Procedimiento para la inmovilización de un ligando sobre un soporte
Procedimiento para la inmovilización de un ligando sobre un soporte. El procedimiento, en el que (i) al menos uno de dichos li-gando o soporte contiene, al menos, un grupo carbonilo alfa-beta insaturado conjugado con, al menos, un anillo aromático, y (ii) el otro de dichos ligando o soporte contiene, al menos, un doble enlace, comprende irradiar con luz visible o ultravioleta una mezcla formada por dichos ligando y soporte para generar un anillo de ciclobutano, a partir de los dobles enlaces presentes en dichos ligando y soporte, mediante una reacción de cicloadición fotoquímica 2 + 2, con lo que dicho ligando queda inmovilizado sobre dicho soporte. De utilidad para inmovilizar sustratos, reactivos, catalizadores, enzimas aditivos, fármacos o microorganismos en sustratos poliméricos.
![ligando](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtMAAAC+CAIAAAB4YxTLAAAgAElEQVR4nO3de1yMef8/8GsTKaWDdFKJbLmbrEgOoewdbdly2iTCUnIot2PIF+u8ZcriK3dEWu1iq7XIOXa/LG23Et1Ck0onOprOpsmU6/fH59f1mK2kZqaZqV7Pv5qra67rMzHXvOb6HN4UDQAAACAtlKwbAAAAAD0IkgcAAABID5IHAAAASA+SBwAAAEgPkgcAAABID5IHAAAASA+SBwAAAEgPkgcAAABID5IHAAAASA+SBwAAAEgPkgcAAABID5IHAAAASA+SBwAAAEgPkgcAAABID5IHAAAASA+SBwAAAEgPkgcAAABID5IHAAAASA+SBwAAAEgPkgcAAABID5IHAAAASA+SBwAAQJcXEBCgp6fn4+Mzb948PT095ueQkBBPT097e3sjIyO9Dho6dGh4eLjEm4rkAQAA0IXx+XxHR0cTE5O5c+eGiiQ4ONjf37/ldn19fScnp4KCAsk2GMkDAACgC/vxxx+HDBmSk5Mj8SP//vvvX3zxxblz5xobGyV4WCQPAACAriorK2vChAm//fZbZxycz+cfPHjQ3d29pqZGgodF8gAAAOiqTpw4wWKxKioqOun4OTk59vb2165dk+AxkTwAAAC6pOfPnw8fPvzy5cs0TTc2Nt65cyciIqK+vl7Mw+bm5v7yyy/l5eXk4cGDB5WUlG7duiVuc5sgeQAAAHRJ/v7+X3/9dWFhIU3Tb9++nT179ooVK+rq6sQ8bE5OzqRJk3bt2kUeFhYWWlhYODo6VlZWittimqaRPAAAALoiDodjYmJy8uRJ8vDatWvGxsYxMTESGQ36yy+/GBsbx8fHk4f379/X0tKKjo4W/8g0kgcAAECXw+FwhgwZMn/+fD6fT7aoq6t7e3uL39VCCAQCbW1tFouVnZ1NtowaNcrd3f3t27fiHxzJA0BiampqysrKmAuBQCAoLy8v6zjZvgoAkHMCgWDTpk39+/d/+vQpTdN8Pn/Lli0WFha5ubkSPEtERISBgcHZs2cbGhpomuZwOKqqqj///POHDx/EPDKSB4AoSkpKoqOjw/7Oz8/PxcXlu+++Iw+DgoI8PDxcOu6PP/6Q9esDAPn14MEDMzMzX19f8jAuLq5fv37BwcESP9GSJUtsbW0zMjJomq6url61apWLi4v4M2yRPAA6jM/n//DDDywWa/bs2Z6enocOHTp//rynp6ebELJ93bp15OGWLVvOt8+YMWPGjh1bVFQk61cJAPKoqqpq2bJlbm5u5A4Hl8udO3fuzJkzuVyuxM+Vmppqa2v773//m9z2ePjwoYWFxenTp8U8LJIHQIfl5eVZWloGBASUl5fX1taS92RtbW2NELK9rq6OPGS6YD6poqLC2tp606ZNnfkKAKCrevHixeDBg5mxn1evXtXX14+JiemMczU2Np47d27w4MFkeEdDQ8PWrVs1NDTEPCySB0CHff/99+bm5g8fPuyk40dHRxsaGl6/fl38/lQA6GYWLly4YMECcoejsLDQ3t5+/PjxVVVVnXS64uJiZ2fnZcuWMVvMzc3d3d3FGcqK5AHQMampqcrKygcOHOi8UxQXFzs4OCxatIjH43XeWQCgy7l58+aAAQOYtdKjo6NNTExiY2PJnddOEhUVpays/OzZM/IwPj5eV1f3zp07Ih8QyQOgYyZPnuzo6EiW7qFp+sCBA48fPxb/sHw+/8yZM4mJiTRNCwSCEydOGBkZRUZGin9kAOgeCgoKzMzM/vWvf1VXV5MtlpaW//M//9P+zlzRVFZW2trazpw5k9myevXquXPnilzDFskDoAOCg4OVlJTu3r1LHh47dszAwEAiFQ1qa2vXrl27b9++9+/f0zTN5/Nnzpw5ZcoU8Y8MAN1DYGBgnz593r17Rx4uWbLE2Ng4LS1NCqe+detW//79w8PDycOMjAxzc3ORy9QheQC0F6kJ6e7uTh6WlZVpaWlNnTpVUse/ceOGoaEhh8NhHg4cOHD//v2SOj4AdFGNjY1nz57V19dniqckJib2799/69atUmvDjBkznJycyH0OHo+3detWc3PzN2/eiHAoJA+AdhEIBMeOHTM2NmaW8FuzZs2gQYNycnIkdYqKigo/P7/p06eXlJSQLTt37jQ2NiaLBQFAj0Vqsri6utbW1tI0XVtb6+PjM2jQIGm2ITs7+4svvjh37hxZnT0hIcHMzIyp7dIhSB4A7VJYWDhr1qyQkBDSG0LufwQGBkr2LPn5+ZqamufPnycPy8rKzM3Nly9f3nkD1wFA/l27ds3KyurmzZvkU//SpUs6OjoSv/60jc/nb9u2zcnJiawkxuPxVq1apaenl5WV1dFDIXkAtMumTZvGjh1LulTfvXsXEBDAYrGYmxMSdPXqVeFaCceOHTMxMXnw4IHETwQAXYW9vf3y5csFAgHddP/D399f/LVEOyo7O3vy5Mm7d+8mD2tqagYMGGBra9vR4yB5AHza69evR48evX37dvLw1atXDg4ObDabXAgkztHR0cvLi4xX53K57u7uzPcMAOhpAgIChgwZcu/ePfLwhx9+MDU1/euvv2TSmIMHDyopKTGT+1JSUjQ1NdlsdocOguQB8Anl5eVjx461tbVl7nAsXrx44sSJpJZBZ7h169bIkSOZ+xwxMTGampo//fRTJ50OAORWcnKyuro6U5OlqKho2LBhvr6+zMRaKSssLPznP/85ffp0ZsuSJUvmzp1bXl7e/oMgeQB8QkREhLKy8tmzZ8nDkJCQ/v37nzx5svPOSO5zzJs3j0yf43K5jo6O2traIvSnAkDXRWqyDB8+nKnJMnv2bH19fWZiv0ykp6fr6Ohcv36dPExNTXVwcIiIiGj/amZIHgBtKSoqmjZtmp+fHxlYStO0gYHBP/7xj05duufDhw/R0dG6urrMSiH/+c9/+vfvz5SmBICegNRk+fnnn8lDsp4Qm83u1BVL28PLy8vd3Z1M9GtW26U9kDwAPqqhoSEyMtLMzIx84SBLi2ppaUlnmuuqVavGjBnD3MP08vIyMjKSyHqpACD/cnJyFi9evGvXLuZrz9GjRy0tLWXbKuL169f+/v6ZmZnkISn40P46l0geAB+Vl5c3bty48PBw8g3jyZMnX3zxhdRuPBQWFlpYWDCny8rKMjQ09PPz61B/KgB0OeXl5adPn546daq6unqXqN9UUlIydepUpkv6k5A8AD5q9erVM2fOJANL+Xz+/v37TU1NO29gaUunTp0S7k89ffq0lpYWs4ghAHQ/WVlZPj4+vXv3DgoK2rVrl/zXb+Lz+T/88MNXX33V/mWHkDwAWpeUlKSurh4SEkIe5uXlWVpaBgQEiFMbuqPq6+uF+1OLi4unTp3aJb4DAYAI8vPzbWxsFBUVIyMj379/n5OTM3HixH79+sm6XW3Jy8ubOnXq9evXP3z40M6nIHkAtM7R0XHixInMw4ULF06dOpXp15QaDoczdOjQixcvkrULz5w5o6KiwtR2AYDugc/n//LLL1ZWVtbW1g8fPmS2Z2ZmGhgYuLu7S/M7T/vxeLwFCxa4ubkxs2/aA8kDoBVkDj0zde3mzZsDBgwQuTCjOKqrq1etWmVtbV1ZWUnTdEVFxfz5852cnKTfEgDoJCUlJYcOHRoyZMi3337bsvbszp07dXV179y5I5O2te3YsWNqamrHjx/v0LOQPACay8rKcnJyYsZpFxQUmJmZmZuby2rpnps3bxoaGp4+fZo8vHHjhqqqalhYmEwaAwCSVVpaunjxYhaLdfny5VbvHMht/SZybZw+fXpHr41IHgDNxcXF2dnZMSuWBgYG9unT5/bt27Jqz/v377ds2aKhoUEeCgSCnTt3mpmZMbVdAKCLSkpKGjhw4JgxYxISEtoYJ5GQkKCkpHTp0iVptu2TyLWR3I7tECQPgL9pVpOFw+GMHTvW3d1dtq1q2derqam5fPlymS8oBAAiaGxs5HK5a9eu7d+//7p163Jzc9ven8fjbd269euvv5af+k1//fWXubl5UFCQCM9F8gD4G39/fysrq//+9780TfN4vM2bN5uamsrDEhphYWHCfb3h4eH29vapqamybRUAiODOnTtz5swZOXLk999/386nJCQkmJmZyUn9Jh6P9/3330+ZMkWEGx40kgeAMA6HY2Ji8r//+79kcfSCgoKpU6eePHmyk2rSdtTs2bMPHz5Mfia1XTZu3Nip67gDgGQVFBQEBQV9/vnnY8aMuXHjRvuvLTweb9WqVXp6evJQv+nWrVssFismJobMuesoJA+A/y84OFhXV1dVVfXo0aNkS0NDA5fLlZ/JbNXV1aSGHE3TZWVlM2bM2L59u/w0DwDaVlRU5OrqqqSkNG/evIqKio5