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7ihYs1NTUvfvMbC/72lkp1dHRs3LjxVFECGhTfSBRHN6ZuvHfkveBOFoysqanZe//9zc3N+Q9dHMc3btz467/+61//6lf51+/m9PTI8MjJjz/+4Nix999/f9++fQ2NjblFZwEAAABgJeSUAF8VURDv2Lmzs7MzvyWdTh87enRsbKyzszOfU1ZVVfX09rR3dAwMDCwRa5QuahgGYRxFpfV/s7Ozhw4dunvP3Vt6ttTVLSgLa2tra25uHhkeKRj31uC3WnRGUT5rzIeIOctGLrl0cGHd4Sd5Xj6z2bFjxz333FtdXV147OjV0dd+8YtXfvry6Oho4c75KxkbGxsfHz9//vyqVauuXbtWOC1F/WZz62Iu/3TKRZKL5JRR6fqUywZ1cRBs6u5+8KEHa2trC7cPDAy89JOfHH3//TJJZxyk59P9/f3/+I//uGHD+vsfeKDwmx0dHffcc8/rr/0y3/O2tbV18+bNhftMT0/39/fnsrQFtapxMDs729/fPzQ0dOTIkZmZmfn5+ZW8w4tWQ2bvYFHGspnuYhOYXVnxZTqdHhgYOHXq1Lp16wq3J1OpXDVw0QhlF9QsuoYwDKMounjx4iv/+I/7DzzW1NRU+N3q6urSnDKIg9IFNbOLtLRdQlV19V133VU0acNXrhw8eLDsW3rlypWRkZHTp083NTXlPjIAAAAAsBIJUwDwFdHU2NTb19u6ujW/ZWR45MLAhePHTxRWQMZx3NvXt65z3dKjlV2fMsqWRGhxnKvEunDhwvj4eLAw4KytrS2MzcLbvwoPL0wWc8lN4XlL49KCb5W55qLLq6+v3759+6ZNm4qu+fjx42+8/kZhAFkkF/yMjY0NDAzcuHEjX2hYGmJFUXGD3PJXGyzWj7TcYorFp1i+8WlNTU1Pb09vb2/hjN28efPE8RNH3j1Senj+QURRdPrUqd+9+bv5gmrLIAiqq6u7NnQVBpO1tbWrV68ufC5RFOXWGS0dOTf41NTURx99NDAwsMRzLLr3bBQVVfF+tn1fSwPFOMhms10SG9gAACAASURBVKVXm06nx8bGiiYxiqN0Jl36rAvvIn/vUTbKp7n5ZDGdTg8ODl66dKlokGQyuWrVqjIjLww74yDOlX7ekVQq2dHRUXQl2Ux2bnY2vK3wUxkEQTabPXfu3AcffLDy2lYAAAAAkFMCfFVs6dnS1dVVXV2dz0VOneofGhq6fPnylaHL+RQqDMOurq4NGzZUVS1Vcx9FURxFC0sHc4tWlm/HOjk5NT09XVyCGX6SSxYmVYUtWIsOuR0plc+0ChOU0lQy1wm2cMu6zs7NW7bU1tbmjsodPj4+/sEHxy5cuFA44MqDtLIXvOyxi7d4LT4wjkpPsXw95erVq3t7exsKlpkMguDa6OiHJ07kCyIXMz09ffr06dKorK2tra+v75O/UiQSyVSycIf6+vru7u5ciWHhoyn7vFYozr14C2fpjvq+lu68VN/XkkrN0iwwf/tFVblBHKTn56+OXC0Ztkz5Zq4otuxcZDLp0iLFOAzCRMnf4kpGLr21+PavJYRBWFVVVfiaJRKJtjVtu3btWuxN/hSPEgAAAADklABfFTt37ly/fn3+t7m1A69cuTI3OzswMDA2Np7/Vn19/ZYtW/K1cWVF2ZIWr2GQLcmQFkuncl/Mz8+n00s1/Izj4oSvMM8rbCVaGhBGJd1QS7PAzs7ODV0biurzLl26dObMmXQ6vfK5zXejjaKoKFmMoihaQYpWtiaybDgafap6yra2tu7u7oWjB6NXR8+ePbuSGxwdHT1z+kzRxubm5q6urvxv0+l0fjHR3HOvrq7evfvuP/mTPymqWC218pQrlx0WzsxibVQXPfxO1qdcrO9r6dXW1dUV3WY2mx0fGx8YGCgdt/B0YRiGQRjEQZTNJkrGvfXdogGCOJvNTk9Pl24vvbsy9ZThsm9jVJReh2HYunr1D/7sB/fee+8dJfcAAAAAsAQ5JcBXQkNDQ19vXy56zGVCo6Oj58+fv3HjRhAE586dGxkZLty/t7d33brOJQYsH6Et0uM0DMOmpqaiYr4gCMbGxqYmp/L7FGY0+S6vZRvJLp+0LJdx5rS3r8n1tyw0PDw8NHS59BZWXC5WetJ42WMXnc+VrE8ZR8vmlC0tzbmlSQsX+5ycnBweHi66trJXMjk5OTg4WLRbbV1tW1tbfgXQGzduXL5cPG/t7e3f/NY3f/BnPzhw4EB+DdQ7VXRJUWnF6h+2PuUSnWOXDjXj21dW31B/zz335JPgfLvjd4+8e31hM9g4jqM7yUqDIEilUmvWrCnamEmnr1y5UvrqLVtPWfKGlpHJZM6fP59/T3Kqq6sffuSR//HP//xPvve9DRs2BAX/4GDZ9wcAAAAAykqZAoAvt1xmsHnz5o0buwr7Up4+fXpo6HLuu+fOnRsZGclXiYVhuGXLls7OzuMffLBEflP6rShaUGSZr3esra3t6trQ0tJSGGzMz88PDQ1dv369aOeFA5apkixsD5vfXhqZROX6oxZecyKRaG5uaWpqKjpwfHw8d1VlL6mswn2KMppcmeUKHlO0wvUpS6snV7JAY2NjY1tbW1CQPEVRND09PTExsezLEwTB9PT0aMlqnclksqGhoaGhYXJyMo7jkZGR48ePb9+xI1HQjzRMhGva259+5pmtfVsPHz58+PDhEydO5E766dqEli1n/OzqKcvUwi7cOZFIrFmz5pF9j373u98tTOLT6XT/qf6fv/pq2ctYee/ZZDLZ3t6eywULPwUT4xMD588XD1IychiGjY2Ne/bsiQrkLjuZTKZSqUQicePGjVOnThUeNTs7e+jQoeeee66qqqrwTaipqXngwQc2b9m8+667Dh8+/N577xUm0+JJAAAAAO6UnBLgK2HHwqavUTbqP3kynzFcv3790uDgzZs380FLS0tLd3d3U1PTYjlW2TUXy9ZTxkGwfcf2nTt31tXVFW4fGho6f+5cvlNoWaU1kSvJ5D65mOL+qAu21NTUNDY25pOY/ODT09M3b978dPNctv3sSi64bO/WxRetvLO+r7lAsba2Nr8lDMN0Nn1z5mY6kwkWxrFl48P5+fmpqalMJpNKpT7ZLQ6qqqpyOWUQBKOjo++8884DDz64efPmosNra2q379ixqXvTPffec+TIkffee+/EiROTE5MrnNWFMXBxdhtF0crrKRfLKctOYK6jbFEu3t7e/j/84Aezs7PZbDabzSSTyY0bN+65554tW7bkD0yn0/0n+//h//mHc2fPhgsHzP1PmZwyCDLZTO51L7zfpqamxw48tmrVqsKdZ2dnjx8/XuazWXIjyWRyU/emP/83fx5FudT11huVTCaSyWQymUokwqGhoX/7P//bosd97OixI+8e+frDXy86QyKRWNux9rnnn99zz54jR468//7R9997b2hoqOzDAgAAAIClySkBvpzytYBhGNbV1/dt7Vvd1pb/1vjY2Lmz56YmbwVFURSdP3f+2rVrjY2NuS2JRKKnp2ft2rWL5ZSL9Skt3JhLLLb0bHn+hRe2bttWuGcmk3n/vff6T/YX7bzsWVbeVXLZY2tra/PRXX57Npudn5+Poij8VIlL2ZMWrVi52IGLRGXFLW6LlmZcyZxUV1fX19fni2Xzj2B+4RqcpfWj+a/jOE6n5+fn5/M5ZU4ymcwX6abT6ePHT7zyyivf//73i/uUhkEQBHX19bvvvru3r+9re/cefuedQ28f+vDDD2dnZ+90hkvLST/DesqSZ9fe0fGDP/tBNpdSZjJhGDY0NOQnKoqiiYmJdw+/+4tXX33rrbfKdliNF5Ye3nqIQZwtOVljY+Pjjz/+9FNPF33KRkdHX71dqblgldaSRrWJRKJ19eqHvv71xR50FEWrmptLb/za6OiPfvjDNe1r+vr6ij+eYZBMJbs2buxcv37v/fe/+87hQ4cOHT58eHx83A9eAAAAAO6InBLgy697c/fGjRsXNH09c2ZwcLAw0jh/7tzI8HD3pu58LNbb27Ouc11/f3/ZMcvWU7a2tvb29ra2tKbT6VztXXd392MHDjz8yMMLCsLi4Mzp02+9dXB4eHjp3qqllYJlz1tWaSfVovLEVCpVVZWK47iwlDCKosWWCVzZSYu7vK6wADReZCXOOIjDYJn1I5dY2jB/p4VPv+jCSie/7EPJZrLz8/P19fWFGxOJRK7La27n69eu/eLVX9TX1T377HPr16/PXXjRaHV1dbt3796yZctdd+3+za9//eabb5auarn0DJdpe/sHr0+52ARGUbZ4fsIwkUwmksnqRS5vfn7+0uCl8wMDmYIxF0xC7oLjOCgYubq6esuWLdWpqnQ6nU6n4zhuXb36gQfuf/bZZ9euW1d4ihs3bvzqV7/68MMPF3vp7+iNzWazZf8tQjqdfvfIkb/+67/+/ve/v2vnziAoeg2DOI4TicSG9RvWfXPt3Xv2bNu+/Y033shdlYJKAAAAAFZITgnw5VQYruxc2PQ1CIKTJ09euXLl1p5BEAbBpYsXr1y+kslkUlW3/mhYu27dhq6u2trawoq3fNxStoZv9+7dzatWzdycmZ+fz+WUPT09m7q7a+tqC3e7fPnyz/7xZ8eOHl02ESzbRvWPVU+ZSCTCMFE0XbkK1D/ig1hp39cy3VyjRZuR3p63WyVx8TKnCMMwkUje0TtT7gqjlSR8l4eGfvwPP75+7fqBxx/fsXNH4ZKNhRoaGvbev3fTpo0dHR0//elPBwYGVjifpankHdVT3n4NovyjD5ZZn7LcxIZBsMg7mEgkWltbDxw40N7e/s4777zz9qFrJet63lr2Mr4V6OWmvbm5+Z9875/cmJrK5ZTZKFrTvuauu+5atWpVHMdBfGu3mZmZt99++yf/7SeZTKb0qcXlVr5c+kHnCkDL7jA3N/fLX/7y5s2bzz79zNf27l3dtrrsVCRTqc1bNneu79y4aePf//3fv3v4XT9+AQAAAFghOSXAl1xdXd3WrVvbbjd9DYJgYmLi7NkzuSaN+dxx6saNixcvTk5O5tOI6urqnp6e9vb2ixcvlg4blav/27BhQ9eGrqWuJg6GhgZf/unLv/rVr3IXsGw29gesT1ku4yw4NoqiOI5uNcy8PQ+pVGrBipVBHJSWki0uDMOicrIV5pTlywSjqPTUZSovl1uf8lYwtlAymUylUkX1mkU59IIesOVGzmQyc3NzwcJ6wZGRkZdeeun06dOPPProfffd19PbU7Q0aU4ikVi7bt03vvXNRCLxox/9aGRkZCUzXJpKLltOWmaEbDaVWFlOWdLKOI6iTCYTR/lvxslkora2LjdHYRjmKiM3bdp0zz33bFi//ic/eenqyEjRex5FUbBwS319/f333//JmUs/GnEwMzPz1ltv/fBvf3jp4sX8Y1rwIVpiKgo/CgU5axRFE+MTi83V/Nz8m7/57cDZc/v277//gft37drV3NySv9PCaamtrd23b199ff3U5NSpRYqwAQAAAKCInBLgS27Tpk0bN26sqanJbzl37tzg4GBpnnH+/PmrV0cKq6b6+vrWda4rzCkL1+ErX9e4eKI3Pz9/5vTpX7z6i1/+8pfDw8MrufjSTG6FsV9Qru9rHEVxFOUzmlzhWtFRyWSyrq6upqZmfm4uvr3nyusrwzBMFARgwYqD1WjFfV+jMnWiy8xJJpOZn58v/htAKpVbnrMojwwWrp6YkwiCZCJZmODmn+n09HTp/jMzM0eOHDl9+vT77733tfv33n333T09PUW1lbmjVq9e/eRTT125cuXHP/7xSuLGsvWUd9T39db+VcXzX3bPokw0iqIrl6+8+vOf597/3H9TqVRnZ2dPT8+W3p58f91kMrlhw4Y/+d735tPpH/3tDwvn/3YsGsdx8bqPt3cofqmy2ez1a9ff/O1vX3rppdKOr4ncmpcl9ZRxHGcymQsXLhx59918mB3HcZAIk4lkMpFIJBKZbPb9994r/zLnbjmbvTAw8HeDg++9994DDzywZ8+enbt2la2trKqquvfee//Fv/jn//5/+fc3b94sfdZ/3EplAAAAAL4E5JQAX2ZxHO/cuXN954Kmr9lstre3t6GhMYqyURSHQZBMJsJEYv2G9eHCIrOurq716zekUu/lm0wGt6O7bBRFC+OUZUOImZmZX//61z/96U8nJyeLLnKJ9SmX7t26hHL1lHE2iuKC65mZmcmdvbCqsqmpqbl51dWRq8GdVFLmJyGRKDgkDuIojldWTxlHcb4X6O0t5cOzkuz21n0tdq3z8/M3Z24WzXMymaytra2tqZ0r6OtbpkTvturq6lyumZ+obCY7fXM6n0iVHjI5Ofnmm2++f+zo7rt2P/jgA/fd97We3p7CyDyno6Nj3759v//978tW7i6491szGhVeRrCwWnTZSKxM6WqwaJYcZaOiLqkXL138i7/4i8J9EonE6tWr77777seffGL//v35JTzDMFy9evWzzzxz+NA7H330UeEFLJ3Ill58NpsdGDj/V3/1V0Vred56b/PlkQUj5+YhnU4fPXr0f/0P/yHORvmcMkyEyWQqmUgkk8lEIlGa1pfOZDqb/fDDD0+ePNnb2/vgQw/t3bt39+7dTauaSl+SRx599LVfvHbw4EE/fgEAAABYlpwS4Mss1/R1zZo1hRt7e3vb2tpyS0jmoohcXFFTU9Pe3p7bJ7e9sbFxc3d3S0vL6OjognHDIIqjKI6KkrFMJlMYwKRSqWTyk2URq6qqGhsbS2OqJcQlfV9Xvj5laYViNoqyURTcrj+bn5+fmpqan58vuqS2trY1a9qvjlwNl7m2MnlY6fKWiRUueBnHYcn4cRQnSvu+luaUcbT0Ao3ZbPbGjRszMzP5CC13qfX19S0tLSPDw4X3UvZqk1VVDY2NRfWUN2duXh0dzUbR0jd4Y3Lq9wcPnjh+/P373n/s8QN79+7t7OxcMHgyuX79+t27dy+bUwZBEAdBUUC+bNvbMhNSuH8YRHGcLbf05mLNeEvftNHR0V/9+tcXLl2sq6vbv39/fkISiUR7e/vDDz9cmFMGt8o3F0xbFEWFeWGuf+wnb1EiUVdf39jYmP9u0ZwUvZaFv81kMun5dLhwxjJROrPyj2HBi9Tf33/mzJnD77zzxBNPfP2Rh7dt21bUALa+vv6xxx47ePDgsi8VAAAAAMgpAb6cciHBxk2bNnVvKsrhWltbW1tbS2O20vwvDMPevr51neuujo4WBSOFdY23ivDi4MTx4x999HEmeysB2bF9+6677spnY/X19Y8+uu9U/6k33nijsA3mYhlGHOdqwJYPihY5fNGesbfqz+J4bGxsfHx87dq1hVfS2dm5YcOGj0q6a65w2oumMVVVVTaaLZr/VFWqqnpBChhlo2hl9ZSLVV4Wnmhq6sbo6OimTZsKv9XU1NTe3j5S0oO39N1oaGhY076m8JHFcTw5OTk0OLTCmZmamvrtb3976vSpwUuD3/zmNzd0bciPHwdxY1PTxoXXttjFxNEnJYNhGOZexcIJKX2lS7vaRitb4TIul18uWnkZRRcuXPjZz372yCOPpFKf/P2qrr5++/bty77DExMTr/781XTmVlTZ1Nh04PEDLS0tt16PVKq7u/u73/3uf/zf/uPN6ZtLPOv8yJ+0aM5G4ZJVy4tZbP9sNvvxxx+fP3/+1OlT3//+P99zz54FL3wyuXXr1hX+YwIAAAAAvuLklABfQvmQYOfOnes6O4M7r2XKRxRberZ0rl9//PiJ/KJ54cJTFH596O1Df/M3fzMzM5P77f7H9v/5v/k3O3bsyO/Z3d194MCBs2fPnjp1aokr/ySUWnGX13JDldm24H+C4OrVqyMjI/mcMmft2rV9fX0H33prenp6JVNUKIqiTKYg8QqD2rraplVNqVQq1zt3sa6kDQ0NTatW5SY337Fzbm6uzLSUu7EwWCaDGh8fHxoaKsopW1tbN27sOnH8eC53XCLKamlp6eraWHT742Pj58+dC+I4WFkAFsfx5aHLL/3kJ/X19X/6p3+aSH7SZLiquqqpqWn51zI3ShT/gZ+L0i8We77Lvn75RxMGQXpufvDS4OzsbL7wMQiCqqqqtra2fEPdxc57/fr1//yf/4+pyancb9esWVNbV/vcc88VviGP7t93+Mi7b/zy9SWupzQB/RRlwSsxOzv7qzd+lZ5Pb932P9XV1eW3JxKJ1tbWQA0lAAAAACuQMAUAX1Z1dXXbthU3fc0r6lC6WFzR1ta2cePGhoaG4j8/yrQzjXP9Y/O/P/7B8WPHjuVjyyAIEonE3vvv379/f3Nz87LXH4ZhMrFgwCAIkslkYS/Zpf6ESxRfYemxg4NDly5dKgqN6uvr9+zZU1QDVyouXBfwttnZ2cL7DYKgqqqqvaNjTfuaeJH5j4MgCIM17e3r1y9YRvTmzZsTExPl5qW4ZDCRSCw7J9eujd7KFBc+3K1btxb2F13sQaxdt3brtq2FG9Pp9OUrl8+dO5ffUl1d3dzcnCslLAyY49tuX8m1Y0ePFs5S7nbyq04u/aLmVwDNj7nE7YeLNN0teqnCMCw7QhiGiZK+voW1kgveh9zFLMwjgyBIhIlkMlncDXjhBQRxEAZhYVvdicnJV199tfAFCMOwra3te9/73oYNG5Z87RNlL3jZ1LCoQrq5ubm2IH0sK5PJHD12dGRkpPhzcee1mwAAAAB8NckpAb6EcvFMV1fXxo2bamtr8wnE9PT00NDQ+fPnz507d+bMmVOnTvX39586derMmTPnzp0bGBi4cOHC9evXC9fJSyQSvb2969atKzpF0dqTOUVB4NjY2OFD71wYGCi4sqC5pfnA449/7WtfK1rssPDKC89SFAutPKdMJpc/dnh4+OzZs6V1k9u3b3vyySeLgsMyV5sIW1pactVjOZOTk2NjY0W7bdmyZffdd+cCpLLJWUtr644dO/KTnNtnfHw8nwDltuSeY+4uClOlZCK5WHiWP3bs+tjpU6enpqby2+M4bmxs3LFzZ29vbz6lLlvAuqp51a677tq4cWPhsdevX//wxImJiYn87XR1dX33u9994IEHCqsJyypdOnRubm5ifHxFf3FJJIrenKItS9Tg5qYikUhUVVUXbUlVpcqfa2Ez3tKcsvCBVlVVrVu3rijUj6Jobm6u8H4TiURpNhwGQVUylQiCXI/W+bm5kx99fOjttwv3qaqq2r59+3e/+93a2trFXsiikcMwLPtBW+wTl1NfX//CN1589rlnF/tXDoUKf1zk7vfq1asreRwAAAAAoO8rwJfWzp07169fX9hw8tixY2+//fbkxEQ2irKZbDabjeMoDBPJZDKZSiYTiWQytX3H9n379uUys9yBPT09nevWnTl9esGfH2VyyjCZKi5/PHbs2Hvvvb9x06b8KpVBEGzd2vfEk09euHDhzJkzS99CMlWcLK48p0yt4Nj5ubmPP/r47Nmze/YsWGOvoaHxsQOP3Zy5+crLrwwODuaTmHzeUpVKtbat3rx58+67dg9euvTaa6/lgqixsbErVy6n0+nCcGjTpk2PP/74xQsXz5w+nc5kikKhVatW7du379FHHy1MmKIoGh4eHiiMePP3lUwVDh6GYTKZSKZS+WsrW8g2Pz9/9uzZjz/6+IGHHizc3tPT8+yzz14dHb1aUBVXGFzV1dV97Wt7Dxw4UHjSbDZ77uy5d955J78lkUj09fX9q3/9r8+ePfvKyy8ffvfw4OBQJp0OSir5mpqaenp7GwrehyAIpqamBgYurOSxFqeSQVwYxRVFYmXnJCxJOsMwrEqVT83ziWZutDAMk6nyr18imVy/Yf3jjz9e9BGYm5+7cuVKybBVS99XEAQTExM/+9nPHnjwwfwqlUEQNDY2PvX008eOHfvtb39b9oLL5JTVVbnVWINFqirjkqfe0NDwp3/6p2EYru/sfPO3b545c+bmzExYclQymezevLmobXI6nf7444+DFbTMBQAAAAA5JcCXU01NzbZt29a0rwluBxCzs7O/+93vXvpvP8mveljWmdO7ujdtKi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TRAMAS SOCIALES Vol. 03 | Revista del Gabinete de Estudios e Investigaciones en Sociología (GEIS)
ISSN: 2683-8095 | http://www.ojs.unsj.edu.ar/index.php/tramassociales. Año 03 , Octubre 2023
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