20] 120 133 159 163 165 166 190 204 214 216
plot.MFA(res.mfact.23,choix=c("freq"),invisible=c("row","col"),axes=c(1,2),select=sel.apprec ,unselect=1,
legend=list(plot=FALSE),habillage="none",autoLab = c("yes"),cex=0.8,
title="",graph.type="classic")
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAZMCAMAAAD48tjvAAABj1BMVEUAAAAAACAAADgAADoAAE4AAGMAAGYAAHcAAIsAAJ8AALMAOjoAOmYAOpAAOp8AOrMAOscAZrMAZrYAZto6AAA6AGY6AIs6OgA6Ojo6OmY6Oos6Op86OrM6ZmY6ZpA6ZrM6ZrY6Zsc6Zto6kLY6kMc6kNo6kNs6kO1mAABmAItmOgBmOjpmOmZmOotmOp9mZjpmZmZmZotmZpBmZp9mZrNmkJBmkLZmkMdmkNpmkNtmkO1mttpmtttmtu1mtv+QOgCQOouQOp+QZgCQZjqQZmaQZp+QkGaQkJ+QkLOQkLaQtraQttqQttuQtu2Qtv+Q29uQ2/+2ZgC2Zjq2Zou2Zp+2kDq2kGa2kJC2kJ+2kLO2kMe2tpC2trO2tra2tse2ttu227a229u22+222/+2/9q2/+22///bkDrbkGbbkJ/bkLPbtmbbtpDbtrPbtrbbtsfb27bb28fb29rb29vb2+3b2//b/9vb////tmb/trP/25D/27b/28f/29r/29v/2+3//7b//9r//9v//+3///+OpimeAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nOzd/Xcc1b2g+z5xQnZrCPJBvn0IOBB8DxGGEQvCvQkDsXAW43vy5lmG9mSG5JA33Zh0guIYw5Ib1AFZ/YfPfqm3XV0tdW9Vfatr1/P5AavU1Y2sLT2u6qraNZgDAIIM2v4CAKCrCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQaLMDOgCA2tSfqNpfsUZtf7cBxKX2RtX9gnVq4B8MAL1FQAEgEAFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFBEhjGGHAKKyDDGkENAERnGGHIIKCLDGEMOAUVkGGPIIaAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFBEhjGGHAKKyDDGkENAERnGGHIIKCLDGEMOAQWAQAQUAAIRUAAIREABIBABBYBABBQAAhFQAAhEQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFBEhjGGHAKKyDDGkENAERnGGHIIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFBEhjGGHAKKyDDGkENAASAQAQWAQAQUAAIRUAAIREABIBABBYBABBQAAhFQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyOlYQB//+tVnvvfzo2z565cHT9xb4/n8csWPMYacbgX0L1cGxqUfpQkloChjjCGnUwH9eJD6TlJQAooyxhhyuhTQL/T255O/evjwA/OnyyYBRRljDDldCujH6Zbnl6+kBSWgANrToYA+fncw2M8/tC0loADa06GAFmNpCvr0/LyADio09dUB6J+OBtQsDH5AQAG0qasBNUeULt1hFx5AizoU0MJ7oMajweCJAwIKoD0dCqg5Cv+0v/jEHwgogNZ0KaDmPNDnP8+X37dvahJQeBhjyOlSQO2VSMVefkBAsYAxhpxOBXT+tyt+L/UyAYWPMYacbgV0/viTHx55yx9cIaDwMMaQ07GAXhS/XPFjjCGHgCIyjDHkEFBEhjGGHAKKyDDGkENAERnGGHIIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFBEhjGGHAKKyDDGkENAASAQAQWAQAQUAAIRUAAIREABIBABBYBABBQAAhFQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFBEhjGGHAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIAiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFAACERAASAQAQWAQAQUAAIRUAAIREABIBABBYBABBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioIgMYww5BBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFAACEVAACERAASAQAQWAQAQUAAIRUAAIREABIBABRWQYY8ghoIgMYww5BBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoIsMYQw4BRWQYY8ghoIgMYww5BBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgEFgEAEFJ1xcn14J/zZs4P6vhLAIaDojIsE9PSu2q/zawEMAorOuEhAT64TUNSPgKIzCCg2DQFFZxBQbBoCiradfvisUtu30zzaxafeOjIfT9XWPfOny1/FGlOVNHVs+zi7NVJKXb2dPvfQvrJ92NiR/8shbgQULTu9aeOm/t3lcbbnFrdNOSsDelJYQz+w61YwK05U4pp77htuaZ+AoiEEFC0bq+GN+fyBrqLJo87pUG8yHo7U5aPqgJo13BPMGmNXxan543ikrh3NB9/Ys680NSE9ms+u29dgFx5NIKBol66eLZsunMue2yd3n64KaLqG+1yyht2Dn9ikDgbpc9O2mvUJKJpAQNEuVz37gQndON3Pth9UBFRvgO6kz9zJH3HrGYNBmtY0xQQUTSGgaJXu4a77yIYuX7RhrQhoXsJpvg8/zd7ePP3sm98eqaqtVwKK+hFQtEoXMwnbQh51/6oDmjEP2lUmLruzW+kjBBQiCChadeGAmk+e3nQH8M1Dz33rGw8q3z8loKgfAUWrVtuFd4eFSolNjNXu8ci+jzpWWwfFg0gEFE0joGjX+OyDSMVj8ulBpF3vBabq8v+2n0oaORhM2YWHEAKKdrmD5EtOY0rPcRqr/DSmSRLG9Pj9yfWtN9wJ9kkjzZn5BBQiCCha5k6kn1WeSK+zp/fKT++qQkBNaW/b+emSJOq62pLqp5pd+E/3lhxE2j3rqwBCEFC0LL2U84WRfymnnf946hbeKV7Kma6RFnGafnQ8cp9/ye7l+wG1/xcu5UTNCCjalkwmku7LFycTmc/v77mJRhYmExm+mM4wn0/SNHvNfX68eA7p/OSnKn23FagLAcWGOB7lVxOdS3lPJIxoCQFFu7Kj8OM1NhD17ni+MOHdTbSFgKJdU6WufT6ff5UdE1pFMaBrbbkCtSKgaNlY+ceEVmBXz5/tP5ExhhwCirbdf21UPCa0ApUXdOJmTy5gjCGHgKJzVCGgixhjyCGg6Bx1ZkEZY8ghoOgaRUCxKQgoukadXVDGGHIIKDpGqbMLyhhDDgFFxxBQbA4Cim5R6pyCMsaQQ0ABIBABBYBABBQAAhFQAAhEQLF5ZqtfF3/+qtN1pikB1kJAsWlO7648sd0qq64zzyiwHgKKTbPGDTRXWJXpQtEgAopNc8GAlsZ4wu2M0RwCik1Tb0CBBhFQbAJ7o0119fY8naF+R8dx6893ldq+U7q95vyruyOl7PzL6areGoNvpE8s3+ETqBsBxQZI7w1v7txeCOgb+oOte6WAJnd/N59bGlD3xPlJeo953gVFMwgoNsBEDc3G56Eyd3hPb+R+XamXjk7/VLrBu/7v9sF8dt20Nl21HNDkiTrLwxvz+YM9jsOjIQQUG2Bsc5jIA+o+6Qc0WZoWW7sQ0PSJZp213lQF1kJAsQHGais/IT4PqDsB3g9o0tpsc7QyoPaJegM0yfKk2GegPgQUG2CqzLGez91CHtD95MFCHnUVC9cVLQvo/rz4Avpx9uHRCAKKTfBXe2RoaBt6ZkD93fHzAprhZHo0goBiI5z+xh4x9w8iBQU0W4WAonEEFBvj/i1l9rWXBfR4dN4uvF2jGFCOHaFZBBQbxJZwMaDuYLrLY3rA3v6ZBbS4RvpEv7VAAwgo2pelrjKgLov2tPn8NCZ3jD4/t76wRvbESbrnPuEgEppBQLEBJmp4Qyfu/iiposlp1kH9wdaBmbnO5lHH1pxIf9PGMV+1sEbxieb8fPN59uXRCAKKDZBdymm2FO3CjncWkvWOdynncH+ereqvkT9xllzKya48GkJAsQlOD58zp4LesAsnPzUlLRwDuq9DuH07e2/TTCZy9aCwqr9G4Yl2MpHhi6tPcA+shYAiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFAACERAASAQAQWAQAQUAAIRUAAIREABIBABBYBABBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioIgMYww5BBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFAACEVAACERAASAQAQWAQAQUAAIRUAAIREABIBABRWQYY8ghoIgMYww5BBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgABCIgOLijkfDO21/DUALCCgujoCipwgoLo6AoqcIKC6OgKKnCCgujoCipwgoqpxc3/rzXaW2dRdPP3xWqafeOjKfnqqte4d6cfu2W80+tn2bgKKnCCiq6IC+oZTO5Xy2p6zte3Mb0Dfc4r5dK3nshU0KKGMMOQQUVU6uK/XS0emf5qc31VBvbh6O1OUjE1Clrh3NZ9dNWu1jN+bzBzqjBBS9REBRRQd0x34wTdp4PDIbnTqgO/ln08f0ygQUvURAUUU3cdd+ME5C6j7Ic2r+zB6bEFD0EwFFFR1Q+y6n3kt3IdWR1PvwU7vrnjycP7ZRB5EYY8ghoKiSBjT90x2AXwjofro2AUUvEVBUIaDACggoqrALD6yAgKJKtuVZPohUCKj+1GV7en12bGkjMMaQQ0BRJQto+TSmYkDd59z5oJsTUEBOhwL69cuDKk/cW+eLI6CryQJaPpG+GFC9CTp8+8heq5QGVLX1BQNtIKCokh88yi7lPJgvBFTX1fpx