+bNfU1AwYMEAe6jfZ29t//fXXhYWFoj0dyQOArqysDA0NNTMzmz9/vr6+vpOTU0FBgawb9QkpKSl2dnb379+XdUMA4NN4PF5KSoqDg4OxsbE482MjIiIMDAyio6Ml2LaOiouL09fXv3fvnshHQPKAnu7mzZve3t5WVlaxsbENDQ23bt0aPHjwuXPnRLuLKDVTp05dsGCByN85AEBqysvLt23bNmzYsOnTp4tffmHJkiXTp09/8+aNRNrWUdnZ2WPGjPHz8xPnIEge0KPFxsYOHjzYwcEhNTWVDJgg4ycsLS0rKipk3bqP4nA4+vr6zEJnACC3hOuwSKTqU2pqqq2tbVxcnPiHEsGGDRssLCw6tGJpS0ge0EO9e/dux44dqqqqfn5+wsOzP3z4cO/ePXNz82vXrsmweW3gcDhDhgxhs9mYUgsg50gdFhaLlZGRwRS7F1NjY+PBgwfHjRsn/YXFSL3un3/+WczjIHlAj8Pn8wsKChYtWmRoaHj06NFWx5avWrVKQUHhzz//lH7z2iYQCDZt2oTV0wHkXFlZ2blz59TU1GbOnCnxek/FxcXOzs6jR4+W7GHb9v79+71793p7e4tfsRLJA3oWUh/B0tLS2dm5ZX0ERmFhoYWFxfLly0Wbrd55yHeOs2fPyrohANA6gUDw5MkTNze3QYMGhYeHM6shS1ZUVJSysvIff/zRGQdvVUJCgqWlpUTKxyB5QA9C6iOoq6tv3Ljxk99CTp06paWlJdsx5M3w+fz9+/d7enrW1tbKui0gSQUFBeg76zbu3LkzcuRIU1PTy5cvd95ZKisrbW1tx44dW1RU1HlnEbZ06dL169dLpIsHyQN6iqSkpGnTphkaGv7222/tWX2rvr7ey8vL3d397du3Umhee6Snp6uoqJw7d07WDQHJYLFYenp6enp62trae/bsoWn6yZMndnZ28vNfDkQQHR3t6+vL4XDaqMMiERUVFWpqatIpHrlkyRJTU9M27hN3CJIHdH81NTVHjx7V0tIaPXp0h+agczgcVVXViIgIOZlhu3DhwqlTp0q8zxhkKLRJQkICTdNJSUkWFhYIl9BO27Ztc3BwaFb25fXr1+np6ZmZmS9fviwtLU1PT09PT3/16hWHw2F+zsvLKysrKyoqysvLKy0tLS4uzs3Nff36NYfDycjIKCkpEb4J9/jxY3V19fXr10uq2Uge0M1xOJyVK1caGxvv27cvJyenQ8+trq7euHHjxIkTORxO57SuA27evDlgwIDffvtN1g2BTkSSx6ZNm2TdEPmVnZ2dnJycnJycl5fX8rd5eXkvXrxoNgSyqKjoY/t3CDkO0WxkukAgePnyZXJycrNFCPPy8pKTk7Oysjrp20teXt6IESOCgoKY9pSXl8+YMYOiKA0NDTU1NUdHR4qiKIrS19fv1asX87OZmZmLi8ukSZPMzMycnZ3t7e1NTEysra179erVp0+fWbNmMROAa2trd+7caWxs3NHrZxuQPKA743A448aN09LSCgkJEW1K29OnT0eNGuXt7S3xtnVIQUGBmZnZ9OnTq6urZdsSkCAfHx+PJmTUMJJHGxITE9etW2dra2tpaWlpaWlnZ+fv78/UEyDs7OxsbGyaLXUze/ZsS0vLffv2iXzq5OTk5cuXOzg4WDZxc3OLj49nduByuatWrbK0tDx48KDwE/ft22dpablx40bx54O0SiAQnDhxgsViJSYmki2VlZX37t07L57Lly8zA2Pv3bs3bNgwyX7nQfKAbovUYXF1df3Pf/4jcnGThoaGrVu3qqioPHnyRLLN65ClS5d+9tln8jbRBsR09epV/ybkQo/k8TFJSUkaGhrMt3ZCUVHRxcVFeDeyPSYmRnjjwIEDKYoSednN/Pz80aNHKygoUH83ZMgQZqJHaWnp9OnTKYpq9m/n6+tLUdTcuXObJSQJysnJmThxoqOjY2cc/N27d5s2bZo5c6ZkR7UjeUA3VFRU5O/vT+qwiH+0zMxMAwMDc3Pzmpoa8Y8mgr/++svc3DwoKEgmZ4fOw+PxysrKKioqysvLyd343NzcSZMm3bp1S9ZNky/V1dUDBgygKEpVVfVf//pXaGhocHDwxIkTSRDZv38/s6cIyUMgEJSXl5e1UFFR0dDQwOPxFixYQFEUKfP28OHDK1euTJs2jQQRLy8vMlz9Y8nDy8urs5MHTdNHjx7t27fvb7/9VlZWVl1d/fbtWy6XW1VVVVZW1tjYWFdXR3bjcrl1dXV1dXXV1dUfPnxgtrf6NyH1Mm/fvt23b1+JT9JB8oDuhtRhsbW1vXLliqRmKoaFhUltDHkzPB7v+++/nzJlCm54dD87duxwcXFZuHChh4cHGftM7nncvn1b1k2TLydOnOjbt6+ysvLWrVuZDseEhARnZ+dmNUTakzzC/i4oKMjDw8OlhRUrVmRkZFy4cIEc89tvv2V6TAoLC+fPnz9+/PiAgABSO+ljycPGxkYKyYOm6YULF6qpqbm4uPj4+MycOXPOnDleXl4uLi5HjhwJCAggr3TOnDkBAQEBAQE+Pj6hoaHM9paCgoKCg4PnzJljYmIiTk3aj0HygO6Dy+Xu3r170KBBkqqPIGzlypUyqWGblZXFYrFiYmLkZH4NSJCXl5ebm5uPj8+JEydSU