Database - g2c_plots

Formats: - HTML - YAML - JSON - 2026-10-15T23:11:08.667843

Query: /api/g2c_plots/?_offset=0

Column	Type	Example
label	text	'263637.a.263637.1'
plot	text	'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzA...

{'id': 3084, 'label': '10043.a.10043.1', 'plot': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzt3Xd8VFX%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%2BPV1hYmCIjI9W3b19t3bq1wDUej0cjR45URESEqlevrt69e2vPnj2WKgYAAL6MAOgHVq5cqYSEBH3xxRdatmyZTp06pe7du%2Bvo0aN514wePVoLFizQ3Llz9fnnnys7O1s9e/ZUbm6uxcoBAIAvcnm9Xq/tIlA8Bw4cUGRkpFauXKmrrrpKGRkZqlu3rmbPnq0BAwZIkvbu3auYmBgtXbpUN9xwg%2BWKAQCAL2EE0A9lZGRIksLDwyVJ69ev18mTJ9W9e/e8a%2BrXr6/mzZtr9erVhb6Hx%2BNRZmZm3pGRkaEDBw6Ifw8AABD4CIB%2Bxuv1asyYMbriiivUvHlzSVJ6erqqVKmi2rVrF7g2KipK6enphb5PYmKi3G533lGrVi1FRkYqKyur3O8BAADYRQD0Mw8%2B%2BKC%2B%2Buorvfvuuxe81uv1yuVyFfq1iRMnKiMjI%2B/YvXt3WZcKAAB8FAHQj4wcOVKLFi3S8uXL1bBhw7zXo6OjlZOTo8OHDxe4fv/%2B/YqKiir0vUJCQlSzZs0CBwAAcAYCoB/wer168MEHlZycrE8//VSNGjUq8PW2bduqcuXKWrZsWd5raWlp%2Bvrrr9W5c%2BeKLhcAAPi4YNsF4MISEhL0zjvv6MMPP1RYWFjevD63263Q0FC53W7dfffdevjhh1WnTh2Fh4dr7NixatGiha677jrL1QMAAF9DGxg/cK55fG%2B%2B%2BaaGDRsmSTpx4oTGjRund955R8ePH1e3bt00bdo0xcTEFOnPyMzMlNvtVkZGBo%2BDAQAIcARASCIAAgDgJMwBBAAAcBgCIAAAgMMQAB0uKSlJcXFxio%2BPt10KAACoIMwBhCTmAAIA4CSMAAIAADgMARAAAMBhCIAAAAAOQwAEAABwGAIgAACAwxAAAQAAHIYACAAA4DAEQIejETQAAM5DI2hIohE0AABOwgggAACAwxAAAQAAHIYACAAA4DAEQAAAAIchAAIAADgMARAAAMBhCIAAAAAOQwB0OBpBAwDgPDSChiQaQQMA4CSMAAIAADgMARAAAMBhCIAAAAAOQwAEAABwGAIgAACAwxAAAQAAHIYACAAAAkJ6ukRzu6IhADocjaABAIHgl1%2Bkdu2k22%2BXsrJsV%2BP7aAQNSTSCBgD4L69X6t1bWrJEatpUWrdOqlHDdlW%2BjRFAAADg16ZMMeEvJESaN4/wVxQEQAAA4LfWrpUeecScv/SS1KqV3Xr8BQEQAAD4pSNHpAEDpFOnpFtvle6/33ZF/oMA6CdWrVqlXr16qX79%2BnK5XFq4cGGBrw8bNkwul6vA0bFjR0vVAgBQvrxe6Z57pJ07pUaNpNdek1wu21X5DwKgnzh69KhatWqlqVOnnvOaG2%2B8UWlpaXnH0qVLK7BCAAAqTlKSNH%2B%2BVLmymfdXq5btivxLsO0CUDQ9evRQjx49zntNSEiIoqOjK6giAADsWL9eevhhc/7ccxKdzIqPEcAAsmLFCkVGRqpJkyYaPny49u/ff85rPR6PMjMzCxwAAPi6I0ek/v2lnBypb19p1CjbFfknAmCA6NGjh%2BbMmaNPP/1UL7zwglJSUnTttdfK4/EUen1iYqLcbnfeERMTU8EVAwBQPGfm/W3fLl18sfTGG8z7KykaQfshl8ulBQsWqG/fvue8Ji0tTbGxsZo7d65uvvnms77u8XgKhMPMzEzFxMTQCBoA4LNeeUV66CEz7%2B/zz6X27W1X5L%2BYAxig6tWrp9jYWG3btq3Qr4eEhCgkJKSCqwIAoGTWrpXGjjXnzz9P%2BCstHgEHqIMHD2r37t2qV6%2Be7VIAACiVQ4fMvL%2BTJ6VbbpFGjrRdkf9jBNBPZGdn64cffsj7fMeOHUpNTVV4eLjCw8M1adIk3XLLLapXr5527typRx99VBEREerXr5/FqgEAKJ3Tp6WhQ6WffpIuuUR6/XXm/ZUFAqCfWLduna655pq8z8eMGSNJGjp0qKZPn67Nmzfr7bff1pEjR1SvXj1dc801mjdvnsLCwmyVDABAqT3/fP4%2Bv%2B%2B/L7ndtisKDCwCgSSzCMTtdrMIBADgM1atkq69VsrNlWbOlO6913ZFgYM5gAAAwOfs22f2%2Bc3Nle64Qxo%2B3HZFgYUACAAAfMqpU9KgQVJ6uhQXJ82Ywby/skYAdLikpCTFxcUpnn10AAA%2B4vHHpeXLpRo1zH6/1avbrijwMAcQkpgDCADwDYsXS717m/O5c81jYJQ9RgABAIBP2L5duvNOcz5yJOGvPBEAAQCAdcePmybPR45IHTua9i8oPwRAAABgldcrJSRIqalSRITp91eliu2qAhsBEAAAWPX669Kbb0qVKpl5fw0b2q4o8BEAAQCANevXSw8%2BaM6fflrq1s1uPU5BAAQAAFb88ot0882Sx2NW/o4fb7si5yAAAgCACpebK91%2Bu7Rrl3TppdJbb5lHwKgY/Kd2OBpBAwBs%2BOtfpY8/lkJDpeRkqVYt2xU5C42gIYlG0ACAivPhh1LfvuZ8zhxp8GC79TgRI4AAAKDCfP99frPnUaMIf7YQAAEAQIXIypL69ZMyM6Urr6TZs00EQAAAUO68XumPf5S2bJHq1ZPee0%2BqXNl2Vc5FAAQAAOXuueekDz4woW/%2BfCk62nZFzkYABAAA5WrZMmniRHP%2ByitSp0526wEBEAAAlKMdO6SBA6XTp80j4Pvus10RJAIgAAAoJ8eOmUUfhw5J8fFSUpLkctmuChIB0PFoBA0AKA9er3TPPdKmTVJkpJn3V7Wq7apwBo2gIYlG0ACAsvX889K4cVJwsPTf/0pXXWW7IvwaI4AAAKBMLVsmjR9vzl96ifDniwiAAACgzGzfLg0YYBZ93HWXlJBguyIUhgAIAADKRHa22eP38GGpfXtp2jQWffgqAiAAACg1r9eM%2BG3eLEVFScnJLPrwZQRAAABQapMn5%2B/0kZwsNWhguyKcDwEQAACUyuLF0l/%2BYs6TkqTOne3WgwsjAAIAgBL79lvp9tvN%2BYgR0vDhdutB0RAAHY5G0ACAkjp8WOrdW8rKMq1epkyxXRGKikbQkEQjaABA8Zw6Jd10k/Txx1JsrJSSItWta7sqFBUjgAAAoNgeecSEv2rVpIULCX/%2BhgAIAACK5a23zA4fkjRrltS6tdVyUAIEQAAAUGRr1kj33mvOH3tMuu02u/WgZAiAfmLVqlXq1auX6tevL5fLpYULFxb4utfr1aRJk1S/fn2Fhoaqa9eu%2BuabbyxVCwAIRHv2SP36STk5ZsePSZNsV4SSIgD6iaNHj6pVq1aaOnVqoV//%2B9//rhdffFFTp05VSkqKoqOjdf311ysrK6uCKwUABKJjx6Q%2BfaR9%2B6QWLaTZs6VKpAi/xSpgP%2BRyubRgwQL17dtXkhn9q1%2B/vkaPHq3x48dLkjwej6KiovTss8/qvvvuu%2BB7sgoYAHAuXq80aJA0b54UEWFW/F58se2qUBpk9wCwY8cOpaenq3v37nmvhYSE6Oqrr9bq1asL/R6Px6PMzMwCBwAAhXn6aRP%2BgoOl%2BfMJf4GAABgA0tPTJUlRUVEFXo%2BKisr72m8lJibK7XbnHTExMeVeJwDA/yQnS48/bs6nTTMNn%2BH/CIABxOVyFfjc6/We9doZEydOVEZGRt6xe/fuiigRAOBHUlOlIUPM%2BahRbPMWSIJtF4DSi46OlmRGAuvVq5f3%2Bv79%2B88aFTwjJCREISEhFVIfAMD/pKebbd6OHZOuv1564QXbFaEsMQIYABo1aqTo6GgtW7Ys77WcnBytXLlSnTt3tlgZAMAfnThh2r3s3i01aZI//w%2BBgx%2Bnn8jOztYPP/yQ9/mOHTuUmpqq8PBwXXTRRRo9erQmT56sxo0bq3Hjxpo8ebKqVaumwYMHW6waAOBvvF7T6PmLL6RataTFi6XatW1XhbJGAPQT69at0zXXXJP3%2BZgxYyRJQ4cO1axZs/TII4/o%2BPHjGjFihA4fPqwOHTro448/VlhYmK2SAQB%2B6NlnTY%2B/oCDp/ffNCCACD30AIYk%2BgAAAaeFC8%2BhXkpKSpBEj7NaD8sMcQAAAoNRU6Y47zPmIEYS/QEcABADA4dLTpV69pKNHzYrfl1%2B2XRHKGwHQ4ZKSkhQXF6f4%2BHjbpQAALDh%2BXOrbV9qzR2raVHrvPVb8OgFzACGJOYAA4ERer3T77dK770rh4Wblb%2BPGtqtCRWAEEAAAh3rqKRP%2BgoOlDz4g/DkJARAAAAeaN0/661/N%2BbRp0q86jcEBCIAAADjM2rXSsGHmfMwY9vh1IgIgAAAOsnu31KeP2e7tppukv//ddkWwgQAIAIBDZGebdi/p6VKLFmb%2BX1CQ7apgAwEQAAAHyM01K343bZKioswev%2BwW6lwEQAAAHGDCBGnRIikkxGz5FhtruyLYRAB0OBpBA0Dg%2B8c/pOefN%2BezZkkdO1otBz6ARtCQRCNoAAhUy5dL3btLp06Zti%2BTJtmuCL6AEUAAAALU999Lt9xiwt%2BgQfl9/wACIAAAAejQIalnT%2BnwYfPI9403JJfLdlXwFQRAAAACTE6OGfnbts0s9li4UKpa1XZV8CUEQAAAAojXK40YIa1YYdq8LF5s2r4Av0YABAAggLzwgvT661KlStLcuabhM/BbBEAAAALEhx9Kjzxizl98UfrDH%2BzWA99FAAQAIACkppqdPrxe6f77pVGjbFcEX0YAdDgaQQOA/0tLM3v8Hj0qXX%2B99MorrPjF%2BdEIGpJoBA0A/urYMalrVyklRbrsMmnNGqlWLdtVwdcxAggAgJ86fVq66y4T/urUkZYsIfyhaAiAAAD4qUmTpPfekypXlpKTpUsusV0R/AUBEAAAP/Tuu9JTT5nzmTOlq66yWw/8CwEQAAA/8%2BWX5tGvJI0bl38OFBUBEAAAP7Jrl9Snj%2BTxSL17S888Y7si%2BCMCIAAAfiI724S%2Bffukli2lOXPMjh9AcfG/DQAAfuD0aenOO6VNm6TISGnRIqlGDdtVwV8RAB2ORtAA4B8ef1xasECqUsV8jI21XRH8GY2gIYlG0ADgy959Vxo82Jy/9ZYZCQRKgxFAAAB8WEpK/irfRx4h/KFsEAABAPBRe/dKffuaFb89e0qTJ9uuCIGCAAgAgA86cULq18%2BEwLg4s%2BI3KMh2VQgUBMAAMWnSJLlcrgJHdHS07bIAACXg9Ur33SetXSvVrm1W/DI9G2Up2HYBKDvNmjXTJ598kvd5EP9UBAC/9NJL0ttvmxG/999nj1%2BUPQJgAAkODmbUDwD83LJlZns3SXrxRalbN7v1IDDxCDiAbNu2TfXr11ejRo00cOBAbd%2B%2B/ZzXejweZWZmFjgAAHZt3y4NGGCaPg8bJo0cabsiBCoCYIDo0KGD3n77bf3nP//Ra6%2B9pvT0dHXu3FkHDx4s9PrExES53e68IyYmpoIrBgD82tGjZtHH4cNS%2B/bS9OmSy2W7KgQqGkEHqKNHj%2BqSSy7RI488ojFjxpz1dY/HI4/Hk/d5ZmamYmJiaAQNABZ4vdKgQdK8eVJUlLR%2BvdSgge2qEMiYAxigqlevrhYtWmjbtm2Ffj0kJEQhISEVXBUAoDAvvmjCX3Cw9MEHhD%2BUPx4BByiPx6Nvv/1W9erVs10KAOA8VqyQxo8351OmSFdcYbUcOAQBMECMHTtWK1eu1I4dO/Tll1/q1ltvVWZmpoYOHWq7NADAOezZI/XvL%2BXmSkOGSCNG2K4ITsEj4ACxZ88eDRo0SL/88ovq1q2rjh076osvvlBsbKzt0gAAhcjJMeHvwAGpVStpxgwWfaDisAgEkswiELfbzSIQAKggo0dLL78sud1m0QfNnlGReAQMAEAFmz/fhD/J7PhB%2BENFIwACAFCBfvxR%2BuMfzfm4cVLv3nbrgTMRAB0uKSlJcXFxio%2BPt10KAAQ8j8fM%2B8vMlLp0kf72N9sVwamYAwhJzAEEgIpwZt5fnTpSaqrUsKHtiuBUjAACAFABlizJn/c3axbhD3YRAAEAKGdpadJdd5nz0aOlnj3t1gMQAAEAKEenT0vDhkm//CK1bi0984ztigACIAAA5WrqVOnjj6XQUOmddyS2YYcvIAACAFBOvv02f5/f55%2BXfv97u/UAZxAAAQAoB6dOSUOHSidOSDfcID3wgO2KgHwEQAAAysHf/y6lpEi1akmvv84%2Bv/AtBECHoxE0AJS9b7%2BVnnjCnL/8stSggd16gN%2BiETQk0QgaAMrK6dPSlVdKq1dLf/iD6f/H6B98DSOAAACUoVdfNeGvRg1pxgzCH3wTARAAgDKSni5NmGDOJ0%2BWYmLs1gOcCwEQAIAy8sgjUkaG1LatNGKE7WqAcyMAAgBQBtaskWbPNo98p02TgoJsVwScGwEQAIBSOn1aeughc37XXVL79nbrAS6EAAgAQCnNnWt6/tWoIf3tb7arAS6MAAgAQCnk5Eh//rM5nzBBio62Ww9QFARAh6MRNACUzj/%2BIe3caYLf6NG2qwGKhkbQkEQjaAAoiRMnpEsukfbulaZOlRISbFcEFA0jgAAAlNCsWSb8NWwo3XOP7WqAoiMAAgBQArm50nPPmfNx46SQELv1AMVBAAQAoAQ%2B/FDavl0KD5fuvtt2NUDxEAABACiBV14xH%2B%2B/X6pe3W4tQHERAAEAKKbvvpNWrjS7fTzwgO1qgOIjAAIAUExvvGE%2B/uEPZgEI4G8IgAAAFENurjRnjjm/6y67tQAlRQB0OBpBA0Dx/L//Z1q/1KplRgABf0QAdLiEhARt2bJFKSkptksBAL%2BwYIH52Ls3rV/gvwiAAAAUw7/%2BZT726WO3DqA0CIAAABTRTz9J27aZ1b/XXWe7GqDkCIAwm1l%2B8IE5nz9f8njs1gMAPmrVKvOxXTuJbdPhzwiATrdkielhcKaN/R//aD5futRuXQDgg774wnzs0sVuHUBpBdsuABZt3izdcouUk1Pw9V9%2BkW6%2BWVq/XmrW7Jzf7vVKx45JGRlSZqY5srPzj6NHzXH8uLnuxAkzuOjxmD8yJ0c6dcocubnS6dPmPSXJ5ZIqVTKPWYKDpcqVzWTrkBApNFSqVk2qUUMKC5PcbrMaLzxcioiQIiPNv8xdrnL8bwfAkTZsMB9pnAB/RwB0spdeOjv8neHx6Kt7Xta8a1/VoUPKOw4fNkdGhnTkiAluvqhqVal%2BfTOYefHFUqNGUpMm0mWXSb//vQmRAFAcXq/0zTfmvEULu7UApeXyes%2BMuaC4vF6vsrKybJdRKK/XBLV9%2B/KP/fvNceCAtG/faU39rLUanPxJkpQpKUbSbklnprX8qN/pcm284J/lcpkRtxo18o/q1c0oXfXqJoxVq2ZG76pWlapUMUflymZ0LzjYjPRVqpQ/auf1mhHBM6ODJ0%2BarOrxmBHF48fzRxozM00YPXxYOnjQjDpeqN4mTaTLL5c6dpSuvtoERAA4n/37pcaN889pAeP/wsLC5HLo4yICYClkZmbK7XbbLgMAAJTA/v37VbduXdtlWMEj4FIICwtTRkbGOb8eHx9f5AbLZ649dUras8e0Gti92xx79pjj559N9/kLjXD9msuVoSZN3IqMlKKipLp1zRy52rVP6oqP/qLGH82QVPgIoP70J2nSpDK9P1vXZmZmKiYmRrt27dbx4zWVmiqlpJiO/mvX5j/KdrmkAQOktWtv0MaN/7FWb3GvP3N/u3fvVs0iLE20/fMozrXleW/Fvd7f7s/2tcW9t/Kqo6yu/egj8/dD69bSypX%2B%2BbMrzvX%2BeH/FvbcqVaoU6X0DEQGwFFwu13l/KYKCgs779e3bTQBJTZV%2B/vk1XX55Te3cWbR5dbVqSQ0amKN%2B/YJHvXrmiI6W2rTpqC1bthT%2BJjc/Kl3%2BgVn08T81/3eobl3p4YfP2%2BfgQvfna9dKkttdUzExNdWkidS/v3ktI8M0dn3zTemTT6S5c6WgoEVKTzfX2ay3uNfXrFmzSNf7ws/DF%2B6tuNf72/35wrVS0e%2BtPOsoi2vPTJmOiCj4V6M//exKcr0/3V9x782pj38lAmC5SkhIKPT1rCypVy/zL8h8V%2BnHH81ZSIgUG2sWL8TGSjEx0kUXmQUNMTHSkiUzNWbMfaWqQZJ5s%2BXLpeHD83sbSFLnztKrr5p0WdL39sFrz8XtlgYPNkdKitnc/Ztv6mrECBMIy7KG4tZbFvdX2vf1hWuLozz/G/vb/fnCtcXlCzWf69pjx8zHatWK/FZlXkNpry3J9eXxvr5wrdMxB9CC5cula689%2B/VevaQbb5SuuEL63e/MYooKceyY9j/5pKKefVb7JkxQ5GOPlfxvOB91Zr5mRkbGBf91%2BO9/mw3e69Y1E739QXHuz98E8r1JgX1/gXZvM2ZIDzwg9e1r9gMOtPv7rUC%2Bv0C%2Bt6IKmjTpPJO8UC5iYsy/JLduNatZz/j%2Be9N/ecYMKTFR%2Br//k%2BbNM4Fk9WrTtu%2Bnn8xq19xc08okuLRjuAsWSFdfrdz//lfPSHrs888VMn266Zdy2WWlfHPfEhQUpK5duyr4HP/RcnKkf/zD/AV/4oTUr59ph%2BgvLnR//iyQ700K7PsLpHtLTZUWLzYrgQcNMq8F0v0VJpDvL5DvrSgYAbTo9Gnpu%2B%2BkTZukLVtMAPzxRzM38PDhor1HnTrnngN4Zh5gdPQ5%2Bt6lpkrt20snTypTkltShv43B7BKFWnduoBvdnXqlHn6nZwsvfOOaZcjSZ06mXmBtWvbrQ%2BA73j3XTNV5JprpE8/tV0NUDrOjL0%2BolIlKS7OHL%2BVmSnt3Cnt2mWOwlYEnzhh%2Bt4dPGhGB8%2BnZk2zCjg62nyMjJSG/78pan3yZOHfkJMjvfyyGRILEF6v%2BW%2B5ebPZ5OSLL8winF%2B3cqxfXxo/3owCVq5sr1YAvufMPwgPHbJbB1AWGAH0U2caPZ9pDfPzz1JamjlPSzNHerr56PEU/h7b1UiNtFOSzh4BlPRT5Us0qN0PCg9X3lG7tjlq1crfgq1mzfwjLMwsYqnohVWnT5tm0AcOmHl76enmv8nu3SZIb98ubdtWeAud8HCpRw/pttvM3D%2BCH4DCbNpkWsBERJi/awB/xgign3K58kPZ%2BZ7Ser2mzUl6esFdQfbtk0KnVjGJ7xyyT4ZozZri1xYUlL8bSPXq5vHzmePXu4EUZSeQ3FzzmPbMTiAnTph5k2f2Gc7MzN%2BLuCj/lKlcWWraVGrTxuzlecUVUsuW5s8HgPOJjTUff/nF7EJUYQv1gHJAAAxwLpcZpatVq5A1Haf6Sc8%