data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXQd4VEXXfrdvNsmmdxJKAiFAAgQMIITeEalKE2nSBFQQFVCkSm+CShEUAUGlCPJRFER6kRZKEkpCQhJI75ts3/2fM5uNAYHdZDcI+Xd4eJLszj135tz3npk5854zHHQbroet2DTwH2mAYwPgf6T5F+y2fo5iNPBwskqrbmTk46FMYZYsGwDNUlPVrtSzUR2sHjPIZCf37t2L3r17s3pXrlxBeHj4U6+ZsG47Dl6/a1KmDYAmVVT1K+wc2wfhoQ2wcuVKjB49Gm3btsWBAwfA5/PxzTffIDMzEzNmzMCcOXPw/vvvo1mzZpg4cSJmzZqF6OhoODg4ICQkBBqNplRZl67fwIANe00qzwZAkyqq+hV+G9+XAYiAFhgYCIVCwcBH/3U6HbRaLVOC8TO1Ws0+E4vFMP5O4KPfjSUmJga91v1qUnk2AJpUUdWv8OuYXqhXrx7iv5+Kguw0ODboUO5O6/V6FF87iNCub4HbqDcIgH027DMpxwZAkyqq+hV2v9OTWcCopUPQaOpWiO0kFep0bvpD1Mo4jtTafREbG4t+G/eblGMDoEkVVf0KO0f2YADcvWYOBk9dYFGH3aN/xoOg3gyAb3x3wKQsGwBNqqjqV/hpWFc2BO/6ah4GT5lnUYc9b+1ESq1eDIADNh8yKcsGQJMqqvoVtg/tzAC4+6t5GDh5rkUd9rmzB0k1e7I54OCtf5iUZQOgSRVV/QrbhnQ0APDr+Rjw/myLOuwXvxf3q7/GAPjWj0dNyrIB0KSKqn6FLYPaszngr998gTfem2VRhwMS9uOefzc2BL+945hJWTYAmlRR1a+weUBbAwDXLkD/iTMt6nCNpAOI9+vKLOCIX06YlGUDoEkVVf0Km/pHsiF479oF6DvhM4s6HJhyGHd9OzMAjtp1yqQsGwBNqqjqV/i2b0tmAfetX4Q+42dY1OHaqX/gtldHNgSP3nPGpCwbAE2qqOpXWN+7BQPgb+sXode46eXucHJyMo4ePYru3bujDW4i1rM9A+DYvedMyrIB0KSKqn6Fb3pGsCH4tw2L0aTHW2wvmPaEy1MuX76M9u3bg1bBMe7tGADH/3bBpAgbAE2qqOpX+KpHUwbA/RsWwznkVfj5+aFmzZqs42TZ6PemTZuioKAAd+7cgaurK6RSKSMkiEQi0D6wvb09yBK2xg1Eu7Vlc8CJBy6ZVJ4NgCZVVPUrrO4Wzobge5s/QvWhiyAQCEoZMElJSYz1UrduXeTn54PH4yEvLw+Ojo5wd3dHeno6o2Pdu3ePMWe62MXhunMks4DvHbpiUnk2AJpUUdWv8EFkGLo1qQ/N9vHwCayPi44tUaQXlqvjNfi5CHl4CC6Nu+GacyscuByN1aeum5RhA6BJFVX9Ck58YFjzBojwkcJByLGow7kK4Ep6Pjafu4lCA43wmcUGQFMasn1fqRqwAbBS1WsTbkoDNgCa0pDt+0rVgA2Alapem3BTGrAB0JSGbN9XqgZsAKxU9dqEm9KADYCmNGT7vlI1YANgparXJtyUBmwANKUh2/eVqgEbACtVvTbhpjRgA6ApDZV8z+dx0TK0Orxc7cHhAIYNq3+2rei3R/LcUZ0yH+iNFR6vWPL3v643in88ed4TKz6jE6VtNbOjZavRvamzGhH2nrsGuVJVASHPvsQGQDNUWt3LDVMGRkDqZNk+qRm3eiGrcDlceNn5YfnPp3HkarRV2/j8AajXw0EkAE+jhqDERGjAgZYnQKFSbXjjXrCydHwXuHvwXrBWPf/mRFQLx/BlP+LinQSr3fy5AFDM0cEfCnjolZDqVNAqFeBxHwWaTq8Hly+EXCBClk6APL4YmXohVLr/NoGrRCTEumldoNWbQe0w47EQeVOv04NT0n/6m422HA4jdlLhcrnsd2O9snWoHvHuHr/GeH1ZOfQ7FbqeZFpa3O1doZW5ove81ZaKKr3+uQAwQJEFf3kGRAIhBHwBU7ZROU/rCSlNx+UhR2CPB1x7pOkEj86xrKaCZwua9HpbhDeqWLKeJ0mOOn0ZV09fYv1v1DIcpw8ch5uXOyJfb499G3exAWDApLexd+Mv4HC5aNouAn//eQ5CoRAOzo7oM3oA9m3ayeafvUb1x6oPF8HJ3RlBYcHISs1ErxH9sWfDT/Cq5gWJ1BE1QwJx/vdT6PF2H4s1JuAJ0DawI8LGT0NOYZHF8thL9DxS9Ppr8uGVk2gAHuWZ4/Eh4Bv+87g8k4AkMCoFYiTynZCkF0H7HI3ixNfboEkje6som4RsXbYJvUb2x+51O1C7