+h6o/rilLxhoQ4cCOv/ylTUDWrV6Y19dXPKALkwm4j186E8msmEB3aizAxCjLgV0/vjdweAHa6xPQIXZzdG2v4gCAoqGdSqgtqD756+2HAFtFAFFz3QroOZ90LXe8ywjoE1yb4huUEEJKBrWsYDOH623E19GQBukNiOghTEmoGhY1wKqd+IvsglKQBukmiuoPZClrhbnwa88rGWOZn1Drzl0D6YBLT4BqFHXAjr/4vXX/0f4swloc5RqrKDp6VLuqqjyHPl+QH9WeDAJ6EnxCUCNOhfQiyGgzWkwoBN7Mv/80J6vf9ap/ccjpb79L9mDLqD5xPmX2QZFvQgo6qFUcwXNLsg3zrm4dMuOsXvQBbQwcf6FTuEAFhBQ1KPZgG4dFBaWT2+iu7nrxtg+aAOqN0CzifN35kCdCChqoVSDBTX3snvqrc/tx2dNsGcPIrkxtg/agBanNGUfHvUioOiAv46UPbb++dlTPOuAbt1zY2w/nwY0s8VhJNSKgKILTn9jj6SXNigJKFpGQNEV928pvQ++ZBfeHTXKp8av2oUH6kZA0R22lstutFyc4rl0EGm3rS8YsSOg2HhZApOd9qpkjlWydDm5QMms5E5jmqR77hMOIqFmBBSbb6KGN3T67o9MSP0T6fUO+tbB/PSuSgNqZ37WD5rNVBdQvYp5glmHfXnUi4Bi82WXctotSG+OfHuKk/ZOehrTm4U1k0s50yewK4+6EVB0wOnhc+ZU0BvJkjc3yP09Myl+fh6oW7YPeZOJDF88qHxtIBwBRSTMyfsbdYN69AABRRzs5U/5lUiABAKKOBBQtICAIgruCnwCClkEFDFIDrMTUMgioIhBYRIoxhhyCCgiUJxGjzGGHAKKCBBQtIOAovu8mZwZY8ghoOg8fy58xhhyCCg6r8nbMQFnIaDoukZvxwSchYACQCACikYxvQdiRkDRKAKKmBFQNIqAImYEFI0ioIgZAUWj5APKGEMOAUWj0ptsPHUjuQNH8X4c5i6bh89md+CoB2MMOQQUjcpv87Zt7y2c3RHOLOmAvuEWa7xdJmMMOQQUjSrcaNjcKNO/J7G5o+a1o/nsenrn9jowxpBDQNEoHVAXx6ndzJwq95ao/rRdsrdvzz5bC8YYcggoGuVKObfbnjqWY1fM5IM8pwQUnURA0ai8jRO9164rupsv2YNIZsHd1L0mjDHkEFA06niUvr1pkpmX0raTgKLjCCgaRUARMwKKRsnvwgNyCCgaVTyItLt4EImAotMIKBp17M74TI+4l09jIqDoNAKKRiUn0p9+OLLbnu5EepWdSE9A0WkEFI06Hm39h7tac8duiGaXch7MCSg6j4CiUeYovJtMJPmEnUxE5ZOJmD8JKDqKgEIad35DNAgopDV870zGGHIIKIQ1ffNhxhhyCChkNX77dsYYcggoZBFQRISAQpRSTRe0aoy5tR2aQUAhioAiJgQUkpRqvKAEFHIIKCQRUESFgEKQUs0XlIBCDgFFD5x5d/r5fHZrpHt+1d6dnstLsQYCih4o353+pHh3+vkk3SS+NiegWAsBRQ9U3J3+xnz+YM8u6QevHdl5otyMpQQUKyOg6IEld6d3kZwkUz4zyTPWRkDRA/7d6d0t6o1J+oHhkklAsQYCih7wb21XvDeo2/icn372O3MgiYBiPQQUPbBwc+WM+fzsVrpEQLEeAorIVJ8HekZAZ2bxuRd++YD3QLEuAorInH0ivb8Lb43V1oFbqRjQ7G1TYDkCishUB7R4d3p3i/pUllP/CD0BxQoIKCKzJKDFu9NPkq1Mb3tUZ9V8kIZzrAgozkVAEZklAS3enV43c3hbJ/OuiaS6aXfhP91zB5H0Y3rRPERAcS4CisgsOYhUeXd6vSuv/zNyH7/k9uynbukdDiLhfAQUkVl2FH7x7vTDFw/sBFGz19zHY7efb1bcvs1ReKyAgCIy641xw7cIReQIKCJDQCGHgKLPmr5FKCJHQNFnBBQXQkDRY43fIhSRI6DoseZvsoy4EVD0V/O3CEXkCCj6S+Amy4gbAUVvCdxjGZEjoIjM6mOsKCguiIAiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJEJHuP0hsZVTq6n90UGCggo4BBQrI2AAg4BxdoIKOAQUKyNgAIOAcXaCCh67au7I6XM7Y1dQA+fNbc0dg/Nbpkbxl+1S2lA7e2Qn3rrKF3fPWZugHxyfevPd/WT75yx0lTZO8/PJ4pbJkeCgKLPjkd2JiYbOd26N93ETLZuk3SapmvzLKAne+5T28n6fkDfcK90xkpju6Q/3mnp74uaEVD0mE7Z9sF85oI2NbE8MkuXj2xa9cJ8tqdMOl1AT2+q4Y35/MGeXaMcUKVeOjr905kr6RfdSTOKGBBQRGadMZ6m254mjzqgO/NsaWL7Z5u3nwbUPZLWcCGgO/P86dUr2Z33KTvw8SCgiMw6Yzx20Utb58p3PCoeMErzqD+nty2TXe+J+WAhoPb9zTNXMo/+6/UkzYgAAUVk1hhjnbPdfKnUOvP4Z78zB5LSgOYPTE0DFwK67z+7YiX3pisH9ONBQBGZNcY4j51Rat3sVnoUqRDQjF51aUCXrzQ3G73FaKPjCCgiU1NAZyaEz73wywejWgOqN3rZg48IAUVkatqFH6ste3bo8ahiF95bP12jvAtfsVJychSboNEgoIhMwEEk96cX0KyDU1U8iFRMX37QqRjQM1cyf+xOOIspHgQUkQk4jckdQa8MqNnlzk5jytJnz3FKNyrHqhjQM1fSf1w+4jz6iBBQRGadMdZ5NCfS37TN8wKqHzG78J/uFQ4imUeGt/Wz7qbJ1KuYBS+gZ600LfzX4Gb0XUdA0WfJpZxDE7SFi4asl+wueXIp5yy5StPtpU/dx+94B5HOWinZ9tRxdseR9Odb+DujRgQUvXZqJhO5mk0mYv5MT2N6TYf1xQO71+1PJjJ0k4/M5/f3zNQjJ6WALl9pnLwhmk4qQkA7j4ACLbGbpm1/EbgQAgq0hIB2HwEF2pG8U9r2l4GLIKBAOwhoBAgo0Irsgs+2vxBcAAFFZLoyxoqCRoCAIjIdGWNFQGNAQBGZjoyxoqAxIKCITDfGWBHQKBBQRGZzx7gYSkVBo0BAEZmNHWNCGSECishs7BgT0AgRUERmU8eYffUYEVBEZlPHmIDGiIACEjhcFCUCCkggoFEioIAAzliKEwEFBHDOZ5wIKNA8TpqPFAEFmsdlR5EioEDjuG4zVgQUkdnEMebK91gRUEQmH+PZwcVeidLhPAQUkUnH+PRudqP2MJu6qZjeox4bgIAiMukYn1y/cEA3s6AEdIMQUESmroBu7LuVBHSDEFBEps6AbmRBCegGIaDomtMPn1XqqbeOzMdTtXXvUC9u33aPfXV3pNSL5uDR2AZwx65hHkl7Wn529thUqV2zMFF2xc09YE5ANwgBRcfM9lzbtk37dALfcIu2jscj+7HJ4pKAnpSeXXhsbJf0xzvz/MSjRv4KeebnftGPR1v3zN/vqRv67/maUsO33WeHd8xnh26lNKCFJ5biX3xJNIqAoltOb6qh3tw8HKnLR7Yc6trRfHY9jd/2weAbLoFJMf1ImmfrOD3YS55dfEzXdyfNaKMBLWS+9O+BDuh/usXdw+RP+9nhz0b5SklAvX8KvPh7j6BRBBTdMlVu+0tXaN8GdCf/bBJEt1AZ0PTZ6ZK3dWq236bFHfhmCmozb5pvvnL/3wOT1hc/n89u6v/x5QPzp/kCzWcLK7mA+v8UFOPvP4JGEVB0y9gVM/kgz6n5M3nM9bAqoLotybMn7tleQPWj/3rdVafJgHqZ9/89cB20/y7YLyP77NZBvpILqP9PQTH+pUfQJAKKTtGR23UfTUxjynnczdesCmjelOnCs+fJpp6JT6MXXnqZ9/89cIXM/8zeW9gtrGQDWvqnoBD/8iNoEgFFpxQTqOu3JI+FNctrZMrPNsbJwZgmA+plvvTvgduQzr+gNKDpYXe7kg1o6Z+CQvwXHkGDCCg6pdGA6pzZ5ijVYEG9r7L018kDWgypOTZfWCkNaPFvMs/jv/gImkNA0SnBu/B2r7j0tqD3mH3J5Lh3kxoKaBp/AiqKgK4u35O6OPcbUvzvslfntGlf+SCSfybnTv5QFtDCURo/saUjOPa9xknj0VltF94P6Fm78PP0oST+HDuSREBXR0A3Qfk0Jv8kJb00GOiF3Swk6dbl2B6izvqY9Kr4mP7j8lFyKmWTvMyXDyJVBzRNoncQydtUzuNffgRNIqCrqzOgTjGO9b96nMon0pdOkzcn0t9MzypPNsi2Dszcdio5t8k82yzulx+bFv7bpORrdl9f+TSmJQG9nFx6mv+D6/9TUIx/6RE0iYCujoBuhOzSHXNqZOkwUHKNzzA5q1O5vXzrHbdG+my3lVZ87CQ7s73h7NjMpyfJl0+kXxJQ+7c9HCWXWCXXCRT+KSjG338EjSKgqyOgm2HpdCDmMXOV+VV3lfnJT91hlft7ZrIRbzKRYXoheuGxcbItOG38OFIx8/6/B0vfA33TrZQcJbIPFv8p8OPv/yOBJhHQFdjfue3b6U+3N1WDXVBXbxfWzGZxcM87SK8cKf6qV78Het/OI5HMGLH1Z70JsX2H90DX1IEzLYqZL00msuwgkiv9vPhg4Z+CUvz9fyTQIAJ6vnRuhhdGi5M42P1EpZIrsv1ZHNKld1YN6JuFZ+uAvmHPQyGga+pAQNfEzsnmIqDnyudmUIuTOEzs203zw4qHkqX7yRUi5wc0e6PLzRih1EtHp3/iKPy6CCjkENBzFeZmWJzEYVw86aU81U/peecG1K2QHQlwr0xA10RAIYeAnmucz82wOInDOJknx1h4qPi8VQK6X3iZ5CQcAro2Ago5BPQ8+XnJ9ud4YT4fcwDgc/sJ/6HS81Y6iOTWTy43SV6MgPYeAd1cBPQ8OoRJFiuvQf6rPSVlaBrqP5Q/b9WAptcQElCgIwjoec4J6Pz0N/Zg+8JDpecRUCA+BPQ8S3fhC+7fUu5Kuv2lzyvN/MMuPBABAnqucXpp31RVTOKQmLptzuJDE+95pYuezz6ItDsnoEAHENBzpWUz53WWJ3HImmm3L6un+kme58/8UxlQf8YIAgpsOgJ6vrEavn1kLzBenMRhoobm0sv7o2SrsTiLw8LzvFmBlpxIf/phOmMEAQU2HQE9X3q55o9HC5M45Jdy2q1HfxYHG0vtOfc8b1agyoNI/5FcFZrMK05Ag8R3Hig2FwFdxeHiZCLpVA2nh8+ZU0FvuBVLszi4yTMKhMkAACAASURBVEHS5xVnBao+Cu/Wt08loKEIKOQQ0OYdKxIoiIBCDgFtnt5CJaByCCjkENDmEVBRBBRyCGjj7IEh+f9tb60xxhd7f3nGhMUgoI1TFFSUUEBP73LHIRDQxikCKktojLn9OuYEtHmKgsoioJBDQBumCGicCCjmBLRxioK2ylzFYK+mrboNcvIeqHdnVf82q7Nbo2zJPNddUjG3UxqktxJEjxHQZilFQVulA/qzUX6z06qAendW9W+zOknH7pp77htuaZ+AwiGgzSKgLTNztJgZXpKbnVYF1Luzqregn3ztyE5x4CYkVGZxdt2+BrvwmBPQhilFQdtlbnZ6kHywXx1Q786q3kI6pWv6XPdYab5B9BkBRdSOR+ks1zaN1QHN76zqL6T8+1S7yWEIKOYEFJEr3SmlKqDFO6v6C8bpZ78zB5Iqtl4JKAgoYuOPcX6vPtu/yqPwhTurlhZmt9K3XwgoqhBQRGb9gBburOovzMx9Vp974ZcPKt8/JaAgoIhNOaCVu/DFW/s57s6q/sL4zANQBBRyAX38j4+MP9b9v1sPAY1fOaBp55KDSIv3Rk2lgcwWskZO2YVHNZmAfvnelUHq0o8+r1hDCAGN30JAizc7rbg3qndnVW8hbaQ5uZ6AoopEQD95ZeB78ld1/09XRUDjtxBQc7NTcyJ9crPThXujendWLS7ocJpd+E/3lhxE2m3l74dN0nxAXT4vfff1X+g9+N++/qpLaEu78gQ0fgvvgb7pjqOnG6LWO1WXcpo1vIVjdxGoeslul/oBtStyKWffNR3Qxx+YXP78qPCpf/763/Tnvn80bwEBjd/iQSR3O9TkE4v3RvXvrOotzF5zN1kdL55DOj/5aeGoE3qq4YB+oTc/v7/4nueX7+lt0jbuE0RA47fsKPxKuNwWa2k2oF+/PHi++sYxOqFP3Kt8pFEEtG/WCygTFmA9DQf0vy4/XPTlfyWgaBwBRZM4kR5RWyugzJmFNRFQRG2dgDLrINZFQIFEFlAaihWJBvTx3z/66PetnvhBQLEUc19jbYIBffyeuw7p+RYTSkCxFAHF2uQC+vXL2ZWcLRx+TxDQ+IWOMbdfwfrkAvr+4NKv9Lbn40+uDH5Q9/9zZQQ0foFjrBQFxdrkprN7N7306Isr32ltJ56Axo+AQk7DAc2v4vz65fTKo/wjeQQ0fmFjXO4nBcUqmr6UM5sz5OuXB8n0iY8GbIGiORccYwKKNTR+LfylHyW1fH9w6ScP5/N//u3K4Om6/58rI6Dxu9gYswmKdTS8C29ms7v0E/shR+Eh4kJjzE481tL4QSQzc52bgd5ODcp5oGgYAYUcgaPwX76iE+omtfvHRx89rPv/txYCGr+LjDHHkbAekdOYzF09lswLKoyAAqiP0Hmgf7vS1k08fAQUQH2kTqR//Osr+QH59hBQhPBvIA+k5C7lfPyBTuhPWk4oAUUIAopqzQf0H//f66//v/YuxvkB+dYQUIQgoKjWdEC/eCU599MeQ/ry1fZuCW8RUIQgoKjW9G2NrwwGl555Rhc0uf695QPyBBQhCCiqNRzQ9wffcZue72bXb+qEMpkImlM9xl/dHSn1YvJP9+mHzyr11Fv2Dfnj0da92Z5evDGfz15Tavi2++zwjvns0K2UBrTwxKlSu+ZTE6X2G/87YVM1fS18PoddVs3Hf/u/CCgaUznGxyN7ZvyW/ckzZTS279lHtv7TLe4eJn/azw5/NspXSgJ6Unzi2L7ayXW1I/d3w6ZpOqCbMIddAQGNX9UY68xtH8xnLnanN9Xw9nx+OFKXj1xaX/x8Prupw3j5wPxpumg+W1jJBdQ8UW+nPthLn7iTZhR91WxAH7+7CXPYFRDQ+FWN8dRlbqpMB91/bQH30w7aXXKTxfyzWwf5Si6g6RN1js2Ptdl5n7ID328Nvwf68WDw/EcPH/79vUGL9/EoIKDxqxrjsYukK9843em2H7hC5n+6dfTSbmElG1C9AZo8cZJuyf7rdVdd9FXT09m9m85htxEboAS0ByrGWKdut2JhYupnDheZhWSzMgtoetjdrmQDmq5hNkXTjVXF0fl+a/xEenMV/GATruK0CGj8KsY4T5+3YHfs84AWQ2qOzRdWSgOacY+OVSHM6COJSzkftjuFXREBjZ9cQPW2LHvwPSd3LfxGIKDxC96F9wN61i78PH1IsQnacwQUPZAeNxq7M4/8g0jVAU1j6R1E8mppDjRNOIup3wgoeiA5jUnHcXfxNKYlAXU7525l92BWS7tVqtN6+Yjz6Huu+YA+/vWrz3zv5/k7RV+/zKWcEKY3Hrezk+TLJ9IvCah5hllpJ3tQP2SeeHrXnvw5LfwXfdV4QP9ij8IXDsMTUMhLLuUc2thll3IezJcHdPimW8luiCYPpk8027En2WVNHEfqsaYD+vGgfCIoAUULTs1kIlcrJxNZdhDpvs7l9u158UH7xKGdk2ScvBEw5ThSnwlMZ/fkrx4+/OBKdjt4AorNlx+FB87Q/KWcbsvT3tvYdpOAYvMRUKyk8clE0tlEzIe2pQQUjapljAkoVtL0dHZ5LE1Bn54TUDSMgEKOXEDNgpmSiYCiUQQUcgQDao4oXbpDQLGcquE1GGPIEXsP1Hg0GDxxQECxjFI1FJQxhpzmj8I/7S8+8QcCiiUIKDpG4DzQ5z/Pl9+359QTUFSxF/lc+FUYY8iRuBKp2MsPCCiWUbUUlDGGHIkZ6b1emhnqCSgqKAKKrhGYjemTH3qTLTz+4AoBRQVVU0EBMcwHig2hCCg6h4BiQygKis6RDOg///7RH1ueOpGAbiylKCg6p/mA/uNV+5bn41+7mZWf/FXd/8N1ENCNRUDRQU0H9PF77qC7uSYp8f0Wt0IJ6KZSioKiexoOqO2mDqj989Lrr79uNkOfXvbU5hFQAPVpOKCPdC//7yP35w/MJx7/z4GZUaQtBLQFK930Ir1tW/7fsydEWv6ijDHkNBzQ95Nuvp9vd77f5iYov1wtGK9y27V1A7r8RRljyGl8Oju7uZn+aXxxJbu/nDx+ueQdj7ZWvnAivXmbe94ZAT3jRRljyJGZD7Q4hR3T2fXMZI0bp68c0DNelDGGHJmAPn6XgGIFKwf0DIwx5AhNqPx+vgv/aMAufH8U78CeLG0fuExOldsLdzdir34P1Nya/akbR261rT/f1c++U37RMsa4g8460LjSQci2ND+hst3c/OJKeuTINPUHdf8/V8Yvl6yTPXde5/a94tI7qwb0zcKzdUDf0B/r5/gvuoAx7qCzDjSudBCyLQ0H1NxI7smDuS2pO43pgwufxvT44d8/+uij3z8M+abyyyXq9KYa3pjPH+zZX4Fk6f5IqdUCarZW5/PDkX22Xk29dHT6p9KLLmKMN9QZl0ecdaBxnYOQ8pq+EumROXP+u794+PB/6pL+6LfvXRlcbAP0H+8Ncs//ce0vjl8uSVPl3sZ0jSwsrRhQt4LehbMrqJ2KF13EGG+msy4wO+tA4zoHIeU1fi38F1cGJRfo55evlF7ryTU3ZvnlkqS3FV3z9C/BjtkVy5ZWDOh+4WX0arsVL4quiPMKXYEJlX/tJfQik4nYzdnBM687/2YWLq33rxMBlZRvI0717rYuX3IswB1fX+Ugklt/YnbW0xfzX1T2L4RwhTkO3LHE2+kpF8VjguaH4tA+Wlg1eWzJYUTv5yg94DRRQtutItPZ/fO3r7/6jPbdH/7iIj/x5g3VS8X+frL27UEIqCTztmVq654OaPIzvWpA0/e+ygEtvGg7fzGsLw+o/kGw/t0F1DsmqH8o3nCLbrCLjy05jOj/HI3tUvZ+T+O6NKHyxwu5NEld6x0BAippWUBXPY2JgMajMM3WOD0IaN/J8Y8J6i1Ide1oPrtux9Z/bMlhRP/n6Hjk3i2S+tHoUECzk0oL1j2plIBK8g/zLNuFd+91BuzCozsK8xSm721nxxL9A41u03Fa8diSw4h+QO3O+1RqB75TAa26hOnsy5rKh6+KyuuwXP+ySWZh2XbQfPwt9e1B+mswGHxTKf25NJ3f1h9/wz7uftH04r8o9S+D9PfDLW3G34/llZeznYbB4Nvqm4Pk50EPuR7Ob7j17THBqfq2Xf+b5l9Pc7zQPf3b2WHEgf15+IZ7/Yl5/FvqW/b57gfEPPotpb55dLGvd43lec26FVCWm1ye2J/tgfkF0O00RTQL+kc8C+TA/m4NsoAqL6CXj8z6prdpQO1ruV8YG+TN+vuyvGS5MFd2/g+g2cXQY62S9e0xwW8lPzHfMKOthzx5/rfSfRD7mHmKffWpabEXUP2R/gfZ/vxI/f3mNTvvBYOvhde78Aun4LMLv9HMXtptvSV61+1SjdXw7aP5LHnzSz+4dWAfO/NE+tMP7bta+a576UUXMMabpxDQ0lvhpbe0vf3x0mNL3gUv7cKbHzPBSz87FFAzk2ipluZt0bUmF+WXS9YsOVyanMJ51y08597dnLqld5YfRPoPt8aOGfX8vU//RRcwxhtHFTUdUHOQX+78ti4F1JyT/52Dwie+fHfd60L55RJmT9gbvpiOmpscJD08ZJbM6YDLj8K79e1TCwePSi9awhhvnFJAi8cSS8cEywEtPrbkMKJ/MNIeRRLcBG3hPdB/Pvw88KU/Nm8+XHr9Fx8Zv3Vn0q93XRO/XJsgdKK61TDGm0aVJNuH9iBSfm6G5QW09FhhE9N/ivtpSgKq/9idyJ3g1qGDSNrfyteFXvrJei/AL5dRnHUzN1uyRVc/Atpn6egnpzFlsbMnafj74/5j2Zan/+l0y3OcvtF++UjuPPqOBbR0XeilH637Vge/XEZVQE/vyp1eSUB7zZ1IXziWWDgmWL66ovjYksOI/sHIaeG/EjoWUO3xPz769euvv/6jj/4Y8EYxv1xGVUCLbyw1PekDAe219FLOF9yPgXdMsHREyHts2WHE4sHIZNtT/y+EjiPJBPQiU3jWil8u45yAqqanzSGg/ZZMJpL+GBSPCS4cUi88tvQwYuFg5Dh5Q1RsFnuBgF5wCs9a8ctltB3QZjHGHbHZMyWvqPGAXngKz1r19JfL/Ftv33NK5wVzAZ3dGulYXjUzh43dCZfms/ajFr9YxC27Q8dG36pjVU0H9OJTeNaqvwH92ciGMZkXzAZ0kp5Wco2AQozeu772+Xz+1bIrybql4YDWMIVnrXobUGWPW2a3F0oulbx2ZN+QTw6Guh/nJKotf8WI1zj9h3tz77W5uoYDWsMUnrXqb0C3DpIPsqt+JskeVPo5F1BFQNGw+6+NzriSrFuaDWgdU3jWqr8BTf61H7t5wYoHkbJT7ryAUlDgfM0GdP0Z6BrW24CW5iZOF08/+505kJQHtHDBXWtfLdAZBLQP8hNGpm5aG3cG8620lQS0OxiXjdL4LvyFp/CsFQHNAzozs4I998IvHxTeA/XmfGj3aw4W9xh3d1zi1PBBpBqm8KxV3L9cS1Xuwo9LB5YIaBd0d1zi1HBAa5jCs1Zx/3ItlU5YUzyIlJ23NM134ZWKoKBRj3FhXL66O1IqPZRdvFG6W3AXSKBhTZ9If/EpPGsV9S/Xcsej5JSlqcomLC5O4L3vTybSbVGPcR7QY3dlhHtvZla8UXo6WYfYlG591vilnBeewrNWUf9yLZfcXsicSO9uL+RmsjW78J/uZQeRYjiveR73GOe7Bnq89IjOssmHCtdJTOzC/FA1OWULnOYnE7noFJ61ivmX6wzHo+Gb7lfvsru9UHrTNuMlO8G33WyJYpOl5jFuduqo9RTeW0mmLfLvn+7eqhnHMY7dIDKd3YWm8KxVfwN6x835ZRfT05hec9eDuEkdTn4qeS+uBvUgoCqrpHvnJUum/SA9OggB3ZtQ+UJ6HNC2vwYx8Qa0cHzPuy9QvpDcFsMcTwq98RjWQkD7YIMi0LxeBNQ75pcvuB37v9o3Z4Y0VAAB7YOgCJiz72fJbYXt3v7b7vPFM2bKE4hHaHMC6p1idlZA56e/sUflN+ULj5nEQaRXn/nez/M317iUU15oQP/T/bLuHiZ/mk97Z8y0EtDqm4r6CrcYDb27Q9WNJwr/bhw+m72nLHTepRfQM3bhnfu3InlPe7M1HtC/XCkdfSeg8gIDqtSLn89n5vD85QPzp4mlf8bMhgbUu8Vo4MTnJ8k/FMmtz05K/2684RbN/0bovEtV4v5vyWGj4kGk1FTu7uj9JXIivZVe0klAO+LYnTRqtuBsgdw5Mv4ZMxsa0OKXE3jnHfMPxY35/EFy89180f27ocxk1LPr9q/fynmXyXfenb7rDUq2PUpABQhcyvnkrx4+/MD86UaTgHZEev1n+mfVGTMdCOgk7CtLm2TuQX7HW3S3Hd/JV2rlvEudye0luwU66Df0H/dHsVwascman5HebXmae8u5ghLQjkj3+9Ma2T8XzpjZ+IAGyqo4Ue6yrWxxp7jFV5yVRVZyHcTQ/kWzN6bNF5K9pcBboM0Tm5HefGhbSkA7Ig9oIaSlA76NBTQ/GjKxxS4ewkm/oKWnA+R3yPPm2FhH/g+F/TYU/9oL/260dN7lqZlM5GrlZCKHzyl39gSaJjehcjqPHQHtiFYDmh32cv937xBOeiHVktMBBoMsoN7T1qIDmvyF0plXMot/bc677C/BGemT28kR0I6oDOiSXfh8vryaZPvMdovPP4TjvqClpwPoMU7C5j9t3f//6gHlvMv+krylxxdXzFSgBLQjKgO6cBCpeEy+TpOkUePiof/0/neLE2hUBtR/2lqW7sJbVRvenHfZS6J35Xw0GDxxQEA7ojqgfrfScI5V3QFN2nRyXaeqdAgnnVB/yekAWUBLT1tPdvboNDmIVDyiXf3OBacN9VDzR+Gf9hef+AMB7YbqgPp7zvpzWwfmvPXaA5oEMimmdwgnnc50yekAWUBLT1tP+k+D+fveyTeIK04+4LzLPhM4D/T5wnvr79tz6gloF1QH1D9jxh6B1t6p/zQmmyP3VmTpHUj/jiQLR7OKAS0+bU1jNXz7yP5t3ST+9t8N80/FwvUDnHfZYxJXIhV7+QEB7YolAS2dGuSmGW3gPFD7ksejZDtXPqDp2ZQ/HnnH/HUkVSmgnHfZYxK39PB6aW7xQUBxPrMPP7YbdaU8n7ULr/e8K3bhwxwuTiZi5p/WpSy9B8p5l/0lMBvTJz/0/mF+/MEVAorz6Ur9/27jt3QIp/ogUnZsq3gQqYl9atXV25WiAcwHig2l+/f/JJH0D+FUncbknw6QbBn6T6uJ3Vmv68XQdQQUm2qSHdv3D+F4J9KrqtMBkluM+k+rR/J2Z10vh45r+DzQ35+x4t9beMudgHaI3qpMj/0UDuEsXsq5eDpAeotR72n1IKAoavpKpCeXzVPz5XttvBNKQDuk+B5mdghnXppMRKmq0wHSW4wWn1aL7LB+ba+ITmt4C/S9weD7VVMsfPlePsOyJAIaF/GWEVB4mn4P1NzR4/k/llb55NXB4NJ/q/t/vAoCGhXxmOUnllJQGI0fRDIzKQ8G3/vFw2T54f961Xxi6a59swhoVKRbphQFhUfgKPwnryR3Rbr0zJXkoyd/Vff/dUUENCbVLWtwjAkoSkROY/rHq4Oi75Z36eUQ0JhIB1QpCgqf1Hmgn/x3u/l56ZkfnnVmU+MIaESWtIwxhhxOpEdHLdsaZIwhh4Ciowgo2kdA0U1L35BkjCGHgCIyjDHkEFBEhjGGHAKKyDDGkENAASAQAQWAQAQUAAIRUAAIREABIBABBYBABBQAAgncF/7Xrz7zvZ/nt+/4+uUB94VHcxhjyGk8oH9xkyhf+lGaUAKKRjHGkNN0QD/OplFO7yFHQNEoxhhyGg7oF1fM/TsePvzA/OmySUDRKMYYchoO6Mfplqe5t5wrKAFFoxhjyGn4vvDvDgb7+Ye2pQQ00Mn14Z22v4Yu6PIYo2uaDWgxlqagT88JaDACupoujzG6Ri6gZmHwAwK6KaK9qSRjDDmCATVHlC7dIaCbId7b8jLGkCP2HqjxaDB44oCAboR4AwrIaf4o/NP+4hN/IKArOh4N78z2lBq+ZU9kcO+BTtXWvcNnldq+7Vaa3RrpFl51S6cfPrtkwV8vuSWb6N8GiJDAeaDPf54vv2/PqSegK9EB/dnIlm7bfMOygL7h7kNpN+0n6V0pr+mF05vJwk55wV9vTkCBWkhciVTs5QcEdGXHup5Dvcl4OFKXj/KA6ggezWfX9ZaoXUUvzPV2qnlsYlefHy4u+Otl9wRu9+8HdF7j18L/7YrfS71MQFejq7d1kHywXwio3aScJpW8fJSvMXYPOd6Cv152T3WxvwoQJ4HZmD754ZG3/MEVAroSXbtd95GNYRpQtw1p3iDNVz257gLqgps8p7Dgr5cFlIICF8J8oJsrb6TdgMwPIplPJSnUTj/7nTlAtO927596K3nL2Vvw11OKggJ1IKCb63i0lWyq22pWBnR2K02hWfqrPeY0dNn0Frz14g5op8YYHUdAN9cKAZ1d1xF87oVfPnDvbc5Pf7Nnq3mntOCtp1TUBe3UGKPjCOjmWmEXfuwdZnLu643Ny0f+grceAQVqQkA3V15F7yBSIaDZG6FTpQpXfKXrZAveekrFXdBOjTE6joBuruNRsiXpjryfEVBz0vy++a87am/W8Rb89SLXqTFGxxHQzWVOpN8+sCfSm1M6KwKqg2h2zT/dcweHJmp4Qxf3vj39qbhQWi9unRpjdBwB3VzHo+GbbjfbbohWvQd67C71VC/Z7c3s6k2zvrfgrxe3To0xOo6Abi5zEOn+XjZvSPVpTK8pNXzxYD520Tx8zpz9ecOu7y3460WtU2OMjiOgm8u/2Agr6tQYo+MI6OYioMCGI6Cbi4ACG04ooI8/+e+v537Y2ttwBBRAfWQCauawK2A2ppUQUGDDiQT00WBAQAFERySg5kYez//+YebzxVWEEFAA9ZEIaHJD+E1AQPum+D7IVMV/GQFkCQW0vZ12HwGNnz/GxYD24CoCCJMI6ON3CSjELA1oPr8qUBOh90AvbcjhZAIav6UBncQ/kQqkiQRU78M/Xff/JgwBjd/yXXigbjLngX5xZfD9jXj3iYDG5uT61p/vKrWtK3n64bPmPnrJGNul7dtpQJMHN+KnEPEQuhLpy1cGg//yTOq7nAeKmuiAvqGUmaJqtuem7PuWHeOTZOkFF9D0wW3eBUWdxLZAOZEeTTi5rtRLR6d/MvOfDm/b2ae/6WZDHd6Yzx/suZvq5Q9yHB51EgloqZ8EFLXRAd2xH0yTe5Ee20n30yX9sJtFNXlwxIEk1EnqSqRLP3rIlUiony6kOzl+nIR0rswH2dLEpjNbzD4A6iB1JdKG/LtPQGNTuF9ecpWRuQd0vmQPIvkPtvFlIlJciYROSwOa3bk5vSfpfvq4Dqj/YBtfJiLFlUjoNAKKNom8B/oxu/BoCLvwaJNIQPUm6Hc248eWgMYm27j0jxNl84ZMOYiEBsmcB6oL+uQf6/4fhSCgsckC6p+plJ6vZE4A5TQmNEbkINKrzzxjz//kSiTULQto6Vz5sRq+fWQvQOJEejRH6jQmTqRHI/LjQ/6lnCrx49KlnActfq2IDwFFp+UB9ScT0bFkMhE0jvvCIzJ2jO3mZttfCeJHQBEZAgo5BBSRMWOcvAHa9peC6BFQREaPsSKgkNFsQN1V8BxEgqBCQCkoGkZAEZnBQCkKChkNB/RVc9K8OZHew4n0aA4BhRzeA0VslKKgEEJAERsCCjEEFJFRioJCilBAH36k/b69eyGlCCiA+kgE9JNXsuPv3215UjsCCqA+zQf0i1e8U5iebHU6HAIKoD6NB/RvrpvPfPf1Z/7NfnSpzRltCSiA+jQd0Eemmd9P3/z88j1T0Dt1/y9XR0DjxxhDTsMBNRchecH84sqgzfsj8csVP8YYchoO6KOFDU5T0PZ24vnlih9jDDkNB/T9weAHpcf1p56u+/+5Mn654scYQ06zAX387uI7no/a3Ifnlyt+jDHkND4b00JA9T48szGhOYwx5EhMZ+er+pwYfrnixxhDDgFFZBhjyCGgiAxjDDkEFAACEdBeOh4Ns4N7U6V23Uf395Qann2d2CybyoB54gAC2k/FgI7VZXda2dRMn7l11tic3lXpRRDMtAlInMb0i498v+U0pvYVAno8Sps5VlvnTJV1cp2AAgWNB7QKAW1bIaCTrIljtXPO0/KAMtk7MCegPVXchc+sHVAKir5r+FLOv39U5fdcytmW0w+fVWr7dhpQu/jUW2Y8xq6JOpCzWyP9wdXbZoVp8qaoTadbxVSW+w0BBjeV65WTPVe+F1xA08Xte4WATtLbsV2bnxfQjSxo38cYkghon5zeVMMb8/mD5HSlfPGy2wY1bTweqWt6abZnV/ECmu3Cb/QtL3s+xhBFQPtkmpzmqUPo6pgtmi66gE6Ss5p0SPfPDegmFrTnYwxRBLRPssNEE5NOvQGaLe7MyweRXCwrA7rZt13v+RhDFAHtEV3M5JojexApP6Y+tVudeUBPP/udOZBEQIGzEdAe0QFNinly3QU0s3UvC+jsVvrJJQFVaqML2u8xhiwC2iMrBXRmPvvcC798cMZ7oBut32MMWQS0R5buwjvj5J1Qd0GnfxDJLRFQwENA+6Qwb4g7iLTrP7pTaOQ02YV3B+oJKFCBgPaJy6A7AfSOOfiezCMyyQ8ipY3Uq5gP0meMVWcCCsghoL0yVsO3j8xJ8jag5nTQ23aSuvw8UB1Oswv/6Z5Kk6kXzRrJ0u65/w+gPwhor5jtSuPH7lLOWXIpp8tidiWS9ZLbwZ+6pXfstqd9+nkzjgD9QUB75nBxMpHhi24