1Npms7MzBw/fjx6W5rx9vZWUFAwNDRMSUlhNvJ4vMzMzLS0NOEaIiQl/PDDD8y3jtjY2H79+gknj82bN7u1ptWxDmw2u9U0U1ZWlp6ezsQgJnnMnDmTjP8oKCi4ePGilpaWdJJHWVnZx15Xe7i6uk6aNIn52cLCwtHR0c3Nbfz48VevXpV4a5E8oJvIz88fN25cnz59fH19JVUfQVhGRgbp8uiMg7dh6tSpnfGdA+RBbW1tTU0Nj8djYmVDQ8M333yD5CGsqKjoyy+/pCjKwsLik3cxSUpQVVXV1dUla6WoqqqSjUzy4PP5Na1p9YAkeejp6bW9WiiTPPr06dO/f3+yRgtzaikkD/rjr6s9qqurKysrmZ9JZ01NTQ3pcpJ4U0VJHlwul5kHzPxrlZWVyaoXHCA6OlpBQWHEiBFnz55ttQ6L+Hg83o4dO1gsljSLU8fFxenr63doDRLoQsi6CwS5fpJxHkgewoqLix0cHCiKYrFYn9yZfNKrqalpa2sbGxsbGBioqal99tlnIo8wNTc3pyhq1KhRT58+bWM3JnkoKytrC5Fm8uhCREkebDabmQdMCvXW1tb6+PicPHlS0s0DaJdp06Z5eHj8/vvvnXqWnJycSZMmrVy5slPPwsjOzm7Whw3dzMqVK8c0SU5Opmn6+fPn1tbWqMvTzNy5cymKMjMzEx7tVFtb++zZs2YdoOSTPiAg4OrVqxkZGQ8fPgwPDyf3Hpi30v3798PCwuLj45OTk8nPrYqKinrz5g2556GhoXHjxg3hExUVFaWmpjLtYZLHN998c1WIjo4OkkdLoiSP9PR0pifs9evXNE3zeDxXV1fkdJCV9PR04b7eznPw4EElJSXhefydZ8OGDRYWFtJ5XSAT6enpaU3IvbrXr1/b29uXlpbKumnyZf369b169WpWRyktLW3mzJlTpkzx9/dnNrZnhKmTkxNFUUZGRpaWlp9//jkzS7bZ0Ic1a9ZkZmZeunSp5dgRmqZnz55tZWW1Zs0aEn0+NsLUw8MDyaMliY3zmDt3LpIHdHt1dXXOzs42NjbCG0mtDb2/Gzp0qK+vL7Pdyspqzpw5c+bMCQkJ8ff3Z7FYe/bsCQkJCQkJIfvY2NhkZ2czx7xx48agQYNevnwp9ZcIskSSx7Vr12TdEPly7tw5FRWVzz77jKmj9O7du4CAAEVFRYqiPD09mT3bkzzevn1b1JpmQx/I+Jv6+norKyuKoqytrZk7HMHBwUpKShRFubq6FhcX0zJdz6MrEiV57N6929vbe/DgwRRFXbx4kWxE8uh++Hx+QUEB829NUdTq1asjIiKE30I//fSTioqKsbHxs2fPmI2kr5qiqD///FPksxcVFQUHBw8bNoyiqAULFowYMeLQoUPCYyxu377t7e3t5+cnPPry8ePHU6ZMCQgIEG6PZEVERBgYGJw9e5b5AvT06dPQNgUHB/v7+69bt+7QoUMtf+vi4hIcHCxcfKGqqmrZsmXjx4+XSFlIkE+ZmZmmpqbMgACyZAKZVbtz505Zt07u+Pn5kauQk5PT6tWrR4wYQR4OGjRIeARGy+TB5/PJeAuROy5//fVXTU1N5hpob29PftbT0ztz5gzZB8mjQ0RJHmFhYSubkJlgNJJHt1NbW3v8+HFLS0uKonR0dMaMGUO+XmhoaISGhjKjOI8cOaKkpDRw4EDhb2nk6klRVGxsrGhnLyoqWrx4MXl7W1lZsVgs8rOjoyOzpi/pf7WxsXn+/DnzxJiYGBUVlWbtkbglS5bY2tpKfOIuIyEhwdLSMioqCpXTu7f4+HhmQMCLFy/opvcO840OhH377bfGxsaUkDFjxjx+/Fh4n5bJo7CwkExtFTl51NfXR0ZGTpo0iVwDmesSEztomi4vL1+7dq2pqemhQ4eEn7tr1y6KolasWNHGsl09EHpboHVkrX6KogYOHHjmzJm0tLTY2FhSfMjIyKi8vJzstmHDBkVFxY8lj/Pnz4t29oCAAIqitLS0vvvuu9TUVLJkEHnDM8UXZJg8UlNTbW1t//3vf3dSMliwYIGHhwduePRASB5t4PP5pCKJp6enl5fX+fPn09LSmq1zQwYg5ufnC2+8ePHi+fPnHz16JPKpydohsbGxzBhH5ls3IRAIcnNzExISms19e/XqVavt7OFESR7Hjh0LaUIK85D51kge3QZZq58sDxwfH898viYlJVEUZW5uzgyxjIqKavlJzySPY8eOkS3C/2eaiYyMfPLkSVxcXEJCAqmNwuFwyIBwb29vUm/lw4cP9+7dI9PblixZQo4pw+TR2Nh48OBBVVXVPXv2REZGdvTpRUVFCQkJR44cIX+BuLi49+/fk79DSEjIvHnzhg4dKtsyMSAFHA7HzMyMGRi0Z88euum9s23bNlm3Ti4kJSUdO3ZMePwTUVtbi86LLk2U5DFhwoThTYKDg8lG3PPoTj7WZ8nj8ZixCMTly5f79eunpaV15swZpt7B9evXyf0SkjwyMzNtbGyGtwMp/uTl5aWgoKCrq9v2GtIkeYwYMeLq1avMogiHDx9WVlbu7ORB0/TTp0/t7Oy0tbV1dHSGDh06ZMiQgQMHCs/j19HRMTY21tXV1f47ssaAdpu2bt3aqY0HOREREcEM90lISKAxzqOJQCD4/fff