2Be87vrXFHP83vd/Y%2BwIcPm9G2I0dM%2BDoTwM60SMjNzX%2B9otWsaVbvRkebLjYNG5q/tH/3OzNx%2B3e/Y4QPQMnUqmX%2BfjlwwCzia9vWdkVAyfEI2Mn27jUb4u7bd/Yj4OhoacMGs5KkiHJz8/fnzc42I3THjpnj%2BHEzenfihHkknZNjRvVOnszf7/f06YLvV6mSGZkLDs7fP7hqVTOSeGaf4TOPnmvVkt57b4ZeeulZpaWlqVmzZpoyZYquvPLKQmudNWuW7rrrrrNeP378uKpWrVrke7Zt1apVeu6557R%2B/XqlpaVpwYIF6tu3r%2B2yiqW497BixQpdc801Z73%2B7bff6jI/WrmemJio5ORkfffddwoNDVXnzp317LPPqmnTprZLK5KS1B8Iv3fdupkFIA0aPK7MzCmSpGbNmunxxx9Xjx49LFdXdNOnT9f06dO1c%2BdOSRe%2Bh0D42RUmMTFRjz76qB566CFNmTLFdjkVihFAJ6tfX1qxQrrvPmnVqvzXu3aVZs4sVviTTFhzu81R0ebNm6exY0dp2rRp6tKli2bOnKkePXpoy5Ytuuiiiwr9npo1a2rr1q0FXvO3v8iOHj2qVq1a6a677tItt9xiu5wSKek9bN26tUD/Ln/bz3PlypVKSEhQfHy8Tp06pT//%2Bc/q3r27tmzZourVq9su74JKWr%2B//95dfrkJgC1b3qMpU%2B6QJL311lvq06ePNm7cqGbNmlmusGgaNmyoZ555Rpdeeqmkot2Dv//sfislJUWvvvqqWrZsabsUO7yA1%2BvN2LDBK8mbsWGD7VJKpH379t7777%2B/wGuXXXaZd8KECYVe/%2Babb3rdbndFlFZhJHkXLFhgu4xSKco9LF%2B%2B3CvJe/jw4QqqqmLs37/fK8m7cuVK26WUSFHqD4Tfu%2BRkr1fyeps1K/h67dq1vf/4xz/sFFVGzncPgfCz%2B7WsrCxv48aNvcuWLfNeffXV3oceesh2SRWuks3wCR9yySUFP/qRnJwcrV%2B/Xt27dy/wevfu3bV69epzfl92drZiY2PVsGFD9ezZUxs3bizvUlGG2rRpo3r16qlbt25avny57XJKLeN/k2bDw8MtV1IyRa3f33/vrrrKzK3%2B5hvTZSE3N1dz587V0aNH1anjLzVxAAAaLUlEQVRTJ9vllUhR78Hff3a/lpCQoJtuuknXXXed7VKs4REw/N4vv/yi3NxcRUVFFXg9KipK6enphX7PZZddplmzZqlFixbKzMzUyy%2B/rC5dumjTpk1q3LhxRZSNEqpXr55effVVtW3bVh6PR7Nnz1a3bt20YsUKXXXVVbbLKxGv16sxY8boiiuuUPPmzW2XU2xFrT8Qfu/q1DGLP9atky6%2B%2BAHl5r6mGjVqaMGCBYorrKmrD9u8ebM6deqkEydOXPAeAuFnd8bcuXO1YcMGpaSk2C7FLttDkPANGRkZ5hFwRobtUort559/9kryrl69usDrTz/9tLdp06ZFeo/c3Fxvq1atvCNHjiyPEiuEHPIIuDA9e/b09urVqxwqqhgjRozwxsbGenfv3m27lBIpaf3%2B%2Bns3aZJ5DNytW5Y3JSXFO2HCBG9ERIT3m2%2B%2BsV1asXg8Hu%2B2bdtKdA/%2B%2BrPbtWuXNzIy0puampr3Go%2BAAT8VERGhoKCgs0b79u/ff9ao4LlUqlRJ8fHx2rZtW3mUiHLWsWNHv/3ZjRw5UosWLdLy5cvVsGFD2%2BUUW2nq99ffuzN7hH/2WQ01btxOiYmJatWqlV5%2B%2BWW7hRVTlSpVdOmll6pdu%2BLfg7/%2B7NavX6/9%2B/erbdu2Cg4OVnBwsFauXKlXXnlFwcHBys3NtV1ihSEAOlxSUpLi4uIUHx9vu5QSq1Klitq2batly5YVeH3ZsmXq3Llzkd7D6/UqNTVV9Yq58hm%2BYePGjX73s/N6vXrwwQeVnJysTz/9VI0aNbJdUrGURf3%2B%2BnvXvLnZwjMnR3r/ffOa1%2BuV51zbLvmJ4tyDv/7sunXrps2bNys1NTXvaNeunW6//XalpqYqyEG7AjAH0OESEhKUkJCgzMxMuW30bykjY8aM0ZAhQ9SuXTt16tRJr776qnbt2qX7779fknTnnXeqQYMGSkxMlCQ98cQT6tixoxo3bqzMzEy98sorSk1NVVJSks3bKLbs7Gz98MMPeZ/v2LFDqampCg8PP2f7G19zoXuYOHGifv75Z7399tuSpClTpujiiy9Ws2bNlJOTo3/%2B85%2BaP3%2B%2B5s%2Bfb%2BsWSiQhIUHvvPOOPvzwQ4WFheWNYLvdboWGhlqu7sKKUn%2Bg/t79%2Bc%2BP6sorh2vLlkaaOvWoduyYrBUrVuijjz6yXVqRPfroo%2BrRo4diYmKUlZWluXPnFriHQP3ZhYWFnTVPtXr16qpTp45fzr8tDQIgAsKAAQN08OBBPfnkk0pLS1Pz5s21dOlSxf5v76Zdu3apUqX8Ae8jR47o3nvvVXp6utxut9q0aaNVq1apffv2tm6hRNatW1egKfKYMWMkSUOHDtWsWbMsVVU8F7qHtLQ07dq1K%2B/rOTk5Gjt2rH7%2B%2BWeFhoaqWbNm%2Bte//qU//OEPFV57aUyfPl2S1LVr1wKvv/nmmxo2bFjFF1RMRak/UH/v9u3bp48/7i9ptTZtqq6QkP366KOPdP3119surcj27dunIUOGKC0tTW63Wy1btixwD4H6s0M%2BdgKBJOWNAGZkZBRorgsAKFz//uYR8D33SK%2B9ZrsaoHiYAwgAQAmMGmU%2Bzp4t7dtntxaguAiAAACUQJcuUocOZn9zP1sADBAAAQAoCZdLmjjRnE%2BdKh06ZLceoDgIgAAAlFCvXlLLllJWlvTCC7arAYqOAAgAQAlVqiQ98YQ5nzJFOsfuk4DPIQA6XCA0ggYAm/r0MXMBjx3LD4OAr6MNDCTRBgYASmPVKunqq6WgIGnTJqlZM9sVAefHCCAAAKV01VVSv35Sbq40erTE0Ap8HQEQAIAy8NxzUkiI9Mkn0oIFtqsBzo8ACABAGbjkEmncOHM%2BerSUnW23HuB8CIAAAJSRiROliy%2BWdu%2BW/vpX29UA50YABACgjFSrJk2bZs6nTJHWrbNbD3AuBEAAAMpQjx7SoEHS6dPS3XdLOTm2KwLORgAEAKCMvfyyFBEhffWVNHmy7WqAsxEAHY5G0ABQ9urWlf7v/8z53/4mbdhgtx7gt2gEDUk0ggaAsub1Sv37Sx98YBpDr1snVa1quyrAYAQQAIBy4HKZBSFRUdI330iPPmq7IiAfARAAgHJSt670%2Buvm/KWXpGXL7NYDnEEADBDDhg2Ty%2BUqcHTs2NF2WQDgeDfdJD3wgDkfOlQ6cMBuPYBEAAwoN954o9LS0vKOpUuX2i4JACDp%2Beel3/9eSkuT/vhH9gqGfQTAABISEqLo6Oi8Izw83HZJAACZBtFz55q9gpcsMW1iAJsIgAFkxYoVioyMVJMmTTR8%2BHDt37/fdkkAgP9p2VJ68UVz/sgjUkqK3XrgbLSBCRDz5s1TjRo1FBsbqx07duixxx7TqVOntH79eoWEhJx1vcfjkcfjyfs8MzNTMTExtIEBgHLk9Uq33iolJ5s9gzdskGrXtl0VnIgA6IfmzJmj%2B%2B67L%2B/zf//737ryyisLXJOWlqbY2FjNnTtXN99881nvMWnSJD3xxBNnvU4ABIDydeSIdPnl0o4dUp8%2B0oIFpmUMUJEIgH4oKytL%2B/bty/u8QYMGCg0NPeu6xo0b65577tH48ePP%2BhojgABgz/r1UufOZp/gv/9dGjfOdkVwmmDbBaD4wsLCFBYWdt5rDh48qN27d6tevXqFfj0kJKTQR8MAgPLXtq00ZYo0YoQ0caLUvr109dW2q4KTsAgkAGRnZ2vs2LFas2aNdu7cqRUrVqhXr16KiIhQv379bJcHACjE/fdLd9wh5eZKAwZIe/farghOQgAMAEFBQdq8ebP69OmjJk2aaOjQoWrSpInWrFlzwZFCAIAdLpc0Y4bUooW0b590223mkTBQEZgDCElmDqDb7WYOIABUsB9%2BkNq1kzIypIQEaepU2xXBCRgBBADAoksvlWbPNudJSdJbb9mtB85AAAQAwLJevaS//tWc33eftG6d3XoQ%2BAiAAAD4gMcfN0HQ45H69TPzAoHyQgB0uKSkJMXFxSk%2BPt52KQDgaJUqmUfBTZtKe/aYHUNYFILywiIQSGIRCAD4iq1bTV/AzEzzOHjGDNsVIRAxAggAgA9p2lR65x3TJmbmTGn6dNsVIRARAAEA8DE33SRNnmzOR42SVqywWg4CEAEQAAAfNH68NGiQdOqUmQ%2B4Y4ftihBICIAAAPggl0t6/XWzb/DBg1Lv3lJWlu2qECgIgAAA%2BKjQUOnDD6XoaOnrr6Xbbzd7BwOlRQAEAMCHNWhgQmBIiLR4sfSXv9iuCIGAAAgAgI9r31564w1z/swz%2BVvHASVFAHQ4GkEDgH8YPFh69FFzfs890urVduuBf6MRNCTRCBoA/MHp02ZF8IIFUmSktHatFBtruyr4I0YAAQDwE5UqSW%2B/LbVuLe3fb/YOZmUwSoIACACAH6lRQ1q0yKwM3ryZlcEoGQIgAAB%2BJiZGWrhQqlrVrAweP952RfA3BEAAAPxQhw7Sm2%2Ba8xdeME2jgaIiAAIA4KcGDpQmTTLn99/PnsEoOgIgAAB%2B7PHHTRA8dUq6%2BWZp2zbbFcEfEAABAPBjLpdpEt2hg3T4sNSzp/kInA8B0OFoBA0A/i801CwKuegi6fvvTa/AkydtVwVfRiNoSKIRNAAEgq%2B%2Bkrp0kbKzpeHDpZkzzQgh8FuMAAIAECBatpTefdc0jH7tNemll2xXBF9FAAQAIID07GnawkjS2LGmTyDwWwRAAAACzEMPSffeK3m90qBB0qZNtiuCryEAAgAQYFwuaepUqVs36ehRs2dwWprtquBLCIAAAASgypWl99%2BXmjaVdu%2BW%2BvSRjh2zXRV8BQEQAIAAVbu2tGSJFB4upaRIw4ZJp0/brgq%2BgAAIAEAAu/RSKTk5f0TwzNZxcDYCoMPRCBoAAt/VV5uegJL01FPSnDl264F9NIKGJBpBA4ATTJggPfusVKWKtHy51Lmz7YpgCyOAAAA4xOTJUt%2B%2BUk6O%2Bbhzp%2B2KYAsBEAAAh6hUSfrnP6U2baQDB0zT6MxM21XBBgKgH0hOTtYNN9ygiIgIuVwupaamnnWNx%2BPRyJEjFRERoerVq6t3797as2ePhWoBAL6senVp0SKpXj3pm2%2BkgQOl3FzbVaGiEQD9wNGjR9WlSxc988wz57xm9OjRWrBggebOnavPP/9c2dnZ6tmzp3L5rQYA/EbDhtKHH0qhodK//222jIOzsAjEj%2BzcuVONGjXSxo0b1bp167zXMzIyVLduXc2ePVsDBgyQJO3du1cxMTFaunSpbrjhhgu%2BN4tAAMB53n9f6t/fnM%2BcabaPgzMwAhgA1q9fr5MnT6p79%2B55r9WvX1/NmzfX6tWrLVYGAPBlt91m2sJIUkKC9OmndutBxSEABoD09HRVqVJFtWvXLvB6VFSU0tPTC/0ej8ejzMzMAgcAwHn%2B/Gdp8GDp1Cnp1lulbdtsV4SKQAD0MXPmzFGNGjXyjs8%2B%2B6zE7%2BX1euVyuQr9WmJiotxud94RExNT4j8HAOC/XC7p9delDh2kw4fNyuDDh21XhfJGAPQxvXv3Vmpqat7Rrl27C35PdHS0cnJydPg3v7H79%2B9XVFRUod8zceJEZWRk5B27d%2B8uk/oBAP6nalVp4UIpJkb6/nszL/DkSdtVoTwRAH1MWFiYLr300rwjNDT0gt/Ttm1bVa5cWcuWLct7LS0tTV9//bU6n6PNe0hIiGrWrFngAAA4V3S0tHixaRPzySfSn/5kuyKUp2DbBeDCDh06pF27dmnv3r2SpK1bt0oyI3/R0dFyu926%2B%2B679fDDD6tOnToKDw/X2LFj1aJFC1133XU2SwcA%2BJFWrcw%2Bwf36SUlJUlycNGKE7apQHhgB9AOLFi1SmzZtdNNNN0mSBg4cqDZt2mjGjBl517z00kvq27ev%2Bvfvry5duqhatWpavHixgoKCbJUNAPBDffqYLeMkadQo6b//tVsPygd9ACGJPoAAgHxer3TnnWbbuFq1pLVrpcaNbVeFssQIIAAAKMDlkl57TerYUTpyROrVy3xE4CAAAgCAs1StKi1YYFYGb91q9gw%2Bdcp2VSgrBEAAAFCo6GizZ3C1atJ//iONG2e7IpQVAqDDJSUlKS4uTvHx8bZLAQD4oDZtpLfeMudTppim0fB/LAKBJBaBAADO74knpEmTpMqVzZ7BV1xhuyKUBiOAAADggh57zOwVfPKkdPPN0k8/2a4IpUEABAAAF1SpkjRrltS6tXTggOkXePSo7apQUgRAAABQJNWrm0UhkZHSpk3SsGGmZyD8DwEQAAAU2UUXScnJZi7gBx9ITz9tuyKUBAEQAAAUS5cu0rRp5vzxx6WFC%2B3Wg%2BIjAAIAgGK75x5p5EhzPmSI9PXXdutB8RAAAQBAibzwgnTttVJ2tlkUcvCg7YpQVARAh6MRNACgpCpXlt57T2rUSNq%2Bne3i/AmNoCGJRtAAgJL76iupc2fTFuZPf5JefNF2RbgQRgABAECptGyZv13cSy9Js2fbrQcXRgAEAACldsstZrcQSRo%2BXFq3zm49OD8CIAAAKBOTJkm9ekkej9Svn7Rvn%2B2KcC4EQAAAUCYqVTKPf5s2lfbsMXsH5%2BTYrgqFIQACAIAy43ab7eJq1pQ%2B/9wsCoHvIQACAIAy1bSp9M9/mvNp06Q33rBbD85GAAQAAGWuVy/piSfM%2BQMPSGvX2q0HBREAHY5G0ACA8vKXv0h9%2B5p5gDffzKIQX0IjaEiiETQAoHxkZkodOkjffSdddZX0ySdmBxHYxQggAAAoNzVrSgsWSGFh0qpV0tixtiuCRAAEAADl7LLL8ncHeeWV/AUisIcACAAAyl2fPmZOoCTde6%2BUmmq3HqcjAAIAgAoxaZLUo4d0/LhZFHLokO2KnIsACAAAKkRQkDRnjtSokbRjh3T77VJuru2qnIkACAAAKkzt2lJyshQaKn30UX6vQFQsAiAAAKhQrVtLr75qzp96SlqyxG49TkQAdDgaQQMAbLjjDikhIf/8xx/t1uM0NIKGJBpBAwAqXk6O1LWrtGaN1LKl%2BVitmu2qnIERQAAAYEWVKtL770uRkdJXX5k9gxmWqhgEQAAAYE