a0PQ0ptfcp5I3TM009du3k533k5+q9G1UAAQUAEIRUAAIREABIBABRWQYY8ghoIgMYww5BBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgABCIG7UeaAAAIABJREFUgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoIsMYQw4BRWQYY8ghoIgMYww5BBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFC1TbXwBQCwIKeUpRUESBgEIeAUUkCCjEKUVBEQcCCmmKgCIWBBTSFAVFLAgohCkCimgQUAhTDReUMYYcAgpZioAiHgQUopRquqCMMeQQUIgioIgJAYUkpRovKGMMOQQUkWGMIYeAYgVdOueIMYYcAorz1bi3PVVqd/Gzx6PhncLiyXVvcT2MMeQQUJyvxoCO1eWjxc8SUHQTAcW5ajzgczzaulf56foCCsghoDhPnUfMJ2q/6tMEFN1EQHEegWvXCSi6iYDiHKuctDm7NdJrXL3tlk4/fFap7dsugyfXt/58Vy/eST7/1FtHi88xAb2/px+8YR9MA+o/Adg4BBTnWOG090m6yjWzdHrTLfx7GtA39MLWvfnJnvv89r2F5+iAvll4MAmo/wRg8xBQnG2F64aOR+qa3kqc7SnbvbEa3pjPH+j6uYAq9dLR6Z9MV5PPm+Pw/nP0kto+mM8PR/ZBF1D/CcAGIqA40ypXXk6SwukM7qf/teVMArpj15q6vJpP7Fc8xx2dnyqz6ALqPwHYQAQUZ1rn0nU/jfqDJKD2zHm9PelCqj+/U35OGt1kLRvQJU84F2MMOQQUZ1l58o/Tz35nDgrtm+4llxq5Q+vp9mO+HTlNC5s9p3AU3ubXBrTiCSthjCGHgOLiZrfSxNqAJt1Lj8JnAc2Y3fXicwrn13sB9Z6wKsYYcggoLmxmUvfcC798MFo9oN5zCCg6ioDiwsZq68D8eTxaaRd+8Tnn7MKvhzGGHAKKi8pK5w6hjxcOItlH87BWPKd4EGk3P4hUMW/T+RhjyCGg8aqcOW66xu7w7GCl1QqJLG5N5qcxuTZO0v+z2chceE5S3WnyHPNf7wmrfs09G2O0jIDGq3LmuNUDenp3xV1oHUGzO/7pnjsglJxIP8tPpHcvY4J6276s29EvPic5kf70w5E9Yyl79zR/wup6NcZoGQGNVvXMcasHdPX3IE3+jJfcTnd6KecL3nugLqnW7sJz9Nf6H25552ieXcrpPWFlfRpjtI2ARqt65rgmAjqfvaa3Nl88SLd5k8lEjksBdZ836y08x8TeTSaS/K8Lk4mkTwA2DwHtmUYCWm3J5MlAPAhot3jzxtkNtMqF0kRwX93Vz3Ibciagh3YDcfEFvcfGbo96/S8xe+u1+u4dQEQIaKd4c8Cl7zXaynkLpYngkvcb7fagjuSb2QVApRfUj72RPRYc0Kl+sc9NtNc79gN0EAHtEn8OuIk9SD0/XFzwJ4LT++LbB+bSH1PDqYnlkVlanFQuf8y0NngXfpxGOeg0TqBDCGiX+HPAjYvbh96CPxHcNN32TCK5k6/iv6D/WPh7oPdfG3HsB71AQLvItS29GtIqLpQmgkvamtbUtdW/C1HVY0zDCZyHgHZNPgec2eN+6q3P3aeLC/5EcP4lkelR+Hyd4gsWH+tqQCMYY3QGAe0Ubw64+V/twaGhy2ZhwZ/HyA9hKaDeCxJQYD0EtEv8OeD0xuNv7NH25KzzbGH1gPovSECB9RDQLvHngHPu623I7HxLt+Cn76xdeP8FCSiwHgLaIaU54FLexUVmoTQRXHqA3v7pRbL0ggQUWA8B7RB/Drgsk14zbQT9ieCSLrq7u1UGNJlUjoAC6yGgHVKaA26ihjf0vvv9kQmjt+BPBKefZk6kv2nz6EWy9IILAe3kmfDdHmN0CwHtEn8OuOzqTfMWqLdQmgguedrQbFD6kfRf0H/MvmLApZxt6/gYo1MIaKf488adHj6nsingvIXSRHCnZjKRq9lkIubP9DSm4guWHjv5qeridCBdH2N0CQEFgEAEFAACEVDUQ7X9BQDyCChqoRQFRf8QUNSCgKKPCCjqYE+GavuLAKQRUNRAEVD0EgFFDdQGFZQxhhwCiotTBBT9REBxcWqTCsoYQw4BxYUpAoqeIqC4KKU2qqCMMeQQUFwUAUVvEVBckFKbVVDGGHIIKCLDGENOhwL69cuDKk/cO/+p+RfHL1f0GGPIIaAAEKhDAZ1/+QoBBbBBuhTQ+eN3B4MfXOgVCGjNZgdtfwVAizoVUFvQC91ql4DW6vRuN+98DNSkWwE174OutcteRkBr1dVbxwM16VhA548uthNPQGtFQNFzXQuo3olffRO06phTk19c7xBQ9FzXAjr/4vXX/8eq6xLQs9hbx6urtwtLT72V3Ab+K3Mj+fSu8rNbo2xFc+v4Q73mtlka22uPdlr42s/CGENO5wJ6MfxyZU5vJhdf2gCe7LmFbbt5fzyyC1t2YZJepXltbgP6hlvaJ6AAAe2riRqarchDNbxjazq8MZ8/2FOXj+ye+fbBfHbdtlHH9Jr+3GzPrjg1IT0yj5m6buQuPGMMOQS0r8bFTceprWNaxKnb9nSfnNim2pDah9zT3GMEFD1HQPtqrLayk+D1BmhS04n5IGmrn8e0ra60xyMCCnQ2oF+/+sx3A04I5ZcrY3bGn3rrc/txHsKp3t7UOd311z397HfmQFK+cZo8g4Ci5zob0LAz6vnlyv3VHikamobqEGa27pWyOLuVPkRAAR8B7a/T39hD73pf/KyAzsxjz73wywcjAgqUENB+u683Ly8f+SH0d+HT90qPCShQRkD7ziSx9K5neoDe/Jk1ctqVXXhADgHtqayZNomTpIvupKWkkjqPu1kjzXn3BBTwEdC+mqjhjSO9Dz8yIdUlNKfVn961ldSxNCfS3zSx1B+bXfhP95YcRNo97/8DRIyA9lV2Kac9T36WXMrpgphcyjnczz9WL9lNVj+g9jU27VJOQA4B7a3Tw+fMqaA3kiUzmcgwnT/k1EwmctUtzF5zD4wLe/fpzvvJT5MAA73U1YAGIqAA6kNAASAQAUVkGGPIIaCIDGMMOQQUkWGMIYeAIjKMMeQQUESGMYYcAorIMMaQQ0ARGcYYcggoIsMYQw4BRWQYY8ghoAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKCLDGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAIjKMMeQQUESGMYYcAorIMMaQQ0ARGcYYcggoIsMYQw4BBYBABBQAAhFQAAhEQAEgEAEFgEAEFAACEVAACERAERnGGHIIKCLDGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAIjKMMeQQUESGMYYcAorIMMaQQ0ARGcYYcggoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAKKyDDGkENAERnGGHIIKCLDGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAIjKMMeQQUESGMYYcAorIMMaQQ0ABIBABBYBABBQAAhFQAAhEQAEgEAEFgEAEFAACEVBEhjGGHAKKyDDGkENAERnGGHIIKCLDGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAIjKMMeQQUESGMYYcAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgCIyjDHkEFBEhjGGHAKKyDDGkENAERnGGHIIKCLDGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAIjKMMeQQUAAIREABIBABBYBABBQAAhFQAAhEQAEgEAEFgEAEFJFhjCGHgCIyjDHkEFBEhjGGHAKKyDDGkENAERnGGHIIKCLDGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAAkAgAgoAgQgoAAQioAAQiIACQCACigCzA/2fk+vDO2eu5VY4dzWgswgo1nZ6V+3PCShAQLG+k+s2oCus10Y6GWPIIaBYWzMBPX97NX3MvoGwFGMMOQQUa2s3oMkbCEsxxpBDQFFwPBreme0pNXzryH1idmuklLp623x8cn3rz3eV2n5WGTtZ6766q9d50W4VTtXWPbeqiZyfxNMP9ROfci+cvlSxlavm9rx8M8aQQ0BRoAP6s5Ht47YN4UQlrs1t9d7QH9r/FAJ67J5gy3lGQE/2VP7C6UvdK/y/CSi6h4CiwMRwqDc3D0fq8pFdvKb/0NukroRKvXR0+qc0YWkf1fbBfHZdF/WsgJ7eVMMb8/mDPfvC2UsVEFB0DwFFgS7m1kHywb7ZAL18lC+duEjO/YBO023PwkJFQN3j+SPJSxUU1z4ebd0zbyU8pZs7e01H/e1sjXGy/eu/J1DAGEMOAUWBLuWu+2hcLFxWvd3CYtK6ZEX3uaUB1RugyetNzAfZS6XUQkD/0+3x7x4mf87LAfXeEyhgjCGHgKLAHERyH6Ubn/PTz35nDiTtF/adiwHVZSykcGlA8/3uqXnh8m647mApoEq9+Pl8dlM/cPnA/GleN3vPwDzXf0+ggDGGHAKKArPr7D5yKZzdSo8iLQuon8KzAprRq6wQ0B33ei6P6XsIhYD67wkArSCgKCgFdGay99wLv3wwajag9tOlgO67r8f96b+e+bj0ngDQCgKKgtIu/Ng7pLTGLry/xbjQ2RUC6m9eLga09J4A0AoCioJ0i88dG8oiNV2+C58dbbJ/pvvVCwH1O1sKaLJlWhlQ/9i9F9DiJi3QCgKKguNRsjlnS5hmTtdveUCTjU53XD0N8FiVT2OapJmbLBxEUgQUXUVAUWCOfm8f2BPpd2w4zS78p3uLB5Gys4rMStuF4+TmGad31UJA9SPmDH3z0P68OqBqzYBy7AitI6Ao0OF608UsPfhtvWR3wLNmmS3ShUs5h/axqXvCO4uXcs6S0zaT9ub5y7ck1RoBLb0nALSCgKLAhOu+Lt32bbdsrwJ68UDvknv73Sc/NYXNZgkxk4lcTaaYc89eOpnI0E06cvGAlt4TKGCMIYeAoiA/Ci9GFa0Y0GQjtvCeQAFjDDkEFAVdCGjyBoL/nkABYww5BBQF8gFVvhUCmryB4L8nUMAYQw4BRUELW6DzZNOzNowx5BBQFHQgoOdOG3r2GPsHtirvrnT2LZeAAgKKdmXvfq6oxoBW3l3pvFsuAQUEFO1qJaDpxxWt5Ax9rIGAolWFA/CrIaDYIAQUrVLrFnS9eyWf+XQCiosioGiTdw7oklshlW+unBz/KXwuOaVp+8Cb3yRr4eLTS3dXKqyQfxI4HwFFm/yz6KtvhVS+ubINqPe57P5I71QFtOLpfkCLKxBQrIOAokX+SfRLboVUvrlyMmV94XPJ/ZHuj1TFvUGrnu5dVb9w82Z24bEqAooWlS5Dqr4VUvnmym560eLnCvdHWgxo1dNL05KUbt5MQLEqAorNUX0rpJR3Paf3uXF+f6Sq90AXn+4FtLwCAcXKCCg2R/WtkIzizZXTgGafy+cGdS+wGNDy0xcCWnHzZuB8BBSbo3oOkfLNld38zIXP6YDu5y8wGJQCWvF0P6DVN28GzkdAUbMLnKhZHdDyzZXNY97n8oCaB8sBrXq6F9AlN28GzkdAUbPaA1q+ubK7F2jhc/4ufB5Q94Sqp3sBXXLzZuB8BBSbozKgCzdXLt5m3n0uu6uHORxvAlq4uXLV06tvTzdlFx7rIqDYHGcGNLu58uINl9Oj9uZ8UB1Q7+bKVU+vDGj55s3A+QgoNkdlQBdurqwfK31Op3L49pG9yYcJqHdz5aqne3dXWrx5M7f7xKoIKNbylbkFp7uNhn+s5uT61p91srbveHfhfOqto4VVp/kVmqVtver3QMs3V06uRCp8zsXSHAqy74H6N1euerp3dyV/hfSWS8AKCCjWkcTG5nAhoG/YR9I7FyWXp28vrjq2S/rjcqeWncbk31zZncZU/Nzc3U75qRvuIJJ/c+Wqp/t3V/JfK73lEnA+Aoo16CRtH5jzfkz6ygHV23BHp3/Kt+7M5ekP9myMFq5O30kzWq80oIAMAoo1TNNtz8ULfrINynRKueJG5OL8SPvThR34GrRxTyf0GQHFGpKLzquqmB18SY/yZJen7ywEVD/6r9eb2E8moJBFQLG6/Ix1YyGgbovSP1FTr6VDWb46/TiZeK5uBBSyCChW558jeU5AM3qthek9xqqRk4UIKGQRUKyutoCac4U40o3uI6BYXfUufOka8tIufMWqyU00OF8dnUdAsYZ05uKxOzJUuOS8FFA/taVVzR+7kwbOYgKEEVCsIdmSdEfcvUvOSwGdZ320E334q9oz1ivOo68HYww5BBRr0BuW29nN3rxLzssBNbcnuu2usdwvrzot/Ld+jDHkEFCsI7mUc2jT511yXgqondlDZW91FldNtj11jBs5jsQYQw4BxVpOzWQiVw/cQvGS83JA3WQiwxcXVx0nb4hOmzmOxBhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFBEhjGGHAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIAiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFAACERAASAQAQWAQAQUAAIRUAAIREABIBABBYBABBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioIgMYww5BBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpBDQBEZxhhyCCgiwxhDDgFFZBhjyCGgiAxjDDkEFAACEVAACERAASAQAQWAQAQUAAIRUAAIREABIBABRWQYY8ghoIgMYww5BBSRYYwhh4AiMowx5BBQRIYxhhwCisgwxpDTsYA+/vWrz3zv50fZ8tcvD564t8bz+eWKH2MMOd0K6F+uDIxLP0oTSkBRxhhDTqcC+vEg9Z2koAQUZYwx5HQpoF/o7c8nf/Xw4QfmT5dNAgqgPV0K6MfplueXr6QFJaAA2tOhgD5+dzDYzz+0LSWgANrToYAWY2kK+vScgAJoU0cDahYGPyCgANrU1YCaI0qX7hBQAC3qUEAL74EajwaDJw4IKID2dCig5ij80/7iE38goChhjCGnSwE154E+/3m+/L49p/6MgA4qNPbVYUMwxpDTpYDaK5GKvfyAgGIBYww5nQro/G9X/F7qZXbh4WOMIadbAZ0//uSHR97yB1cIKDyMMeR0LKAXxS9X/BhjyCGgiAxjDDldDejXrz7z3XX23RP8csWPMYaczgZ0zRNAE/xyxY8xhhwCCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEKirAQ1EQOPHGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAIjKMMeQQUESGMYYcAorIMMaQQ0ARGcYYcggoIsMYQw4BBYBABBQAAhFQAAhEQAEgEAEFgEAEFAACEVAACERAERnGGHIIKCLDGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAIjKMMeQQUESGMYYcAorIMMaQQ0ARGcYYcggoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAKKyDDGkENAERnGGHIIKCLDGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAIjKMMeQQUESGMYYcAorIMMaQQ0ABIBABBYBABBQAAhFQAAhEQAEgEAEFgEAEFAACEVBEhjGGHAKKyDDGkENAERnGGHIIKCLDGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAIjKMMeQQUESGMYYcAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgCIyjDHkEFBEhjGGHAKKyDDGkENAERnGGHIIKCLDGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAIjKMMeQQUAAIREABIBABBYBABBQAAhFQAAhEQAEgEAEFgEAEFJFhjCGHgCIyjDHkEFBEhjGGHAKKyDDGkENAERnGGHIIKCLDGEMOAUVkGGPIIaCIDGMMOQQUkWGMIYeAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgiAxjDDkEFJFhjCGHgCIyjDHkEFBEhjGGHAKKyDDGkENAERnGGHIIKCLDGEMOAUVkGGPIIaCIDGMMOQQUAAIRUAAIREABIBABBYBABBQAAhFQAAhEQAEgEAFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFBEhjGGHAKKyDDGkENAERnGGHIIKCLDGEMOAUVkGGPIIaAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgiwxhDDgFFZBhjyCGgiAxjDDkEFJFhjCGHgCIyjDHkEFBEhjGGHAKKyDDGkNO7gAJAfWpvVN0vWKe2v9kA4lJ7o+p+QayDHdjefwd6/w3o9negy197BDr9s1OL3n8Hev8N6PZ3oMtfewQ6/bNTi95/B3r/Dej2d6DLX3sEOv2zU4vefwd6/w3o9negy197BDr9s1OL3n8Hev8N6PZ3oMtfewQ6/bNTi95/B3r/Dej2d6DLX3sEOv2zU4vefwd6/w3o9negy197BDr9s1OL3n8Hev8N6PZ3oMtfewQ6/bNTi95/B3r/Dej2d6DLX3sEOv2zU4vefwd6/w3o9negy197BDr9s1OL3n8Hev8N6PZ3oMtfewQ6/bNTi95/B3r/Dej2d6DLX3sEOv2zU4vefwd6/w3o9negy197BDr9s1OL3n8Hev8N6PZ3oMtfewQ6/bNTi95/B3r/Dej2d6DLX3sEOv2zU4vefwd6/w3o9negy197BDr9s1OL3n8Hev8N6PZ3oMtfewQ6/bNTi95/B3r/Dej2d6DLX3sEOv2zU4vefwd6/w3o9negy187ALSKgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEIiAAkAgAgoAgQgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEI6Ab4+uUn7rX9NbTiy/euDAaXnj9o++toVW9H33j862cGg8F/6e6PAAFt3+N3B/38Ffqbzqdx6b+1/ZW0qLejb6Q/AYPB99v+UgIR0NY9fn/Qz1+hR4PMfttfS2t6O/pG4Sdg8HTbX0wYAto2vQXSz1+hr18eDJ7Uu27/eKWff3+rt6Nv2J+AP87dj8ClO21/OUEIaMs+sTsxffwV+ngw+M6R+cBE5AdtfzXt6O/oG4+y7U7zI9DNTVAC2qov9T+9g+df6eOvkP6dSTc6vriSpLRnejz61vv5ezed/REgoK3SW2GXftLPwwh6/y39lSm0tFd6PPplhZ+GbiGgrfr40vePenoc9lFhp+39fh5G6vHolxFQhPin+aHp56/Qo8Ibnx/3M6A9Hv2yR7wHilD9/BUqRvNRb48i9XX0S/QGaEffxCGg7evnrxABdfo5+j5zMmw3N0AJ6Abo568QAXX6OfqeLl9MQEDb189fIQLq9HP0i8xJoB3dgSeg4szVF+4C8OxHpp+/QgTU6efoF3zZ3cuQ5gRUHAFNcBTe6efo58x8Ik929xtAQIUR0ATngTr9HP3Mx2Ympk6eAeoQ0Pb181eIK5Gcfo5+6oNBx9+9IaDt6+evENfCO/0c/cTHXX770yKg7evprxCzMVk9HX3r0WDwRGfnoncIaPt6+iuUzgbZ6/lAezv6RnevP8oR0Pb19VeIGemNvo7+3B1AynWzpQS0fb39FfoL90Tq8ei72fgJKC6qv79C3JWzz6OfndFHQAGghwgoAAQioAAQiIACQCACCgCBCCgABCKgABCIgAJAIAIKAIEIKAAEIqAAEOj/tHf3rnEcYQCHDwRpbDdGYKcxroywi0BqIUHUBuJz4d4YcgGlUJP4sECYQ3949mP2Y3ZWkfVyayPreRqLubvddfNj9mZ3T0ABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggSURWxWvUcvfu9Gd6ern/6824a+HN3wic3qabvN98+bnXzsXylHBrvz+rXnx5/6kYuzw9XqYHjz7t3h6uBl//p29aT7uzr6k7sdPD86AWURo4BWHr9tR+8e0Bs/8fmwHT8/7HbyMr1Sjow/1R1R2ujuXffmV/0Oa91Os2h2+4REQFlEHtDVQVuhOwd0t17Nf6IL23a0k3ZGWo4M+n6uunnlenjzq3TgB8fXl0fdR7fZNjbDdBSuBZSFbIYp3cVZXdC3ka0008HZgKaUfTmqJpMfqj8uXqd9lCOD+rUqj9U5/mE6vLqo9dn75Wl6c7