1dTUJk6c2OyaA90AelugFUzyaFbxuaVnz55paGhQFGViYsLUOyCjQ4TveXQIqdFgYmLS9swOZlXjlqSQPGiaTklJuXr1anx8fElJSWFh4Y0bN4Tn8cfHx2dkZNy9e/fq35E1Bq62qbNbDnKLJI/jx4/LuiGyJBAIrl27ZmZm9tVXX+Xk5Mi6OSB5oiSPuLi4X5swg4qRPLoTJnkcOHCg7T2Z5MEwNTVlfhYteZw8eVJZWdnc3JypidAqmScPADHFxcV5eHhs27bN39+frCRGkkcPv5bev3/f3t7ezc0Ndzu6K1GSh4mJiWqTS5cukY1IHt3Jx3pbWiLJY8CAAT///DOZE//27dvIyEhS0prcQO6ovXv39unT55MrJZPkYWVlde/ePWZGfnh4uBTGeQBIBJvN9vf337p1a0BAwK1bt2gkD5pOSkrS0NBwcXFB7OjG0NsCreByue7u7hRFjR49Wngy2KNHjyiKcnJyYtZYJOt5fGyEKfPcWbNmkaiqpKQ0YMCAvn379u3bt+X4htGjR+fm5q5atUpBQUFLS0t4zYysrKwJEyZQFEWWPaBlOsIUoJOQ9865c+dk3RDZuHv3rr29PcZ2dHsiJo/kJsy6Dkge3UxkZKSysjJFUbt3787LyyMb/f39SXdGYmIi2bJmzZpevXp9LHkwQxbCwsLIMLrdu3dfunQpMDAwMDCw5fgGMlWqsLCQPN3W1jYxMbGxsZHH433//fdqamoURbm7u5NjInlAl1ZeXp6SknLhwoULFy5ER0eTAQ09/J5HUFDQjBkzMLaj2xMlefj4+Fg2YZZSQfLoZsgqzhRFKSkp2dnZeXh4eHh4kAV53NzcamtryW6kktMnZ9V21KlTpyiKUlZWtra2dnd3nzVrloGBAQk9mZmZZB8kD+jSnj17tn//fi0trWHDhhkZGZE1PDopeSQmJv76669ZWVmSPWwzjx8/ZoYAfmwfPp//4MEDZrdm64BVVlYySwVCNyZK8igpKWG61ZkxgEge3c9//vMfUpxamJOTk/CN0E5KHvX19YcPH245dFR48QwkD+jSBAJBbW1tUVFRaWlpSUkJn8+naTo/P3/y5MnNyo6ILCkpKSAgQE9PT0NDQ1VVdcCAAU5OTmT9GIkcnxEXFzdkyBBNTU1mCCCLxbpz507L9ujq6qqrqzO7aWpq+vj48Hg8ybYH5JwoyYPL5TIrNwh/90Xy6Ja4XC6z5EDL7ufMzMzjx49HREQIx5Hi4uKzZ8+GhoYK11MQATnOqFGjVqxYERoaytztIFJSUkJDQ2NiYoSrubbaHgD5xFxLX8baiqgAABsCSURBVL16VVNTQ0vungezHgZFUcyYqr59+5IEHxERIYnm0zRNNzQ0REZGkruhZG2bQYMGkUUIhUsRNWvPkCFDBg8erKWl1adPH4qiQkNDsbh4jyJK8vD09GRWbjh9+jTZiOTRDdTW1l6+fJkZwwEAnYpcS+fNmzdt2jQyKIokj0+uo/NJT548+eKLLyiKUlNTCwgIIOOo9u7dSwqtmZqaSqqkYl5eHlm/x8rKiqxtk5KSQsanUxQVFBRExgK+fPly3LhxFEVpamoGBgYWFhZmZWVduHBh0aJFZDyZCGsBQ9clSvIga+A3W7seyaMbILVaTp48KeuGAPQI5Fp6+fLlR48eFRUV0U3J45Pr6HzS6dOnSRn3Q4cOMX3iAoHgxIkT/fv3pyhqw4YN4raepmmaPnToEAkZwoWpy8rKNm/e7ObmFh0dTZLH+fPn1dXVKYpav3698NOZ8WSTJ0+WSHugS8CsWvj/fvnlFw0Njc2bN5O7vgDQ2YTrGZGxDhLpbXn37t3GjRtJIGg2pCMnJ2fixInkFoVYTW9CqsCbm5tXVFQIb+fz+TU1Nczkx9DQUNKelvVWyFgxXV3dluNCoLsSJXlER0evbsLUVOxOySMiIoLcAHRzcxMeQ9CNcbnc3r17+/j49JDXCyBzzPq/ioqKvXr1IrVaYmNjtbS0Ro8efebMmTNnznz33XerV69OT0+/d+8e+ZkgtYqOHz++Z8+ehISETZs2kbpFV65cSUtLy87OHjx4MPmkb3le8knPYrHq6upevXqVLqo3b940NjaS7pu5c+e2UcKtsbGRuTXS8rcYFd4DiZI8/P39Vza5cOEC2didkgd5Z1IU5efnJ+u2SEN2dra7u7uPjw/mswFITWFh4fr161euXLllyxZ/f3/Scx0TE6OpqamnpzdjxgwHB4cxrfnHP/7BYrFa/dWYMWO+/vrr7OxsY2PjTyaPnJyctWvX+vj4eHt7Ozg4uLu7r1y58mOHbenAgQP19fWkrHTbyaO2tnbt2rVIHsBAb0srelTySE5OXrZs2ZkzZ3C3A0DKhGtgkVm1pLdl6dKlJSUlubm5aa1JSkp69OhRq79KS0sj03RJ9YOWn/RcLverr74iyYOm6crKysbGRoFAkJubW1VVRdP0xw7bEtnfw8ODoigjI6Py8nLhEx04cODXX38tKCigaVogEAQFBZH2tFxTZMOGDYqKiqampoWFhZ32lwb5IkryaNk3SSN5dFmJiYk//vhjfX29rBsC0LNwOJxBgwYxK1vs3r2bltA4j5qamtWrV5OL2JMnT4R/9ejRIzIVxdPTU6zWN0lKSiInanbHQklJSVVVdenSpeQzghnn4evrK7wbMwfnk3WaoDsRJXn4+fkZGhoaGhoOHz48ODiYbJRs8mhsbORyuS9fvkxPT8/MzCwrKyNfCBhkHnyzsZDV1dVlZWXNorcIJJg8eDxecXEx0zPK5XKFP+MFAkF5eXlZWZkIc9nJczMyMsiRX716xdRSaaMNubm5zdoA0NVduXJFX19/9OjR3333XWZmZnFxcWNjo6wbJSJJredx48YNQ0NDiqIGDRp09+5dsmrIixcvFi9eTC5ukioNk5GRoampSVHU6NGjf/311zdv3rx+/Xrz5s1k/AqbzSaDTJ8+fTp+/PjPPvtMS0vrxIkTb968KSsre/z4scTbA12CiL0t5G6b8BYJJo+ioqLz58/PmTOHLDujpqbm4uJy+PBhpnoI3TQPPiwsTPiJgYGBLi4uzTK1CJYvX05WwhEzeSQnJ2/ZsoXMGSPmzJkTFRXF3Ch6+fKlr6+vi4sLU9+knQQCwbVr1zw8PMg6PBRF6evrOzs7N5ujX1tbe//+feE2mJqazpkzJywsTPx8BiAncnJyJk2aRP6Ha2ho2NvbHzly5Pr16y9evJDzxTFTU1OZGlikY0JSyaOiomL79u3k+mBiYkKWXzIxMSF/pa+++koSzadpmq6vrw8NDSXho0+fPmPHjrW2tu7VqxeZPvPf//6X2fPKlSumpqakAdbW1i4uLuRnTU1NZ2dnSbUHugRRkgeHw2H6JplFKiWYPAICAsiKeIaGhrNnzyb/O9XV1X18fJh9Bg4c2DIZMCOnxGzAyZMnydwWcZJHcnKyra2tgoKCkpLSpEmT3NzcyPR68hWE7CPyKuN37twxMzOjWvjyyy+F6yDcu3dv9OjRJEWZmpqOHz+eXBG0tLQiIiKYMrAAXd3BgwfJ+4thYGBgY2Mza9ass2fPdna9EpFNnjyZqYFFVg+TYN2WysrKCxcuODo6Cv9ZtLS0vLy8JLvCL5fLDQ8PnzdvnvCJvLy87t+/3+xe9f379zdv3jxq1CiyD7k2hoeHv3nzRoLtAfkn4hqmTN/k9u3byUZJJY/g4GBVVVWKopycnDgcTk1NTXZ2to+PDwnUzDp3rSaPbdu29e7du0PJQ3jMCuHv729qavrZZ59RFKWiouLj49Nsh/astffu3btNmzaRj/ybN29WVlbW1NRcuXKFvN8WLVokPHdfhOTBDBSPjIwkBXQ2btzYu3dvBQUFZoGg/Px8JnbcuHHj7du3FRUVxcXFVlZWFEWpqqq+ffu2QycFkFt1dXXa2totszhFUf369SP1SoTHpcmJljWwJF4xrqqq6smTJ4GBgf7+/jdu3CgtLW1jEorImBo0jI+dhc/nl5eXk32Ki4srKyuZNT+g5xB9bktdXV1ZWRnTnyqR5JGbm0vumlpYWDSrA0JKlzGpotXk8dNPP6moqLQ/eWRmZpL59B3SntlfxcXF06ZNoyiKzNFn7NmzZ/jw4UePHiVvtsePH5PRVR3q47x9+zZFUX379j148KDwm3bChAnDhw/38/Mjs1QePXpEGnzr1i3hp+fl5bFYLIqius2IYACaplNSUsg9/7bZ29uTNTBKS0tl3ucoXAOLXEs7qVYtgFwRJXn8+OOPYWFhAQEBLi4u9+7do2m6trbWxcVl8eLFYtYCYO4BbN68udmvtmzZoqioOHToUDLagySP6dOn379/Pzk5OTEx8fz58y4uLr169erQPQ9yHIknj8zMTDLNve0aKEwtgw793Vqt0fqx3UxNTZtdXqurq1etWoXk0Z3k5eUlf8qFCxeioqJ+/PHHixcvJicnX79+PUxIdHT0w4cPyfuI2Uj2b7YPOVp8fHyrPxPXr1//ZHs6AzM2vD0cHR3nz58fFRUlw1v9wjWwyLUUyQN6AlGSh/CnNXmHXLp0SUdHR1tb29ra2kNU8fHxzNr+LXsfmq02Q9qgrKz8+eefW1paDh8+nAxHpTo4zsPLy8vt7/75z3+SugYURWlpaTk6OjbbwcvLKyUlpe3DPnv2jBzhY/NNCCZptfPvtm3btoKCgmXLlrUneZBVjVtd4YfMcMPVrdvYt2+f5adoaWkpKysrKSlpa2tbWloaGBgIfwyrq6tbWFgIv4/I+0t48ATZhxzNyMio1Z8JAwODT7an/ZycnEaOHNnGDnZ2dra2tuQ1tj95EMLjrqSvZQ0sLpfr6OiI9yZ0b6Ikj5Z9kwkJCebm5jY2Nv5CfH19bW1tly5d6t8+CQkJFy5cGDBgQPuTR6s6lDxqa2tr/q6qqmrTpk29e/emKMrb27uqqqrZDrW1tZ8cm+nv79+e5JGfnz958mSKotr5Jzpy5EhxcfGsWbOQPEBYVVVVUfdVVlZWXFzcxg6lpaXkorR06dL2Zw5fX1/yXLmaZE7Wt8B7E7o3UZLH69evmQUqmE9WiYzzYO4BtCwSTWqp6Ovrk3uSrY7z8PLyUlBQEH9ui6enJxlhKvLclvPnz5OrG4fDEd5O1tUoKyv78OEDLTSupUMjTEk3yogRI4SnsdA0/fLly4yMDKZvhSSPYcOGNbuZ3NDQcODAASQPkE8NDQ2i1SyMjo5uI2f07dtXW1vbzMwsNDSUXENkjs/nb9myhSnFQvqRyTWw2fgwgG5GlOQRFhbGLN0fHR1NNkokeTx//tza2pqiKEdHx8rKSmY7U1+x7RGmgYGBffr0ET957Ny5k9zzEDl5MHUTHB0dhbeTfug1a9YIr5Tc0eQRHx9PLqYnTpxgRvhmZ2dramr26dPHz8+PhI9jx46R3Xbt2iX89Ddv3pA/Zst4ByBbqampwcHBq1evjo+P79CUB/L/v9XMYWVlNWfOnMDAwKtXr8rV7Q2mbotwDSxyTTh+/LisWwfQicRaSSwtLY25OkgkefB4vFWrVvXq1atfv35r1qxJTExsaGhITEycO3cu6W9ev3492bNT1/Pw9vYWcyUxPp+/bds2cuFbvnw5Wftk//79pB96/fr14iQPmqbJHH1LS8uffvqJHNzd3V1RUVFJSWn9+vWknkJ+fj6ZN6+trX3gwAFygyQuLm7dunVqamqGhoYZGRmivToAicvKyvL397eysho1atSoUaOMjIy2bdvWznU4uFzusmXLFBUVhQPHqFGjtmzZQsZPdKGaRBhhCj2BKMkjKSnp2LFjFy5cCAkJYQZnSWo9j5qaGmdnZ4qievfuraGhoaurq6GhQda/oiiKGbLQqclDIqunZ2dnT5gwgaIoBQUFsvYJWU9QT08vPj6e7CNy8nj27NnQoUMpiurXrx85OLnsGhsbM2vLNjY2/vHHH+bm5hRFKSkpkQKYampq5HZOQECAXH3/g54sLi7OxsZGUVHR19e3vLy8vLw8PDxcXV3dyMhoz549n1x45urVq/r6+swdjvDw8Pz8/PLy8mbLWMmn27dv37lzJy4uTniNn5ycHFm3C6ATiZI8JkyYoKOjM3To0M6r2/LNN98YGBhoN9HT03N2diajWQlzc3MdHR1mHTNi1apVAwcOnDhxophnZ5KHi4uLOOUTMzMzbWxsDA0NyaswMjKytbUV7mN++vSpnZ2dtra2CDUL7ty5Y21tPXDgQOavZGZmxiwp+7E2aGtrjxo1Kjg4uAt9C4Tuqq6uLj4+3t7eXk1NbebMmZmZmc122LVrl6amppOT0+PHj9tYe+POnTu2trbMtagLmTBhgomJyfDhw5lrKUkeFy9elHXTADqRiL0t8fHxJSUlwlskmzzq6+sfPnx4tcn9+/eFYwdpQMs2FBYW3rhxQ/w5ckzdlilTpmRnZ4t5tLS0NPIqXrx40fK3KSkpHS3awiCvl/krtXEPg2mDyOcCkCwOhxMQEMBisZydncPDw5u9l4n6+vqYmJhp06YZGhouWrQoMTFR3hYhFV+z2xskebS9DhBAVyf6GqY0TScmJjL3MyWbPGQrLS0tOjr6/PnzLesOAID4QkJCxo0bZ2pq2qxmB4fDYfoiGfn5+f/3f/83ffr04cOHr169ujMW/5YhpgaW8Niv06dPy7pdAJ1IlOTBYrH09PT09PQ0NDR2795NNnan5AEAneTJkyd2dnZKSkrz5s17+/YtM0S9qKho9uzZWlpawoUhhVVVVUVGRurq6uro6LSndlKXwGKxmBpY5FqKEabQE4iSPFJSUkKbMDc/kTwA4GP4fH5BQcGhQ4csLS2dnZ2Fu0R5PF5CQoKDg4Ouru78+fPbPk5mZuaKFSsMDAxcXV3j4+NFW/lDrkRERAjXqELygJ5ArN4WYUgeANCqnJycwMBAS0tLU1PToKAgZsxWbW3t/fv3t2zZoqamtnLlyrt3735ydWAiKirKwcGBxWL5+fn98ccfndn2zpWamsoUnSG3f5A8oCcQJXn4+PgwlUTOnj1LNiJ5AEBLd+/enTRpkqmp6ZYtWxISEpjYkZiYuGLFimHDhg0fPjwuLq7ZEPK2CQSC3Nzc8PDwUaNGDRkyJCQkhKxh07UUFBSQcjPEmTNnaCQP6BlESR5Xr15lKolcuXKFbETyAABhHA7H09NTXV3dycmJw+EID9ZOSkrS0NAwNDQMDAwsLi4W7fgCgaC8vHzp0qVKSkqTJ0++c+eOhBouJQKBoGUNLCQP6AnQ2wIAEvbixQt/f399fX1DQ0PhNWYaGhoePXq0YMECXV1dBwcH4fEN4nj69Om0adMUFBRmz579+vXrdnbZyANmnByfzye1nEjyIDVcALorUZLHzZs3w5ow886RPAAgOzv71KlTw4YNs7KyCggIYFbUpZtqsowbN27SpEmxsbGSPS+pgcJisUaOHHnq1Kku8cldXl6+bds2ciH97rvvHjx4QKNuC/QMoiSP+/fvuzWJiooiG5E8AHoyPp9/5swZW1tbRUXF5cuXp6amMt0rXC43IiKCLLl7/PjxzMxMptKhZD169Gj//v0sFsvOzq7luiDyprKy8sKFCzt27Dh06BCpL0OjtwV6BhF7W2qaMOtmInkA9FhJSUlfffWVioqKq6vrq1evhBf7ys/PHzdunIqKytixY0tLSzu7K+T9+/cPHjxwcHDo37//kiVLPlnzRebq6+uF/yZIHtATiJI8Xr9+nZ6enp6efuXKFWb9QSQPgB5r/vz5GhoaZHYGUVdX9+rVq02bNqmpqU2YMOHs2bMdqnovvtjYWFVV1ZiYGGmetKNevnyZkJCwevXq1atXk1otJHns3LlT1k0D6ESiJI+dO3eOaXLkyBGyEckDoMfauHHjlClTmIfl5eUBAQH6+vqkcmyrNVk6W2lp6fTp0+U8eSxcuHDMmDHTp0+fNm1adHQ0TdM5OTm7d+8mPS8A3ZUoyaOsrCytSVFREdmI5AHQY82aNWvv3r3Mw8uXL5uamoaEhMjwE7RLJA9yLS0sLMzPz5fyPSEAGRJ9Vu2TJ09CQkKwejoA7N+/X7jeCo/HE67JIjX5+fm+vr4ZGRl0F0keAD2TKMnDyspKu8mBAwfIRiQPgB6LzWZPnDhR1q34W9pA8gCQW6Ikj6ysrKtNMLcFANhs9q5du2TdCiQPgK4Ba5gCgLjYbPbkyZNl3Qq6tLR04cKFN2/epJE8AOSYKMljyZIlek327NlDNiJ5APRYbDabxWLJuhV0aWmpj4/P3bt3aSQPADkmSvKIiIgIbZKQkEA2InkA9FhsNtvDw0PWraBLS0uXLl1KSscheQDILfS2AIC45Oeex5IlS5A8AOScKMkjJCTEo8nZs2fJRiQPgB6LzWbPmDFD1q2gS0tLFy1adOvWLRrJA0COiZI89u/fv3TpUoqiXF1dr1y5QjZGRUXJZKVCAJA5Npt9+PBhWbcCc1sAugaJ9bYAQI/FZrP3798v61YgeQB0DUgeACAujPMAgPZD8gAAcS1btkxOkseaNWsSExNpJA8AOYbkAQDi2r9/v5wkD1dX119//ZVG8gCQY0geACAu+eltwTgPAPmH5AEA4mKz2e7u7rJuBcZ5AHQNSB4AIC42m71hwwZZtwLreQB0DUgeACCuuXPnWllZyboVdG5u7pdffvnHH3/QSB4AcgzJAwDExWazV65cKetW0KWlpbt27Xr+/DmN5AEgx5A8AEBcbDZ7165dsm4FkgdA14DkAQDiYrPZe/fulXUrkDwAugYkDwAQF5vNtrGxkXUrkDwAugYkDwAQ16xZs+RhnEd2dvbYsWMxqxZAziF5AIC4Vq5ceezYMVm3gs7OzjY2NsZKYgByDskDAMTFZrOFk0dVVdXvv/9eVVUl5WZUVVWFhYU9e/aMRvIAkGNIHgAgLjab7ePjwzzcvHlz//79vb29eTyeNJvx4cOH+vr6xsZGGskDQI4heQCAuNhstrm5eU1NDXnI5XJ37NgxYsQIBQWFmJiY169fNzQ0SLlJr169sre3R/IAkENIHgAgrqioKDU1tc2bNz979ozccqBpOiUlZc2aNSwWa+TIkadOncrLy5Nae1JTUxcvXmxiYvLgwQOpnRQA2gnJAwDEVVZWduLECVtbW2tr6+3bt2dlZTG/SkhI8PT0NDIysrOzi4+P7+yWcLnc3bt3W1lZjR8/PiYmhs/nd/YZAaCjkDwAQAIaGxvLy8s3btyooqJiZmZGprbSNP3hw4fa2to///zTwcFBT09vz549b9++7aQ2xMXFjRs3rk+fPpGRkRUVFdLv4gGA9kDyAABJSklJmT17tqqqqpOTE4fDqaurY361Z88eExMTFot1/Pjx8vJySZ1RIBDk5eU5ODioqalNmDDh4cOHkjoyAHQGJA8AkLDq6uoDBw6wWKzPP/98+/btiYmJzCSXnJyctWvX9unTZ+nSpRIZ+VFdXR0WFmZmZmZlZRUeHl5SUiL+MQGgUyF5AIDk8Xi8R48e7d2719zcfPjw4atXr3737h35VWVl5YULF7y8vFJSUsQ8S1xcnKurq5WVVUhISGpqqtitBgBpQPIAgM5SX1+fn5+/Y8cOXV1dHR2dJ0+eML+qra0VZxxGUVFRQECAlpbWvHnz3r59KxAIJNFeAJAGJA8A6HQ3btwYNWqUgYGBt7d3WloaM/NWBFwu99ChQ8OGDTM2NmbGsQJAF4LkAQBSEhUVNWLECGtr6yNHjpA1zmmaLioqSk1NraysbLZzamoqsw9RUlISHR09Z84cNTW1lStXZmRkSKndACBRSB4AICUCgeDx48fr1q1TUlKytbX9+eefq6qqTp8+bWVl9fXXX8fGxjL9L4mJiWPHjv3yyy8fP37MbFm8eLG6uvrGjRvj4uKqq6tl9zoAQCxIHgAgVXV1dcXFxV5eXv369bt06RKbzaYoiqIoa2tr5s5HTEyMiorKwIEDr127RrZoaGgYGhr+9ttvWBwMoKtD8gAAGeDxeA8fPuRyuUePHqWaREREkN+2TB4PHz7Mzc2VXXsBQGKQPABAlrKyspjkYWpqSsZ2tEweANBtIHkAgCxxOBxKiJOTU1FREZIHQDeG5AEAsnT48GGKopYuXerq6kpRlJqaWlhYGJIHQDeG5AEAskTGeSxfvpzD4RgYGFAU5eDgsG/fPiQPgO4KyQMAZOnBgwcURXl6epIKLDo6OhRF6evr9+rVC8kDoFtC8gAAWTp9+jQZ3lFQUEDT9LZt25gxH0geAN0SkgcAyBJZz8PGxub58+c0TWdkZAwdOhTJA6AbQ/IAAFlqljxomj5z5oyKigqSB0B3heQBALIUFRWlqKg4c+bM7OxssqWiomL79u1jx44dOXLkgwcPZNs8AJA4JA8AkKWysrLY2NjU1FThZdErKyufP3+ekJCA+iwA3Q+SBwAAAEgPkgcAAABID5IHAAAASA+SBwAAAEgPkgcAAABID5IHAAAASA+SBwAAAEgPkgcAAABID5IHAAAASA+SBwAAAEgPkgcAAABID5IHAAAASA+SBwAAAEgPkgcAAABID5IHAAAASA+SBwAAAEjP/wOt/jMUIf/8ygAAAABJRU5ErkJggg==)