2DBtK8eVKlStLbb0szZ9quyBkIgH4gOTlZN9xwgyIiIuRyuZRaSPfMrl27yuVyFTgGDhxooVoAAIqna1cpMdGcP/SQlJJitRxHIAD6gaNHj6pLly565plnznvd8OHDlZaWlnfM5J9RAAA/MW6c1LevmRd4663SwYO2KwpswbYLwIUNGTJEkrRz587zXletWjVFR0dXQEUAAJQtl0uaNUtq10764QezMvhf/zKPhlH2%2BM8aQObMmaOIiAg1a9ZMY8eOVVZWlu2SAAAoMrdbmj8/v0n000/brihwMQIYIG6//XY1atRI0dHR%2BvrrrzVx4kRt2rRJy5YtK/R6j8cjj8eT93lmZmZFlQoAwDm1bClNny4NG2b2Du7USbr%2BettVBR5GAH3MnDlzVKNGjbzjs88%2BK9L3DR8%2BXNddd52aN2%2BugQMH6oMPPtAnn3yiDRs2FHp9YmKi3G533hETE1OWtwEAQIkNHSoNH25awgweLO3ZY7uiwEMjaB%2BTlZWlffv25X3eoEEDhYaGSjJzABs1aqSNGzeqdevW530fr9erkJAQzZ49WwMGDDjr64WNAMbExNAIGgDgE06ckDp3ljZuNB9XrJAqV7ZdVeDgEbCPCQsLU1hYWKnf55tvvtHJkydVr169Qr8eEhKikJCQUv85AACUh6pVTZPotm2l1aulCROkF16wXVXg4BGwHzh06JBSU1O1ZcsWSdLWrVuVmpqq9PR0SdKPP/6oJ598UuvWrdPOnTu1dOlS3XbbbWrTpo26dOlis3QAAErskkvMymBJevFFaeFCq%2BUEFAKgH1i0aJHatGmjm266SZI0cOBAtWnTRjNmzJAkValSRf/97391ww03qGnTpho1apS6d%2B%2BuTz75REFBQTZLBwCgVPr2lcaMMefDhknbt1stJ2AwBxCSzBxAt9vNHEAAgM85eVK6%2BmppzRrp8svNI2FmMZUOI4AAAMCnVa5s9guuU0fasCF/RBAlRwAEAAA%2BLyZGmj3bnE%2BbJr33nt16/B0BEAAA%2BIUePaSJE835PfdI27bZrcefEQAdLikpSXFxcYqPj7ddCgAAF/Tkk9KVV0pZWVL//qZfIIqPRSCQxCIQAID/%2BPlnqXVr6ZdfpAceMI%2BEUTyMAAIAAL/SoEH%2BfMDp003DaBQPARAAAPidG280u4NIZj7gjz/arcffEAABAIBfeuopqUsXKTNTGjhQ%2BtUW97gAAiAAAPBLwcHSu%2B9K4eHSunX5I4K4MAIgAADwWzEx%2BfsFT5kiLVpktRy/QQAEAAB%2BrVcv6U9/Mud33SWlp9utxx8E2y4AdiUlJSkpKUm5ubm2SwEAoMSeeUb68kvpllukyEjb1fg%2B%2BgBCEn0AAQD%2BLzdXCgqyXYV/4BEwAAAICIS/oiMAAgAAOAwBEAAAwGEIgAAAAA5DAAQAAHAYAiAAAIDDEAABAAAchgDocElJSYqLi1N8fLztUgAAQAWhETQk0QgaAAAnYQQQAADAYQiAAAAADkMABAAAcBgCIAAAgMMQAAEAAByGAAgAAOAwBEAAAACHIQA6HI2gAQBwHhpBQxKNoAEAcBJGAAEAAByGAAgAAOAwBEAAAACHIQD6uJMnT2r8%2BPFq0aKFqlevrvr16%2BvOO%2B/U3r17C1x3%2BPBhDRkyRG63W263W0OGDNGRI0csVQ0AAHwZAdDHHTt2TBs2bNBjjz2mDRs2KDk5Wd9//7169%2B5d4LrBgwcrNTVVH330kT766COlpqZqyJAhlqoGAAC%2BjFXAfiglJUXt27fXTz/9pIsuukjffvut4uLi9MUXX6hDhw6SpC%2B%2B%2BEKdOnXSd999p6ZNm17wPVkFDACAczAC6IcyMjLkcrlUq1YtSdKaNWvkdrvzwp8kdezYUW63W6tXry70PTwejzIzMwscAADAGQiAfubEiROaMGGCBg8enDdSl56ersjIyLOujYyMVHp6eqHvk5iYmDdf0O12KyYmplzrBgAAvoMA6GPmzJmjGjVq5B2fffZZ3tdOnjypgQMH6vTp05o2bVqB73O5XGe9l9frLfR1SZo4caIyMjLyjt27d5ftjQAAAJ8VbLsAFNS7d%2B8Cj3IbNGggyYS//v37a8eOHfr0008LzNOLjo7Wvn37znqvAwcOKCoqqtA/JyQkRCEhIWVcPQAA8AcEQB8TFhamsLCwAq%2BdCX/btm3T8uXLVadOnQJf79SpkzIyMrR27Vq1b99ekvTll18qIyNDnTt3rrDaAQCAf2AVsI87deqUbrnlFm3YsEFLliwpMKIXHh6uKlWqSJJ69OihvXv3aubMmZKke%2B%2B9V7GxsVq8eHGR/hxWAQMA4BwEQB%2B3c%2BdONWrUqNCvLV%2B%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%3D'}