XH+oVt+uiXo2wT1QZeRf4f/KgElEUMAb1uMxWZuv19uLohoNUWuwlomiHWrX06O5IdVNrYNh3Qpn/Luj3gtOGqlCftJ6ZbcBLPiICyiCygzWn1nddfLqsp5OrF69lkrVOQ18N2q/TVY+VIryrqwdv8z3U/ksL7+bCbx766LiagpqBMCCiLyANaZ63OU/oOtMrQk0+782fVyXa9QN+cUT86ntnEwfH8t6ZVGouONRv935HqU9MvRW8J6HQCagpKTkBZxCSg2/bkeRTQf0+7pZtmpjmz4rOpLyaaD+hm5jvV2wO6XRXZzU7h65lrOoVv/5m5hGou3TxcAsoiJgGtWlYnbxTQ37r1+T9Ou2XwyUn+VR2/2YCWrbwef/l508im3sXl2Xi6Wy8rNYtIZ+lL0WwRaf0181weMgFlEZOA1gs6J+OAtkvll0fNNZkf2/Wi6RQ0fbAM6A1n8OX3lflIfb7eXV7VXQfaTX/7kdFlTLOXfa6DFxTwQxJQFnFrQNt53HY1+mtuajcb0E25JLVbTwNcjlTt+6W/6rOMzS9pAAADIklEQVTb6mWaAL/4NBxpyunMBHR23zxcAsoibg1oW6Fhllj9Nbc8MxvQchZYXnA/M9KksT5hv3rXf+U6XPB/kE7r6yWt5lbOdgL6+XW+wDXzRSoPl4CyiNsCmto291dmLqDl2O50etF8OdIGNB3UNr1a9/PlPympk5nluh5I9zUNN4XOLOXzcAkoiygDmi8i7TWgl8VNR+XIdbPQ3n9L0C66D1Ph6/PphLV5iki9ZvQxO20XUEYElEXctgq/z4DWTw95nL2pHKmtR8fUnomP1+nX+RS0vdl+211v379tenU+D5qAsojyOtA6O4sEtDkNz5pWjhTH1AZ0PLUsjrg+4E13x2e/QzNQRgSURdx2J9L+AvpuNV3WKUda4/nmpghovjqUnvaUbhndCiizBJRFFPfCd8862kNAs1X4TfFlZzmSVO3rt9WesN98Cp9u4lwXM1Cr8IwIKIsonsbU9GhPAR1NHOt7RPMnz5cjvXoe3J7ZpyWj+sBO+o+Nsts9RaQ8hXcdKCMCyiLmnwe6p4AOdyJ9xf1H+eeaG6Cu+pP89fgyptGpefcUkW239jWaqLoTiZ6AsojpE+nb6OwpoMMN6ZtiL+XIqKmjF9sNNDeVJqNl+/4xdsVlTO6FZ0xAWcTkN5HSOfWeAto/jWl3mu2mGixHsknpX91vekzu3FzlN5IOj7Hbth+YrN5DS0BZxCigz3/90I3uK6DdOfx4AtnmshzJAnp99f5ZNfrzh2FbF2+aX+X8kG1+2Oflm+xWzrXngTIioNxH6+90Iu2J9GQElPuo+02kb80D6ckIKPfS9/mBYRNQcgLKvdT9bOa35XfhyQko99Ps4+IX36drQMkIKPdU+YuZS0v3x0NPQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGC/gOhtXRvUx48JwAAAABJRU5ErkJggg==)
French translation of 22 words
df.apprec.Fr <- data.frame(orig= "agréable", transl="pleasant")
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "agressif", transl="aggressive") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "asséchant", transl="drying") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "beau", transl="beautiful") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "bon", transl="good") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "chaleureux", transl="warm") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "complexe", transl="complex") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "curieux", transl="curious") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "défaut", transl="defect") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "équilibré", transl="balanced") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "généreux", transl="generous") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "gouleyant", transl="tasteful") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "limite", transl="limit") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "mou", transl="soft") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "onctueux", transl="unctuous") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "particulier", transl="particular") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "plat", transl="flat") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "puissant", transl="powerful") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "rond", transl="round") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "souple", transl="supple") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "structuré", transl="structured") )
df.apprec.Fr <- rbind(df.apprec.Fr, data.frame(orig= "velouté", transl="velvet") )
df.apprec.Fr$lang <- "Fr"
Catalan translation of 8 words
df.apprec.Cat <- data.frame(orig= "complex", transl="high")
df.apprec.Cat <- rbind(df.apprec.Cat, data.frame(orig= "cos", transl="full_bodied") )
df.apprec.Cat <- rbind(df.apprec.Cat, data.frame(orig= "dens", transl="dense") )
df.apprec.Cat <- rbind(df.apprec.Cat, data.frame(orig= "desequilibri", transl="imbalance") )
df.apprec.Cat <- rbind(df.apprec.Cat, data.frame(orig= "malaqualitat", transl="poorquality") )
df.apprec.Cat <- rbind(df.apprec.Cat, data.frame(orig= "pinassa", transl="pinassa") )
df.apprec.Cat <- rbind(df.apprec.Cat, data.frame(orig= "rodó", transl="round") )
df.apprec.Cat <- rbind(df.apprec.Cat, data.frame(orig= "secant", transl="drying") )
df.apprec.Cat$lang <- "Cat"
To join French coordinates and their translation:
df.apprec.Fr
orig transl lang
1 agréable pleasant Fr
2 agressif aggressive Fr
3 asséchant drying Fr
4 beau beautiful Fr
5 bon good Fr
6 chaleureux warm Fr
7 complexe complex Fr
8 curieux curious Fr
9 défaut defect Fr
10 équilibré balanced Fr
11 généreux generous Fr
12 gouleyant tasteful Fr
13 limite limit Fr
14 mou soft Fr
15 onctueux unctuous Fr
16 particulier particular Fr
17 plat flat Fr
18 puissant powerful Fr
19 rond round Fr
20 souple supple Fr
21 structuré structured Fr
22 velouté velvet Fr
Coord.Fr.Fig5 <- merge(res.mfact.23$freq.sup$coord[1:135,], df.apprec.Fr, by.x=0, by.y="orig")
Coord.Fr.Fig5[,c(1:5,9,10)]
Row.names Dim.1 Dim.2 Dim.3 Dim.4 transl lang
1 agréable -0.3622113 -0.754415703 -0.03913020 -0.18872073 pleasant Fr
2 asséchant -0.6733810 -0.803561875 -0.10146317 0.27194795 drying Fr
3 beau 0.1846424 0.693693657 -0.09449363 -0.34464145 beautiful Fr
4 bon -0.3661349 0.786808717 0.47009306 0.30805796 good Fr
5 chaleureux 0.6657340 0.554044958 0.10360208 -0.21357552 warm Fr
6 complexe 0.5960483 0.507511318 0.86628447 0.57018982 complex Fr
7 curieux -0.3052359 -1.593741775 0.60169221 -0.23240807 curious Fr
8 défaut -0.5966568 -0.571192552 -0.15997103 -0.21422006 defect Fr
9 équilibré -0.2666819 0.078640165 0.40186324 0.52297614 balanced Fr