UV2QRlp2b4MzB0+w6YfURYq4G3egUijRZ8wA7P9+NzIepmPc7Pex6qNFeH/JJ9i24jto1GqMmD4Oa6YtxcQFU/H1pyvg7OGMwe8Px5Ylm/Da8D4MqEGhwfCu7ou6jetZ3AcBj4/IWh3Rf94qXLxzz2J5zw2A0vxUBMnTGJ37SYXH5YLL5YH95HDYcEETX/rdsNA0AJdwp+CLECdyR6pOYBUFmBIysVcbNGloRQAu3YieI/ohLzsX6UmpuH87AREdWiAp7j6EIiGkrs64ce4q+AI+OvTvCrVKjV++3oZ+Ywdiz/qf8M7nE7Fv4y/ISsvCiOljsX72aoyZ9R42ffEN7B3t8WqX1ji8438YNm00dq/7icl568ORT9W9qf6X/d4AwE7oN28lLr1MAPTQy+H74CaEIlF5+vvEumQNM5x8kSTysFiWOQIqA4CdB72GjfO+RpvXOyA57j4D4IOElH8BMLBBbdyOisXDxAfw8feFQi5H96G9QcN4UYEMTds1w8a5X6NaUAAie7bHmYPHERLegA3rY+e8h+hL13EvOg5DJo8wOeUxRxcvLwBFXHjcPg2JhHxolq1yabFyyzsMRTrL5JijcKpjdQAu24jeo97ArvU/oXZoMNMHDcEEGh6fB0cXKW5fiYFOq0Pvd97Ab5t3I+NBOsbNeR+rpi5Cm14dcP6P09BqdHilfXP8/edZTFr0EZOzdfnG0iG479gBSE9Jw93rt9BjqCGxuKXlpQWgHUePWokX2ESa8gxbUmR2zoh1CLBERLmutTYAzx46ibibd5gFC2/zCs4dPgXfmtXQtF1zHNiyl80D+40dwIZPJ1cn1GlUD1FnLmHs7PfYfI/mdOFtItjQSqBNvpuIiQunMgBuW7EJg94bhq1Lv0OfMW8i4wEB8Da6v9WrXH1+WuWXFoDk76v34Ar0Oh0DYUWtIA2/SW5ByOBZb05m6sm0CauNYb2CKtzmx+VTHwpy8iFxNPRBUSxnP+2lDux38sTQXE6lVEEuK4bU1Yl9LpbYQSFXsHmxUGyYyijlSuj1OvYd6ZTqiezEUMoVrA7pW6vRltY31VdT3wt5ArRki5CXbA7I43BQJ/E8+FxOaaZ1U5190vdargDX3EOe6yqYZgxbZvWCRvdPBviKtL0qXOMr9UYNt4Z4a+GXL9cqmF7rgRlXkaXRIFMH8MkKcrlldlJNPx6yHFlOfkgUuZuubOUas4Z1QI3qli+grNys5yqOvBIRAc0hV4vQ5ZO5yMwvtMr9n4sfkFq6nvMQXvmZKNbpkavTg6vnIkWvR6IeSAcHBXo9tOQnNG6AP9Y9AuBt71DIdJZ79MurOU9nKbZOG4IcVRoUGmV5L3/p6zuKHFDPOxTgSHHowiV8uH6r1fr03AA4X3Ufocp81nDCmLtejxBwwdUDtLFEJ4sV6HXI1QGFXA5U0ENb4v0TgYObdi74SORvtY6XV1A1dxds+3g8ArzcSrfMyivDavXLy4h57MZsu46eghkOfQ6HCz2HD4VGj5v3EjFq2TeQKaz3EloVgAIuBy46BYSKQnDUSjjZiSDkAly9Dr2UeQjTPnqAnb1ej2Bw4WhiMCbrN845ED/rrbclVhEwkKO8tp83IkND4OQgKXmA/6DBTiiEnUgIBzsRRHw+m2aQvf7XdIOePbmROCSC/mmh1mqh0eigpdGBC4gEfIMjnr2wHLZ3TGCAXgdyRZGbRqPRQgd9aT1qHxNa0iT6k7WBOfTpQ4M8qqWlEUejgVarYwsYHo/qgd1frdFCq9NBo9NBoVIjr6gYx65cx42EZPaZNYvVAOinlcE77z6gUf9ra41eNBeNGmE8PYIFXLhTZ5miDEOuK/RwBSAFB5SRxDg7VEOPfOhxjy9CP/u6UJjxxlpTOTZZla8BqwEwXJ4Mniz3qS1WqVTsrSKzb88BqvM58OFx4M3lMEA6cACyoDQkMzcNvaEAVHrgnNARv4h9kMuXQGXdF7DyNWy7wzM1YDUAOkKNWrn3IFArnugzMx56Rz+N9CI2vJRYNdol5nMAclPzOACxsMjxodbTqrmEQcMXoMjOCZkiZ+TwHNjc0VZebg1YDYCkBgKQrzIH7kWZ4KoN870nOZ0Z1aoEiIz3VvL/cVUaaVu0e1JWDtXXCu2Q5uCNNL7UnLm0VZ4SzaAcJXZwsBMb5JWh05fLp/SU1tDLaNxgLJ1tPIXCXyqiDNXfks1JoyEo2zTSs0yuQKHcvMOnK6JkqwLQ2ACyYB7aYrgq82AnywF0GpOUq4o0nilI4oK7Dv4lK+aKSDHvmo7hoXi/32uo4eVZZlJvhIklj/5p9y9vMEhZ6FakPWUDWAxtok9owZOQmo5lv+zDqRux5imrHLUqBYBl709g9MxNhl36PbzSpAmSkpNA80FrMHTpPmRJH3jVRRpKrFI5Om9u1bYN6+PLiaPAfwqdzFw5L3M9tUaDd7/cgLPRt63ajUoHIL8wB/oLh7F921a88cYb7FDjuLt3ER0TjcTEBJba9e7tOyiWFzNgPj5kPz70GntP1o/DFyDPwQMJYs9K3Z7bP386avl6W1XxL6Ow+2npGL5kNTLyZFZrfqUCkPxN3DP7sHb5ErzzzjtPbTSBSa6Qo7CwAHfv3mU5iPPz8hATE4uAAH/m84qKuoY/z5yF0icQGi4fGrEjcrWcSgWescHXvl0JCsu0Rjlz4hgaNGwMqZMz9u/+GfYOjoi5HsVGhMYRzXHlwjm2X96ybQecOPI7XD080G/QUGbpt3y7FiPffQ+njx3Bzair4PK4qFOvAUIahEJeXAylQoHjRw5DLLZDn0Fv4dihA8jMSEP1wCD06N3f4ubTwH4jIQoD539funi0VGilAlCQloAQbS4uX7lcOuQSt/lpbBi2GCn5Rx0j9gfVtRPbsePk/apVA9r0hUZgZ2m/y3X9jY0rrTZl+HLRXPQfPAy+/gGYOGwQFn21HutWLkX3Pv2RlHiPcb9fbdMOF06fQkpSApuI+QVUR0DNWpg5eQLWfL8dTi6u+HLhXPTo+wauXryAkAZhyMnOgqwwH/F37qB7n364cOoEoi5fxLwVX0EoFEFibzmDiABYqEjAkC+2IO5BTrl0+LTKlQpA/t+HsHbRfIwcNRIZGRlwc3djMSC0sV1UVMRS+5ctlPZ/+vTpmDBhAvwD/A3bRcwtY6DykxX94egZaOo1t0rnzRVyY+MqcB+L4jP32sfrPQ7AVZu2Yu3yxeg1YBBux9yESCRG6w6dcezwQWSkPWTAEQhFyM3OYt6CagE10LZzV6yYPwt9Bg7B2ZN/oU7d+qUATLl/H0PeGYdfd2zDjagrWPntD+zlqSgFrmz7CYAyRQLmbfsD+8/GVFQFj1xXaQCk7Tjhxd9ZGn9K83/s2DG069COveHLly3HzJkzUVhYyI4EMJbs7Gx4eXlhzpw5+PTTT//Vwfv376NOcDD0kX2gFlTeouPxG9/YtKp0u8tSrZsCIA2bEa1aw8nJBT+s/woKhZxZve3fbWAWb8+OrZg2d9FTAfjzlu9hZyfB+A8/waavVqFxRDO06dgF9cMaW9p05iIiAC7YfgR7T1snQL3SAMhJiMbQiBD88MMPbOGxevVqfDDlAwbAa1HXcOPGDbz99tv/UopMJoNEInnikEcWYOjQodhxMRa6wDCLFWqugOdpAcUiO7Tu2Bl/HjrALCCXx4OjVIqdWzejRZt2uHb5Ir7+4adnWsA+g4bi99/24Ma1q1j17RarTR+MAFy4/Sh+PX3TXPU9s16lARDx1/Bhz/ZYtmwZO/Tkiy++wKczP2UApCG4bNEpi6FVFIMrkoAnfpRwUDYom66ZN28eFu3Yh+IaoVZRgDlCrDkHXLVwDho1jUC1gJpY+cVsPD4EZ6SmIrxZCyQnJiAnKxNSZxc2/N68dhVDRo1l12zYvhurF89nQ3BSwj3E3LjGFiHNI1vj4tkzGD7+PWzduJYtbt79cBqkTk4IqFHLnK6aAEuJBfzxCPaeecEtIDcxGiNeDcPGjRvZ2WOTJ0/G4iWL2ak6ZQGofBiHe7N7QaFUQq7lIOCtT1Gt63CmCLZjQnwPcrlQuCa4TM7qgyehD2posULNFXB940oWMmqNQhbs1s0bcHJxgb2DA1q2aY/o61GoERiEvNwcnD3+F2O+hEe0YHR7ib0DMtPTWERhvdCGuHT+DMIaN0XszeuoGVSbraJ/27kDjlInZiHj79xiw+2Nq5eRnZmBrIwM+FbzR2SHThY3nyxgXnE8Fu/4E/tedADyM5PRQJONK1eusAVHUkoSgoOD/2UBH+xZjYz9X4HPgtb1UKi1ENYKR50JKyH08GULERqW7SX2yFBo8EbnDrioEELtVcNihZor4MLXi//ZfjP3oipYT6FS4nzccRw6k4D/nbPOrkilDcF8vRa6I9uRkZ4OJ2cnFBcXw97B/l8AfHj2IK4vHw83ewHsBHwGQo1WB55PbdT5/GcUKlS4dPkKpGERjEXTLMAb2tb9oOY9n8B0wtH8EYPQJ/L5rrxfRPxevB0NrSAFM9eexsPsAqs0sdIASK0TRP2Fz999BzM+nVE6jJKdy8nJQVpaGurXr886cf7rz5B06Ht42gshFQsg5BsS9YiqN8AP6hC4NG+Hmg0aQhgfjb6v94SmjeVO1fJoj8gHqyaMRPN6dUpyNJTn6qpR114AnIs/jatxKViyzfQ5wOb2ulIByM/PhNPt86ATF2llayyzZ8/G3LlzMWnSJObzq1OnDjLvXkfMrrXIuXAQnhI+pGIeBDwukkTeKJyyA85iMY6uWYIVv+yHKvgVc/tntXrkB1z0zpt4M7K5VXxqVmtYZQvS65Enz0J8VhzuPEjHqh0XkZZjncRE1PRKBSCzgpePYMFHH2Dq1KmlqqJFyZAhQ/Drr78yS2cEJ7lrKOnOhBFvonuLUDj9vQdOuiLktHsHAd1GI6JeMHICm0Lj7FnZan+ifLGQj/ZNayDI3wUujhQlV5YNw6KpytEuc699XO6z7vO4zLLNeVrbjPKeTDcnmlZOgQKJqfk4FZWCfJl1qVmVD8CCbEiiT+HWnTuIu3ARTZo1hdDNHRqdHnFpmfjmu++Rmp5eqqkGzVsirFVrqIuLcDfmNnJFTpjUpiE+HfcOdp84B3WjtuV80OXAhK3qc9dApQOQesS/egxhYY3xnjwVYg6wLLgjXnfmIsxZhFPeDcBzkGJAdhwSNRzsEPmgXfwVDLh8FIO8m0PF5aK3NhEf/e8P6Jp1g45fvnNsn7tGbTcslwaeCcAgOxXi5JY/cD++BpHZSRjEKcQ5O0/sdgrE5xmXIIQOUwI6oLsyD0sfXsJKj3r4xrM+/rhzEI56DZoHv44VyeehenAb/2vWHify9ciVFZerg8+q7MgHCjVWE2cTVAENPBOAgRIN4ostSybUyk2Iy7u3YnmTevCCHsvcGqKuMg+9ChNxWuKNnc5B+DHzBuqqZega2AX1FXlYlXIeazzq4Tfn6tgfdxjnKVnj5Rto07UHktyDkJBtiC+2tDR0UOCa7PntKVva3qp4/RMBKOFqUazjoZadBvfkFQdg9aJ0JJ06jKZhYRgQXAcJeXKctvfGJ5lR4EOPhR7hqKvMxeD8eCSIPbDEpynWpJyGi6YYE3xbYkh2DMLUORAMm4gjsdFYuXIlXDw8URzyKorFjhY/j3B7Oa4UmUftCvX3Q+saQSyK/kmxG+VZfljc8EoWUHY5wkKKeRycvZ+IK/cTrX7nJwLQkaeDAFq4CPSIV1RsCBYm3wIn/gYm1q2B1k4SnBK647CDPwJUheikSMdVBy/EQoIpmVeZW2OJe2O0LHqIjvJUHHCrg2Iff8xsVQ/+nbpB7OHFOn7mzBm2ek55mAp+RCeonCxbDYdKNciQA5lqHnTPWMGGeHvjm/6D4SWxHPRWf4LPSaCao8M7O7bgYtJ9q97xEQD6CRQo0glQQ6RkDOCUYj3StOZZiLKtssu4D25aEiSt+6K+Igdjsq5DotNAx+XCbtAoRAwZCgeJGMVZmdBlZSI5Nx+ZQns0kgohdnXDzYT7+OSTTxAQEIBWka0wYuQIlleanNhETO3evTuuREVB0LYvVMKKEy1riNQo0uqRqRHCU6BGvpYH5RNyz2wfNgqNvKpZVfEvo7AsRRHafbXCEN9tpfLUOaCUp0WEOA9/FlHeAvMHGLFOjQ7RxzAuOBQfBrRENk8I35wE9JU/wJiPJ8O3bYcnNt1IPKAviT1D+aQpt92ff/6Jv//+G9NnTGefEQizs7JRu3ZtKFy8oQxpUUFV6NHPORvRKkcotFzcV9Kk4Mn9vDr1M4i4lp0TQpT6vIJcdkqAvcQBGo0GD9KSEeBXHQqlAiq1Cg4SBwgEQuYbzS/MY9uXPl6+KCqmvXAHyIoMsRgO9g6MqJCXn8f+ZnrhciF1kLI6RNWndL6UkZZe3IJCw5zZ0cGRya9oIRJThpcebSbPraiIf133zEUIn6NHB6cCHMmTPnOIKivVVZaN9WItOhalI5cnxBr3ujjAk+CLiW+jf5sIkw1/nJZvBOTFvy+iWfNmJcnLDayYL1evgaDzYKhKGNMmhZdW0KOzYy5OyJyh1JtmucR8MsusRD7Pun9ufg4mfTYWDes1Rt2gejhz8STqBNZFTm4OVColpI5SxN+Pw+JPV7IArdnLZ8DDzROtIlrj9+OHMGfqAsxYOBVavQ4Lpy1jAN514CccPn4Ag3u/jYPH9mPtwk2YtXwGfL38kJefi5TUZIwcOAZrt36Flk1aonObbvDx8jNfTU+o6Rzqjr5ffInzt+IskmO82KQfkMfRo7NTAQ7nUQD4sy2hs0gIgas/RFwuViWfR4fCh0iBHtkdOqLV7AWMjm9ueRyIZA2JWm481iE+Pp5ZQVG9V6AIMP8IAiI7dJbm4Xghgc88y24tAC5fvwgfjp2OH/f8gJTUJCycvhzvfT4OXm5eGDd0EtZsXonJoz9GavoDnL9yloEv+vYNnL96FvM+WoxpCyaz4W/xjJUQCQ35Cj9b8gnmf7wYYz8ZgfWLv8fMZdPg5+WH1s3a4cT5v1A3MATRd29g4vDJ5qr+mfWcGrhj2b5DWLn7oFXkmQSg8S4d7LNwvMgNzlInFi2vVD96cF0bnhprChKxwqshfnOpAa5ej/458WiRfwd9t/0Iiaf3v4io5vSgLBDLklnp8wEDBmD33n3gtn+TRcqZKlzo0cmpAMcKpFCbCT6SaS0Azl7xKfp07Y+7CXdw734cFkxbVgrAzm2744edm7Dk01VIepCIC1fPY9gbI9lwPGPx1HIDUCgQ4XZ8LAb1Hoq1W9egS5vu7N6WxoZIG7hj+d7DWLnngCl1m/W92QAky9HBPgfXeDXh4eGDdkk3WbLGk9JqyHNwx6CcRMxJu8rytex2roHlXqEoUMgwplMzzBze54lMaLNa+IxK0dHRaNiwIfhBDaGs9WyKPtk6eon+KnIrdxYFawFwzMfD0bVdDwaEpWsXPAJAIpx2jOyCxvWb4FZcDANg7659kZ2bjW+3f1NuAHq5++DIqcMYNXAs/jp7FO8MHg8nRyeLAegc6oElvx7Eqj3P2QISDmhO2NUbiOXVQJ/ch/j04RX84eiLCQGtoONwMD4jBlMybjISaRSXg5/EHpi3Yws83FwqBYBkHSiuZMcvv0DXYdBTpwhk+To7ZONYkRtU5bB8RuxbC4A0BM//eAmbv32yYDIWz1iBKXPfg6erBxuC3d0MZ5/EJd7BkZO/I6JRM8TcjUbUzSuY9/FizFo+HWqNGgunLWdDME1JjEPwuGkjsGbeBjZ39PcLYEPwyQvHUbtmHSZjwrD3rZIexTHUA8v3HMCqXw9Zaj/Y9WZbQOPdqrm5oKGrCNflUvx++yB8NHL84BqIeT5NGAib5qWge1Y0aom0OOrojtnr1jNC6pNiQazRgyNHjqBz586QtOyBYum/D68RcHTo6pCJIzJ3KPTmz0HLts0aACyQFWDH3q0Y+9YENqx+99MG3EuOR8umkUjPTEefrv3g7OTCbkusoPmrZ7GV8TuDxuLYmaNsyO7StgcuXjsPpUqF0Lph6NW5LzZs+xpj3pqAvb/vxoUrZ9G0YTMWQtqoXjgDnpuLO376bRs83bzYYqWGf82Kq50DOId6YgkB8L+wgNRyBzsJfNzdoeQ74JXsZKxKOQs5dNhv74N1zkFQ6fWoWc0baycPx/9+3o6mrzRFZOtIqwDQGBtSVoNEbnVzc4OgYSuofYMeUa6Io0NPxwwcknmgSFcx8JHA61M/A78cCyhznjDL8KXTli6qHr/GmD2MXCysbolr6llB/VqtBjzyl1p4GNBT208AbOiJpXsOYOWu/2AIpobZiyXwcHUDT62EWqFAC9lDvJF/D3y9DmlcAfDuDLzdtztEQj7bOiPm88JFC0vdJ+Y8nCfVKesnLGtNKeakSZMmEDZtD5WH4QAbGnKr8eVo65CLXQXebFvRknJ68kdwFfy36YEtab+1rhVLhdD6O+KLH3dh8x8nrSK23EMwRYc5OzpBo1FDq1axFLsNuHL4FKfhwF9/4eLlywgNDWNv7ZdffokxY8cwnqZYJK7QKtjYS52esiEbdimNlpDi5NatXctY1T2H9INEXwx/oRoCnQpXi+1xWu4Gmc706tiUJse2bY33m7Wz2Bdo6j4v8vdcHgfSYFfkaDTo9PFcpOYYnOCWlnID8GnGWilYAAAQ9klEQVQ3FOo0UP2+DUuWLMFHH30EAgwFoIc1MqxOLZkDlrV+JOvunbuoGVgbCTIFNs6fhVVffonI3t2RrBLhnlpi0l9ZEaWNbhuJTzp0gV5tOEj6/03hAkI7AQQ+9sjX6XE3OQW9Zi21WvetBkCiiIjO/YbXO3fEL7QqpSMXcnPh7OJsMQBJFs2BKF724sWLCAisjZsKLvztRRjWuS1iM/JQVL+V1ZTyNEE9m4dj7STyzf1To9LmW5XeG9M3oG6yzGUaypivx/noWHy++Wc8yH56LnDTUh+tYT0AUvzH3avgJMUiJSWFJSKiSbYxEWVFLaDR+snlcqxfux73MrLRdcIUqHR6NHXko46vN/SBoVA/p0wJNb090DasPsR2IvDpTGNKrF4SJMDAWLK5YtxjeSRvackfLArjcc5TaWjGP18wABhllzy3J+VkfXZUx2OQKKn8yDUlR4awLBSG/PCGqY4OUOu0jJjyx6VruJOSyjKmWrNYFYAitRzKP3/BnNmzWfKhx0tFrAVZP+p0sUaL1u06YMq672Dv6Mwy6vNu/o3XevSAoHlXqF2qZgJJOqWJzgxJzrROOjRrgscasqwKQGqQ6OZpiPIz8ODBA5aGw9KSo1AhvrAYF2/dxZHtWzDkk5lsMdPA2Q4rp03Fho2bwO3yFhsibOXl04DVAShWFkFxbCdmzZoFiv+tSFFotEguUiKlWIEspZqNarvWrESr1/vAp3otSPhctHQWoZqvL7TeNVAc1KQit7Fd8wJowOoApD7Z3TwNQX4GKJ+fs7NhEfKsQsdDZSvVyFSokSFXIVelYXMfSk1E5UF8HNKT7iO8XUfQ0a+RXk74+N1x+H7zZgiJlGoFer6pNtq+rxwNWBWAZKnsMhKAW5dRXCRjrOZFixYZJrSU6YoOn9HpUKjWIlelhkKrx4NiyopFGbAePVPEwILRsUD1nPQ0eFbzh4DDRXNPKY7s3snyBNqFNIH8OS0+Kkf9NqlWAyBFVfCjz0GVEs9SmdWtWxe3bt1imVFfafEqEmRyJMqUKNIYoi/MWZAYQUjW0EcsRGM3Rxw9eAB9+/ZlLGC+ZzWoQyKee87oqgqbxf3ao3dkc4hEFWdNG3WTk5uLbw78hY1nrj9TXVYBIFejAj/qONTZafD28sK3336LFi1aoH379rhz5w7Ljjps2DCWjrdIrUWGQoUClQYFai2zhkodrXQfbSetcqUCPjzEfPjbi+Eg4GLTxk0YN24cmjZtylK23b59G3q+EJxGbaB1rZqr4OcF9k5BPlg/eTQuX77MfK7t2rVDTEwMS69M+b0pfQodqSESiZgBOHDgADMi9EyvXbuGkSNH4vDhw+jatSvL6G8c9QInzqtcAHJVcnAv/wldQQ4aNWqEn3/+GbVq1WKNo+MWBg4ciD/++AMeHh7o378/wsPD0aNHD5YL2ugjZJvtJUM0tZbmeZQT3GglyaE9fvx4Jrtnz57Yvn07lEolPv/8c2zYsAE6Dhec8HbQuvo8r+dV5e7TLywQi0cPwoULFxiA/P39cfLkSRYYJpVK2X86QoPy+tC8nsBJz5IMAQWK0bOldMxjxoxhbB5jCZo0v/IAyNVpgQuHgIIctG3blgHExcXlEd4ZgYsAuHPnTuzfv581loq3tzezkJSijTpJgKS3i94+Ahy9deTKiYuLw6FDh1hC80mTJjJiA0tsTg5TLbBlyxYGTp1ABG2zboC44lFyVQ5V5ehQ39BaWDhqADLib6KW7Dqyhd5ItStfWl+eTo26hZcBrRpF4UPZ3YM/WFh5ABTevghNYiwD3+7du5nfj+ZmTyv0ZhEAf/zxR1BMx++//47k5ORH3piy19IxDj4+PmjXri0GDRqI4ydOYPSY0cyacokeVRIdOH/+fJbuTVCrPtT/Qeq2cjznF7Zq7wY1sHDkAKT/+R3EfMCry7sVais9X/e946Ecuo1dHzJlceUAUFycD+XJvXB0dERUVBSqV69u1sKibGvYPqNczoZqAqLxqC5PTw+4u7tDIrGDUGiYEFNdOq/s/IXzePXVV9lpQlzw2HBBxztQ+t98WRG4bfqykzRtpXwa6FW/OhaMeBMZx76HsNHr8PLxLZ+AMrV5J9eguNkY9kn9qc8mLlR4EeIYfQqy5Hv4+OOP2bkefL6BOEmFHS1PvLwKJ/Yusx9a5ihXkq9SG05kp2GYIuTYSlmvZwwcon/xaoTYrGAFoPN6vQB8MfwNZP61GZKIN9hUqqLF8coWZDcYyC4P/Xi59S2gUF4A7al9bIWUkJBQ0lhDNnuaqzk6StkQ+TQA6mjJy0G5Dn8xgpviKVggNiU1L8P8JQsaFhYGWVEx9M27Q+dYcQVWVPEv83U9Q/wx7+1+yDqxBZJX+pu1gfC0/kqjtiKr3gD2daPpqyoBgHFRUMddw7vvvosVK1Ywa6RWq5CWlspWpzVq1HwiAAlEWQUy2ItFsCs5Bd1aD41WXnQmCW0B6t18oG3cnkyxtcRXeTmvBVfD3Lf7IvvkVoib9LUIgM7XfkRmvTeZzsI/XW1dANLKl3NyD8j3d/PmTeZyIYtEDOl169Zh9OjRLC6BrF9ZC8gCqncexJuRryDI15BsyKJSwlXSMV4TpawCioqK2fwwJjYW3GZdoHW2wn0sauTLc3GPOn6YM7QPck5tg7Bxb4sA6HJjOzJDDABsOvMr6wKQl/0QuotH0Lt3b+Z2MQKNzgKZMmUKvvrqK8OhMmUASHSqWdv2ol/LJmhUyxC3YWlh000ayekX+s/jMNrWrl27MHjwYPC8/KFu1M7S2/y/ub57bV/MGtILead/BL9RL4sA6HbzJ6TXNZxk0Gz2WusCkE5A0t+6xPZ4P/zww9K5GGXCp73fzZs3M4tYFoDxqRlwtpfATWo5PcvYG4oQoTwpAg0PMq0WEhGXAZES+lDW/bT0DHC7vf2vHZb/N4gqZ0e7Bfng88GvI//MdnDDeloEQPeYn5EebABgi7nrrQzA+GvQ341i22sUDGQs5DCm4Zd8e8ZFQsVXwU9ps5G5y1i7OmihhUrLw9XUDDTx8YCIPtfp0Si8MfPU87oMhfaxc+nK+Vz+31TvGuiNmYN6ouDsDqBBD4sA6Bm7E2nB/ZjuWs7/1roA5N2PgS72IhYvXvzI0Qu0JUN7tLSXSL47oxV8/O5JGdkI8HRjHyvVaojKHNdq6mmz0ZYqMT65DgqdBjcyZMgsLkZTX0+4CznQqXWoHRyM5Acp4Hd9GxobT9WUWtn3nWt5YubAnig89xO0IV0r5Iah0YdKzeSDSKtjAGDkgk3WBSA3LRH6qBP44IMPsHTp0tIhmNwvzZo1Y+f8vvnmm08EIK2CE9OzQHEVVNQaLQR882N2tSXg4+n0kOs0iMnLx0OZhh1oGO7uCh8JHxmpGagZGAi9QPDcT1Qy60m/oJU61fTAZwNeg+z8z9DU7VIhC0ijH22pdpPcQ2qdvqynbRZ9b10A8hQy6E7sQauWLXH06NFSoFH6XFqUNG/eHK+99prhVMwKO6LLtJlZPYPfkHbeODpApdUgVpaNuBw1tDwxBHoNmrk7w1vCx19Hj6Fbjx4QVguEon7LF/Rxv3jN6ljDHTPe6I6iv3fiNj8QnTp1YolBAwMDYWdnxw6dpD16Pz8/tvtFu0+urq6MdEzMmfz8fPa86YDyhvmn8TCoD+tk+6VbrAtAWnVyTuyCUK9lR3BRI+jGe/bsYSkyIiMjS29oDQDSsEsLDrJyXL0Wap0e92RyxGbnQ6sjUgIHPB4Xr7o7wF0swvz5czBv/hcQ1msGVUDIi/ekX9AWdajuhun9u6H44i4cTuLglYgIBjx6pmTVKNTWycmJbTYQm+ns2bPsuVPmC2LCUCQkgbJmzZpQHlkBRcQo1tOOyw17wk8rFdqK48ecgybpDtavW4dRo0axYZiIpw0aNGBEAWOxBgC1FGauBThaPTRcDqIL8nCzIA/2WjH0eg4ePHiIan5+eNVXCjehEF26dMDxE6cgbNkTSgfXF/Rxv3jNetVTgtlDekN+aTca4h5+4XVA/Qah/yKXEC2LGEvkditbiKZFDKfki3+gQ9ImXOpkWHx0Xrm9EgCYlQLd5WMIa9gI58+dZcQAYkEQaZEYLNYEoAZacDUclko3OicPyYXF0LA9YA5uR11jJAgKfo/0d4W2IB+BQTVQWKwEr+MQaG07IeVC+rxuzRDhokU9Tkq5rnu8MmX1uuvTGTuOnMAPManWByAlq+Sf3gdtcSF6vt4L+bk5jNs3YsQIZrKJ/0fzB2KqDB8+nJllAqk5NHxqLS02aIODqwe0OhWK9MD1jBykqQCuXIP4pLvw8vHDrrVr8PZHMxlbuo2vM/bv2cOc0Hwvf6hsTmiLQPS8Li7XEEyxHsPat8Dlk8fQxEuKukGBbPI5ffp0xMbGYsGCBXj48CEDIk1iCXAzZsxgLNnWrVs/0if6zphkqOxPNmzr2MDLfHhZShVupmWiSMuHUs+DAEps+nwa7t+/h9EzZsMnpCH8hByEezlj6ODBjJf4pFRtz0uhtvuUTwNmA5C29YO1eQix5zDqPdGwiMFsLDQvIKYKUeSJnEBzQ/pJfD+iStH3tIIiHyEtXIjESrRvo7/QSKsiS0kxIhQ1R8NtuqwYauL90VnqOg70fBVWDB+JzkMGomGH16AHF+FOPKAgD/VC6kGj04HXYWAFMueXT3G22tbRgNkAFBdmIaK6N/63diWKi4uYm4XAZNxyMwaiULPo97KfE/gofoNiCXr16oXU1FRQZlNaOdHElYBLwCOZNITz3N3B9/CGo091CCUS6DU0EySocaBXFuLdXr2xas9+CB3dwNfJ0c7XFZPGjGGxIo61Q5Ffq7F1tGOTUukaMBuAlPTRNes+GjhwodWo2eSfiAcEmrLcvH9IqY9SoYjtTJ5yAiEBkuoR8Gg1RZaUVlHEjCbXTmZGJuLu3ced+w+Rr5TDzsmBHbqSlZ4ByGVIjr8Fj4BggAd4+3qClyfD1q2bmb/QPTAYAhdPlktZo6HlMwdiOwkLqinQ85Cr54ErEKKYnVZnK/+1BswGIDWUotWG1K+G+u6OuHcvnsX9EgCJEd24ceNSRrTRCpJVM5bHgWn8+3EFEJh1FG0EDnM8K5UqZGZkoEhWxIKXHEQilvqNSK3FRYXsyAjoOAyM5Lciq0z3JZDT7sz58+dx/PhxRh0jmlaOXAVQYs0W3aEU2Kj7LxUAqbHk2fCXShDi5ohmvs7gaVTsAe/b9w9D+pdDR9E2shWahxkOkCFQEVH12LVYpOYVMlZM06DqcLW3Y6xqAiMN2TR0GxYnxJYmdosOlNSeWC+U3o3RvDjckhRhRMXngEM5xLgcPHzwgMWmkJUlYgQd4UALIq7EAa4+1VAnOBgZWi42s0BpspU2sup/DT6GDXQbXuGRyF7IR7863hDnZ7C5W7du3RglixzS8QmJKJYVli5EyIvOEQiRVyTH3dwiuIr4CHRzRF6RAjKeCFyVAmJywAiEaNW8OYYMGYxGIcHMv0ghnWfOnoWssJC5dGgxk5uXh8TERBTJZGwlLrG3h9TVDTq+CGo7B+RDiPgCBdJlCttQ+yIg7SltsAiAJJPL4aBvXV9wUu7iYWoaGrzaGmdTC3A7RwZXiQj13Ryg0uqQkFdkCDjncmDP40JqJ4S9gAepSABXOyGkQj5EPA4UGh0Kc7IRGxODvNwcliaiRu1g6Fy8Wf3kvEKk5eRByRVAAR7ahtSEBlwciLoNyqpV4bfpBX5IVblpFgPQqJxaLg4saeSdnMJHUtiWR3mUDYEAbRwcye9IbhW2H8ySFdlKVdPA/wGgmZJlZt1arQAAAABJRU5ErkJggg==data:image/png;base64,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pt:o texto multilinha _ Reports the part of the first string up to the first instance of the second string inside it. If the second string isn't found, reports the entire first string.

pt:o texto de _ antes de _ Reports the portion of the first input string starting after the first occurrence of the second string. If the second string isn't found in the first string, reports an empty string.

pt:o texto de _ depois de _ Reports the character position (starting from 1) of the beginning of the first input string inside the second input string. If it's not found, reports 0.

pt:a posição de _ em _ If input is TRUE, comparisons made by functions in the string library will be case-independent (so "FOO" = "foo"). This is the default. If input is FALSE, comparisons will be exact.

pt:altera comparações ignorando distinção minúsculas/maiúsculas para _ Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1). If the third input is empty, reports the portion from the first position to the end of the string. If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.

pt:o texto de _ entre as posições _ e _ , inclusive Reports True if the first input string contains the second input string, otherwise false. Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.

pt:o texto de _ antes de _ Reports the input text with lower case letters instead of capital letters in the input. Uses the user's locale's rules for case conversion.

pt:em minúsculas _

distance,beach,plain,map,region,ocean,lake,landforms,coast,country,cave,city,island,bay,streamread,poetry,climax,tone,metaphor,motif,romance,irony,plot,comedy,myth,symbol,biography,fable,epictourism,show,opera,film,fans,studio,You,Dune,Marvel,Oscar,Netflix,Social,world,Sour,modelbeachironyshow