10 généreux 1.5848955 -0.002238351 -0.54439416 0.38322473 generous Fr
11 gouleyant -0.1072808 1.406847717 1.91993029 0.58127433 tasteful Fr
12 limite -0.3052359 -1.593741775 0.60169221 -0.23240807 limit Fr
13 mou -0.7423672 -0.059917941 -0.54080265 -0.20512605 soft Fr
14 onctueux 0.2819501 0.455975637 -0.76596827 -0.65328005 unctuous Fr
15 particulier -0.3052359 -1.593741775 0.60169221 -0.23240807 particular Fr
16 plat -0.7423672 -0.059917941 -0.54080265 -0.20512605 flat Fr
17 puissant 0.2324995 0.244534689 0.06489716 0.28386548 powerful Fr
18 rond -0.5120008 0.979784095 0.58862337 0.08993399 round Fr
19 souple -0.0343926 0.902010962 0.32855234 -0.57750861 supple Fr
20 structuré -0.1072808 1.406847717 1.91993029 0.58127433 structured Fr
21 velouté -0.0738231 -0.198647063 0.25657926 -0.24860346 velvet Fr
To join Catalan coordinates and their translation:
df.apprec.Cat
orig transl lang
1 complex high Cat
2 cos full_bodied Cat
3 dens dense Cat
4 desequilibri imbalance Cat
5 malaqualitat poorquality Cat
6 pinassa pinassa Cat
7 rodó round Cat
8 secant drying Cat
Coord.Cat.Fig5 <- merge(res.mfact.23$freq.sup$coord[136:nrow(res.mfact.23$freq.sup$coord), ], df.apprec.Cat, by.x=0, by.y="orig")
Coord.Cat.Fig5[,c(1:5,9,10)]
Row.names Dim.1 Dim.2 Dim.3 Dim.4 transl lang
1 complex 0.25621245 0.22501723 1.2599178 0.30005544 high Cat
2 cos 0.86235771 -0.09456111 0.4304749 0.27162192 full_bodied Cat
3 dens 0.37408790 -0.18174291 0.9994396 0.21541158 dense Cat
4 desequilibri -1.42400036 0.33008205 -0.9472114 1.37192587 imbalance Cat
5 malaqualitat -0.29536903 -1.55529185 0.7231142 -0.25969536 poorquality Cat
6 pinassa -0.84676461 -0.31271027 -0.4607370 0.43321992 pinassa Cat
7 rodó 0.02363637 -0.46725895 0.6915393 -0.35041152 round Cat
8 secant -0.53676643 -0.94764429 0.1811539 0.05678312 drying Cat
To join French and Catalan coordinates:
Coord.Fig5 <- rbind(Coord.Fr.Fig5, Coord.Cat.Fig5)
Coord.Fig5[,c(1:5,9,10)]
Row.names Dim.1 Dim.2 Dim.3 Dim.4 transl lang
1 agréable -0.36221131 -0.754415703 -0.03913020 -0.18872073 pleasant Fr
2 asséchant -0.67338104 -0.803561875 -0.10146317 0.27194795 drying Fr
3 beau 0.18464237 0.693693657 -0.09449363 -0.34464145 beautiful Fr
4 bon -0.36613490 0.786808717 0.47009306 0.30805796 good Fr
5 chaleureux 0.66573397 0.554044958 0.10360208 -0.21357552 warm Fr
6 complexe 0.59604830 0.507511318 0.86628447 0.57018982 complex Fr
7 curieux -0.30523593 -1.593741775 0.60169221 -0.23240807 curious Fr
8 défaut -0.59665679 -0.571192552 -0.15997103 -0.21422006 defect Fr
9 équilibré -0.26668190 0.078640165 0.40186324 0.52297614 balanced Fr
10 généreux 1.58489551 -0.002238351 -0.54439416 0.38322473 generous Fr
11 gouleyant -0.10728079 1.406847717 1.91993029 0.58127433 tasteful Fr
12 limite -0.30523593 -1.593741775 0.60169221 -0.23240807 limit Fr
13 mou -0.74236722 -0.059917941 -0.54080265 -0.20512605 soft Fr
14 onctueux 0.28195009 0.455975637 -0.76596827 -0.65328005 unctuous Fr
15 particulier -0.30523593 -1.593741775 0.60169221 -0.23240807 particular Fr
16 plat -0.74236722 -0.059917941 -0.54080265 -0.20512605 flat Fr
17 puissant 0.23249948 0.244534689 0.06489716 0.28386548 powerful Fr
18 rond -0.51200080 0.979784095 0.58862337 0.08993399 round Fr
19 souple -0.03439260 0.902010962 0.32855234 -0.57750861 supple Fr
20 structuré -0.10728079 1.406847717 1.91993029 0.58127433 structured Fr
21 velouté -0.07382310 -0.198647063 0.25657926 -0.24860346 velvet Fr
22 complex 0.25621245 0.225017231 1.25991777 0.30005544 high Cat
23 cos 0.86235771 -0.094561115 0.43047490 0.27162192 full_bodied Cat
24 dens 0.37408790 -0.181742905 0.99943959 0.21541158 dense Cat
25 desequilibri -1.42400036 0.330082052 -0.94721141 1.37192587 imbalance Cat
26 malaqualitat -0.29536903 -1.555291851 0.72311423 -0.25969536 poorquality Cat
27 pinassa -0.84676461 -0.312710270 -0.46073696 0.43321992 pinassa Cat
28 rodó 0.02363637 -0.467258947 0.69153926 -0.35041152 round Cat
29 secant -0.53676643 -0.947644286 0.18115389 0.05678312 drying Cat
Coord.Fig5$lang <- as.factor(Coord.Fig5$lang )
set.seed(1234)
Figure5 <- ggplot(Coord.Fig5)+
theme_light() + theme(panel.grid.major = element_blank(), panel.grid.minor = element_blank())+
xlab(labx)+ ylab(laby) + coord_fixed()+
geom_hline(yintercept=0, linetype="dashed", color = "grey")+
geom_vline(xintercept=0, linetype="dashed", color = "grey")+
geom_text_repel(size=5, fontface = font.type.FRCat[Coord.Fig5$lang], max.overlaps=100,
box.padding = unit(0.35, "lines"),
aes(x=Dim.1, y=Dim.2, label = transl, color=lang))+
theme( axis.text.x = element_text(size=rel(1.6)))+
theme( axis.text.y = element_text(size=rel(1.6)))+
labs(x=labx)+labs(y=laby)+
theme(axis.title.x= element_text(size=17, face="bold"))+
theme(axis.title.y= element_text(size=17, face="bold"))+
theme(plot.margin = grid::unit(c(t=5,r= 2,b=5, l=2), "mm"))+
scale_color_manual(name="Language",
labels=c("Catalan","French"),
values = setNames(col.margin, levels(Coord.Fig4$lang))) +
theme(axis.title.x = element_text(margin=margin(t=10))) +
theme(panel.border = element_rect(colour = "black", fill=NA, linewidth=1)) +
theme(legend.position = "none")+
labs(title = "Words originally in <b style='color:#FF0000'>**_French_**</b> and **Catalan**")+
theme(plot.title = element_markdown(lineheight = 1.1, hjust=1, size=20))+
ylim(-1.9, 1.1)+
ggtitle("Figure 5. Words related to appreciation")
To plot Figure 5: