데이터로 보는 2022 서울 아파트 디아파트(The APT)입니다.
경기도 안양동안구 비산동에 위치한 파크(B동) 아파트입니다.
- 건축년도는
1986년
이며 2022년 03월 16일
기준 37년차
의 재건축연한 도래
아파트로
총 NA세대
로 이루어져 있습니다.
- 작년 3월 이후 최근 1년간 거래량은 0건으로, 전체 세대수 대비 약 NA 거래회전율을 보였습니다.
- 이전 1년(2020.03~2021.02) 회전율 NA 대비 (거래 증감 확인 중)한 수치입니다.
- 이는 경기도 내 아파트 중 백분율로 보면 ****, 안양동안구에서는 상위 ****에 해당하는 수준이니 참고 바랍니다.
※ 리포트는 공공데이터를 이용한 시스템을 통해 자동생성되며, 새로 확인되는 정보는 본 포스트의 수정을 통해 수시로 업데이트됩니다.
베타 서비스 기간 중 오류가 있을 수 있으니 반드시 실제 데이터를 확인해주세요. 사실과 다른 정보는 댓글로 제보해주시면 바로잡겠습니다.
“비산 파크(B동) 아파트” 매매가격/실거래가 분석 정보
단지 기본 정보입니다.
[주의] 거래량이 매우 적은 아파트입니다. 차트를 그리기 위한 정보가 부족할 수 있습니다.
※ 현재 관련 정보를 매칭 중입니다.
① 면적대별 평균가(단위 : 만 원)
연도 \ 면적
|
~45
|
2018
|
30,800
|
2016
|
16,900
|
2015
|
15,500
|
2009
|
15,000
|
2006
|
11,025
|
② 실거래가 데이터 전체 요약(평균/중위값) 일람
|
전용면적(㎡)
|
date
|
price
|
|
Min. :43.02
|
Min. :2006-04-29
|
Min. : 9250
|
|
1st Qu.:43.02
|
1st Qu.:2009-07-22
|
1st Qu.:15000
|
|
Median :43.02
|
Median :2016-01-25
|
Median :15500
|
|
Mean :43.02
|
Mean :2014-01-11
|
Mean :19861
|
|
3rd Qu.:43.02
|
3rd Qu.:2018-06-14
|
3rd Qu.:27500
|
|
Max. :43.02
|
Max. :2018-07-28
|
Max. :32900
|
평형별 최고가 기록입니다.
- 모든 날짜는 국토부에 실거래 신고된
계약일자
기준입니다.
- 전용면적이 소수점 차이로 세분화된 경우가 있어 약 2평씩 한 그룹으로 묶었습니다.
이어지는 차트는 모두 이러한 올림 구간
면적을 기준으로 합니다.
- 예시1) 국민주택 규모/30평대: 81, 82.9, 84.5 ☞ 85
- 예시2) 20평대: 56.84, 59.1, 59.98 ☞ 60
③ 5㎡ 단위로 구분한 면적별 최고가 및 해당 일자
전용면적(㎡)
|
매매가
|
계약일
|
층수
|
45
|
32,900
|
2018-07-05
|
2
|
가격 예상(회귀분석)
총 거래건 일람 및 파크(B동) 아파트의 실거래가격 변화 그래프입니다.
각 평형대별 최고가는 컬러 라벨로 표시했으며, 붉은색 숫자는 기존 추세를 고려했을 때 가능성 있는 금액대입니다.
최근 급등한 경우 그 전 매매가 영향으로 다소 낮게 계산될 수 있습니다.
아파트 가격에 큰 영향을 미치는 정책요소나 경제지표를 일절 고려치 않고 단순 회귀식으로 도출한 숫자이므로 참고용으로만 활용 바랍니다.
- 활용 예
- 최근 호가 및 매물이 없을 경우
- 실거래가 등재가 늦는 경우 예상치로
- 비슷한 시기임에도 금액 차이가 큰 1층은 계산에서 배제했습니다.
※ 현재 분석에 필요한 정보를 추가 확보 중입니다.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAMgCAIAAABUEpE/AAAACXBIWXMAAA9hAAAPYQGoP6dpAAAgAElEQVR4nOzdZ1xT18MH8JMFYYQRpgICIqiIW6wL3AMRBLd1Wxcq7qp11GrrqNo6wf2vxVrrHjjrwIULcAEOqIqCgOxNCCR5Xlyb5gnJJUAIEn7fDy+Sm5NzT26A/HLOuecyXF1bEAAAAABQH2ZtNwAAAABA2yBgAQAAAKgZAhYAAACAmiFgAQAAAKgZu7YbUCNatmzp5OQkvfvkyZP379/XYnvqFj6f7+npKb2blpZ27969WmxPncPlcvX09EpLSwsKCjSwO0NDQw6HU1xcLBAINLC7L4SGD3LV1NG3hsfjESLJz/9yDyxAnaCdAcvb23vcuLHSu6tWrVI9YMXGxhBCWrRwk9vOYDB8fX2GDh3arFkzFov19u3b0NDzR48eLSkpqfC5so/S+/bbby9evKRiU1Xcb2U5ODisXfuT9O6DBw/UFbBo2slgMGJiokUicatWrSr1RDW2QS2MjIyOHTtqZ2e3YMHCK1euVKGGyv6edO7ceevWLUlJH0eMGJGbm1uFPdI0o2oH6ss/yJpRtbdm4ECvTZs2ld/er1//jx8/Urdr7t1hMpkPHtwvKytr3bpNZZ9bqb3TVzVs2NDVq1eX37506dLQ0PNV3juAJmlnwJI6evRYTk7Oy5cvqbssFtPff4i/v5+LiwuLxUpOTr59+/bvv//+6VMafT1sNnvr1i09e/aUbnF1dXV1dfXxGTR58jf5+fk19xKq3GbK1q1b+vbtS1+mtLS0TZu20rspKSl79uwlhEybNpXBYKiyF4X/Kyv1v5jFYlEtUaVweaq8zEOH/tiwYUPV6lcRk8ncvHmTnZ1daOh56Qe/XGAqKytLTU29efPW3r17MzMzq7/Tq1evnjsX6uvrs2nTxhkzAsRisSrPat269dSpU9q1a6ery/3w4f3p06cPH/5TJBLRPEVdB1mVBDllytT79+8rfEjhQaY0a9bs119/sbe3J8o/iT09PceOHePm5qanp5eenn73bvi+fftSUlJky7DZ7OHDh3l5ebm4uOjr6+fm5kZHx5w4ceLGjRvlK+TxeOPGjevbt6+dnS2TyUxOTrl58+bhw4dTUlKq9tbULjabTQipTpcbg8EYM+brESNG2Nra5uTk3Lp1a8eOnVlZWeprI0DdoOUB69ChQ+/evaNuczicoKCdXbt2lT7q6Ojo6Ojo5+cXEDDz2bNnNPXMnj2LSlcnTpzctWuXUFgydOiwuXPnuLq6rlq1atGiRbKFqc8PoVDYtm278lVV6stfddqsuuLiYtm7KSkp27dvJ4RMmTKFxVIpYFWfmZkZIUQoLKmwZM0JDg7u3t2Tvoyyb/aUiRMndO3aNT+/YOPGjcrKsNlsW1vbsWPH9O/fb+zYsUlJHxUWq9TvyaZNm3r27Nm1a9eJEyf873+/VVje29t7w4b1TObnKZguLi5Llizx8PCYOXNWlTOuxig8yPb29tOmTfX29uZwODTPXbhw4eTJk6R3bWxsRo4cMWiQ97Rp054+/fzXZGhouG/fXtmeVD6f3727Z/funqdPn1658nuJRCJ9yNXVdefOHVZWVtItjo4Ojo4T09I+hYQcIpV/awghFy9eqkI3NiFk1qyZM2fOVPiQ3JcoGtRrycmpelfokiVLpAMIVlZWI0aMaNeu3ZgxYys1mHvixMkTJ06W385kMtlstlgsrhNpFeo5LQ9YsmbPnkUlldOnT+/YsbO0tNTf33/u3LnGxsbbtm0dMMBL2Zc2HR2dMWPGEEJevnz5ww8/UP9e9+3b5+Tk5OMzaMCA/ps2bVSxP0ljbZaaN28+zaMsFvP58+dyAatWUHPmqvw1l/5lqhHNAefz+dOnTyeEHDx4sPwLkQYmExOTVq1aLV26xN7eftGiRWppeVZW1sGDvwUGBs6YMePs2XP0HWPW1tZr1qxmMpkJCQnz5s1PTU0JDAwcM2ZMly5dJk+eRHVeKqTeg1y1YSZlB3nw4MF+fn537tx59uz57NmzFD63X79+VLp6+fLlkiVLExMTO3XqtHbtT3w+f8uWLd7eg4qKigghc+fOodLVhQsXdu4MSktLc3JqvGzZ8jZtWvv7+0dERJw9e46qsGHDhnv27OHzTfPy8n755ZcrV/4uLRW6uDSdOHGCSPT5479Sb83Zs2eaNGlCfwRiY1+MGDFCxcMlpfrfuIuLCyHk48ekyu6C4uTkNHbsmLy8vDlz5kRHR3fv3mPDhvVNmjQZO3bs7t27Vanh8uVLdnZ29GWOHTu2evWaqrUQQGPqy1mEbDZ75MhRhJCUlJRVq3749OlTVlbWgQMH/vrrCCHEwsKiXz+lYx+Ojo76+vqEkPDwcNkvr+HhdwkhDAZDbjX8Fi3cWrRwU9h9pbE2q4jL1SOEFBXVfsDq0qULISQ9PaM6lURHP4+NjWGxPv9WM5nM2NiY6OjnKj595syZ1Hun8IfqAKAJWIGBsw0NDQWCkj///JNmLzk5Obdv3168eAn591WrxeHDhwUCgYGBwZw5c+hLjh49isvlEkLWrPkxPj4+P7/g559/piYpjh07jhqrpVHNg1xNyg7yo0ePRo/+esaMALnBPllTpnxDCCkpKZk+fcabN2+EQuHt27cXLFhICLG0tBw8eDBVbMAAL0JIUlLSd98t+/Dhg0AgiI19MWfOHCozeXt7SytcunQJn28qEAgmTZp84sTJ/Px8gaDk+fPnCxYsPHz4sLSY6m9NNQUFBSv7vVU9YFHf6BwcHHR1daktwcHBsbEx1E+FTx80aBCDwfjjjz8iIiIFgpIrV66cPHmSEBIYOFvFGmQJBIKMjIzIyMhHjx5J+1ZfvHixbdv2StUDUCvqS8Cys7Pl8QwJIc+ePZedaHLz5k3qRvPmzWXLS/+h8Hg86Twk2XRFCBGLP99VcaKSJtus4i6MjY0JIcXFRWppcJVxubp+foMJIc7OTUxMTKpcT1lZGSGEw9Gh7lKzSdQ1lGBgYEAIoTo5yjM2NqY+oW/cuJGXl1dhbdTINdVgtcjPL7h69RohxNfXx9TUlKYkdYpoTk7Oo0ePqC0ikfjq1auEED7f1M2tgo6lGj3I9GgO8oMHD54/pwt5enp6rq6uhJD79+/LdiNFRERQ4bJXr16EECaTSf1RvHnzRvaPLjMzMyMjgxAiPbaOjg69e/cmhOzevefVq1c0u1b9rRk82I8m4lM/le2+on5vCwsLVSmsr68/cOBAQoiVldXYsWMqtSNKu3ZtCSH37z+QbgkLu1mpGgYM8JK+2A4d3Jcu/U4oLO3YsSOHwxEKhfv37x87dlxOTk4V2gagYfVliJDB+BwlxeL/N41X+q1IWqC8hIR3AoGAy+V27tx569Zt0u1dunSmbtD/e5VD/x1O9kSh6rRZRdTMJ3XNP63s11OpmTNnUR88JiYmixd/u2zZcvr6O3XqrPDEgtLSUh0dHR0dHaqfieqMKSujm7itOupzV9kJDb1796K+8d+6dUuV2qgcExERoayA6r8nUrdu3fTxGaSjo9OrV8+TJ08pfCKTyaRGY9+8eSP7hSE+/h/qhrOzM/3cPnUdZJoXmJOT07Vrt/LbK3uQZZmamlJfhJKTk+UeSklJsbe3b9asKSFELBbHx8c1a9asadOmOjo6QqGQKmNtbW1paUEIefHi8xkzVFeWQFBy5MiRCveuylsjZWRkNGHC+F69etnb24vF4vj4+AsXLhw9eqxq0+OogJWa+kmVwgEBAdSXOkJIYGDg06fPoqKiZOd1Vfg3bmfXiBDy4cMH6ZY3b94QQoqKitzdO6pSg46Ojp2dXfPmzd3dO3h6elpaWkofYrHY7u7u06aJoqIiX7+OU8s5IgA1p74ErMTExMLCQgMDg1atWrFYTOkMCQ8PD+rG69evZcvLTRA5cuSvSZMmurm5rVixYt++vUJhqZ/fYF9fX0LItWvX5f5l009y11ibVWFtbU0Iob6a15ZevXpNnDiREHLx4kUXF5fBgwd/+PBh9+49VaiK+gTS0ZF2rrBIuXhKkf6Xb9WqNc2pcywWk8Vi6+rqGBsbt2nTmhCSm6u4d6pTp07UDfp+FAaDYWpq2rGj+7fffvvpU9rmzb9U+KJUFx0dTd346quvlH2KGxgYUJFIbtUA6V25HkTpgRo6dBj1RULtB1l1Kh5khaRdj0ZGRnIPNW7cmBDC5/OZTKZYLA4O3rVt21Zra+stW3799dctHz9+bNas2YoVyxkMRlFR0f79+6lntWnThhASEfGoQYMGM2cGdOzYUV9fPzEx8eLFSwcP/iYQ/L/TNVR5ayiWlpaHD//RsGFD6ZZWrVq1atXKy8tr0qTJ0sCnOgsLc0JIcrLicylkeXh4TJgwgRBy9uw5Fxfn5s2b79y5Y/bswKioKNV3R30Pkf3tys7OJoRQo9L07OzsDhzY36BBA+npF9TTQ0ND4+LiBwzo37lz59atW7du3ZqQ6YSQuLi4ESNGfvmnZUC9VV8CVmlp6dGjxyZPnmRra7tixYpdu3YLhcJBg7ypfyiZmZn0q+ls27bNxcW5a9euo0ePGj16lHR7XFz8qlWrVGxDZVcxqGabVdGggTVR+dtthRS+QHpeXgPWrl3LYjHz8wu2bt3WpIlTcHBwYGCgtbX1unXr5T5OKkyQcp/9LBabEKL6R/vz58+lU4uUUTb8J52bnJam+GDKHY3IyMj58xco7Dus8moX0jMtqHnKClU4nC03Dl5eNQ+yVBW+D1R4kGnk5OR8+pRmZWXZqVMnNpstHZzt3r27tI+Ey+UWFRVdv3598eLFCxcu7NGjR48ePaQ1vHz5ctWqHxITE6m7zs7OhBAuV+/o0b+k05WcnJwCA2d7eHhMnjxZdoU8Vd4ayrRp06h0de3atU2bNn36lGZhYTF//vyBA738/f2OHj1W2RfesKEN1QBLS0sLC4vY2FiFxTw8PLZs+ZX6S9y+fbuZGT8k5JCRkdH//nfgl19+OXz4sPQLHj0dHQ75/2Pf1C+MKvMoEhMTnz+PtrGxKSoqevny5dOnz+7cufP48WPqt+v06dN8vmnv3n3atm3bqlUrBwf7nTuDkK7gS1ZfAhYhZMeOHc2bN+vcufOIESNk5zHk5+fPnTtP2dwaSmlpaUBAwJAhQ6n1qJhM5vv37y9duhQScqj8rGc1rq9YnTargurBUuXbrdrp6ektXLhg1KhRDAZDKBQuXLjw48ePHz9+DAk5NH78uOHDh3fo4L5x48bbt2+rXif1b13ms59FlHz2q/geiUSisrKygoKCjIwMIyOjBg0aZGUpHpWghjiLi4vlui6U6dChw++/H5w3bz41gKIW1LLmhoaGfD5fWZmCggKRSMRisaieBinpXbkEWf5Aqf0gq66yB1nOmTNnpk+fZm5uvnHjzxs2/Jybm+vh4bF69Q/UoxKJRPq3nJaW/v79e+qvQ/roP/+8kV1ogDpi7u4dMjMzFyxYGBUVyeebzZs3t1+/fm3atJ42bdqOHTukhVV5ayhOTo2pG7/99hu1hEdycvJvv/02cKCX7NUpKsRkMplMpp6eXsuWboSQWbNmzpo1U+FCvmw2e/r0adOnz6C6yb/77rvU1NTU1NRFixZt3ryZy9VdsmSJp6fnlClTVdmvUFjK5eqy2Wxp9KEil4oLa61atWr9+vXKxv6ysrKPHz9+/PhxQoiBgYGKE8sAaks9ClhCoXD69OnDhg3z8/NzdnZmsVgpKSl37tz93//+9+lTxV+IRSKx9G9bdT4+g+jXXVTWzePlNfDDhw9VbnPr1q3//PMwTQFZa9asWbNmDSHk6tWrGlvvgMPhtGzZksFgZGZmzp0778mTJ9T2jRs3stmsr7/+2tHR4auvOlYqYP3bufJ5JSRq9Er1zhWFi8hLrV+/3tfXR9m/fqrfh5rxrRCVNlgslq2trbe397RpUxs3bvzzzxuGDRtOqv17Ir3LZnMIbS+UWCx+8+ati4uzk5MTg8GQlnR2/tw5FB8fR9MMUu2DLEXfwXngwIFff90it7HCg0xv7969Xbt2cXNz69+/f//+/amNAkHJw4cPv/rqq+zsbGqq/qBBg9atW8diMa9fvx4UFJyUlOTq2nzJkiU+PoO6d/f85pspL168YLFY0gW3li79jrrUQX5+weLFS1q1amVtbT1s2FDZgEVUeGso8fHxHTt2JISMHTvu06e09PR0MzOzcePGkX8nMylDswiWQCDIzs7OyMhQ+E/D0dFx1KjRLBazpKRk8eLFYWFh1PawsLDx48f//PPPDRs2CA7eRd9sqdzcHC7XytjYWDrxwMTElBCip6dH/46rskSFQps3b/7tt4NVeCJATatHAYsQIhKJjx49VoVudhXVxLVBarrNtSUvL++bb6ZMmjQxJOSQ7IwNiUSydu26J0+etGvXrrJTlKjPfukJblUevVLIwcGeEJKRoThgZWRkWFlZcjgcY2NjmouiiESi9+/fBwcHCwTFCxcubNq0qVraRuHxDLlcXVLRpLo7d267uDibmJh07Njx4cOHhBAWi0kt0Z6VlR0To3gISapGDzI9FQ+yMgKBYMKEiRMnTvDy8rKzsxMIBPfvP9i5c+f8+fMIIXFxcYQQHo+3YsVyFosZExMzf/58alwsIiJy2rRpoaGhJiYmq1Z9P3LkKJFIRHUEJicny15IqrS09OHDR4MH+5qbm1taWqalfR4ZVPGtIYTs3buvf//+5ubmXl4DvLwGSLe/fv369Okzqr9YkUhMjXe3bduOfuZWfHz8uHHj5s6ds3379nfvEmQfio2N9ff3d3Z2fvHihYr7TUhIsLKyatSokfSVVqrjDUCb1K+ApRZ2dnZ+fn4dO7o7ODhSZ9zk5+e/e/fu0aNHZ86cTUr6fwv0hYaer5UrZz179oz+kog1d5041RUUFOzYsVPhQ1VbzFpuehA1VVYkEllZWTo7uxQU5EtX664CBwcHQkh6uuIVZV++fNmihSshxNHRQZW9hIaeX7hwoXQyr1p+TxwdP48u0Z/W+uefR8aMGcPlcleuXDlv3rzU1NTAwEDq8jJ//HGowpUjqn+Qq/y7V9mDXJ5AINi9e4/sKRQcDofqMaIWrWjTpg21ysmlS5dlZx1lZWXfv//Ay2uAm5ubqakp1SFkZWUlPftSKjv787w6avE8iopvDSEkIyPDz88/IGBG9+49bG1tCCHv37+/dOnyvn376HNSUFBwUFCw7Bbp2Tb0eySEJCQkzJ+/QOFDpaWlqqcrQkhUVNRXX33VqVOnx48fU1t69OhOZJYGVdaPNXiwn+p7AagT6mPAqk7CCAgICAiYIbcYI5/P5/P57du3nzZtWlBQEM1a2KampiNGDO/ataujoyO1wlZeXt67d+/u3r177NhxmsVdvpxURKPKyzTIPr1qrzEyMkJPT4+6vX//folETAjR0dElhDRo0IC6hNyBAweqHLCsrKyos8+ULdl/7969YcOGEkI6d+6iyl6oLh9lFw+p2u+JdNnS8PBwml2npqauWvXD+vXrHB0dzp79r1Pk3r379NdyqemDXKHKHmRVDBo0iMfjSSSSv//+mxBibm5ObS8pkZ8zJN1ibm6enZ39+vVrKyurBg0ayBWzsbEhhEgkkszM/zqrVHxrKNnZ2evWrV+3bj31FzFwoHeFT1Gjav6rOXcudMaMGePGjX348GFMTEz37t2HDRtGCKlU9xuAdqiPAYsezX8Wb29v6iocCQkJu3fvjoiIzMjIYDAY5ubmHTq0nz59uqOj45w5c5KSPl64cEFRzS327Nktt9KgNJyNGzdu+vQZlfqyqEqbtYOKZzBRqLGY0tLSoqIigaC4oKAgLS3t/fv3t25VYjqXHOnJX8rOX7t161Z+fgGPZ9itW7dduyqesELNAVL4dlf598TT04MQUlBQUOHSjufPn09KSpo2bVrbtm10dXU/fPhw9uzZQ4f+UH3h05o4yBWq7EGWI7uuFaVhw4YLFswnhFy6dJkaHZP2QHt4eBw58pe0JJer6+7uTggRicSpqSlUYzw9PV1cnN3dO0RERFLF+HzTbt26EUJevHiRn/9felb9rZGSntCqo6NjaGhoZGRkZmZmZWX58WOyui5CWgVLly6lL5CYmPjbb7998803ISG/SzceO3ZM9ZU1Hjx4IF2Li4bW/9MDLYCAVQk+PoOoG9Onz5AdCkxJSQkNPf/o0aPr168zGIwhQ/wVBqxVq1aZmpqGh4cfPPj7q1cvc3NzCWEYGxs3b9584sQJXbp0+eGHVSNGjNTQi1Grmv5nRz/9nBDSoYN7lSv38/Nbu/YnFQvfuXOHuiF3STiBQHD8+PHJkye1adPaycmJZj6ylZVlv3795s2bRwj566+j5QtU7ffEycmpdevWhJBjx46rcl2Up0+fKpsTrUx1DvLPP28YNGhQFZ44btx46WCT6gdZoaFDh3bt2iUk5NDr16/FYpGHh8e3337L5/PT09Ol141+8uRJUtJHW1ub7t27r1ixIiQkJC3tU+PGTvPnz6e6pm7eDKOS09mz5wICAszNzX/9dcuKFSvu37/fqFGjdevWUp18sqOQKr41S5culV4jWdaTJ49l7+7Zs7cWA5YqA9lbtmxNSUkdPXqUra3tp0+fTp8+feDA/zTQNoAvDQKW5lAnan333TLZM9GysrLCw8Pj4uJu3gyr2kk08IXYu3ePv7+fqanp1KlTy3/RLz9+eurUaYUrmVXt92TKlCmEkKys7L17q7JGa11Bf5DpMRiMnj179uzZU3ZjcnLy7NmB6enp1N2ysrKFCxfu2bPbxMREbtE7Qkh8fLz0GsPFxcXz5y/Yu3cPn28aHBwkWywoKJgaMKVU+a2RSCRCoVAoFObl5eXl5WVlZX36lBYZqXT1/y+ERCI5cuSIKgvcKyRdTlaZak5FANCY+huw6P9KpetWy7pw4QK1ivqePbuDg3dFRkZQ55SZm5t16OAeEDCDWkzvzBnFsw3i4uLc3Nx++unHkJBDr1+/ok6DMjY2btasGbV2qNzK7Gppc52j+dd45swZZW9ZpeTnF2zfvmPVqu+9vQf+9ttvyt7N4uLiuLi4o0ePnjsXqrBAFX5PXFycqSu37NixQ3Zk6suxZMnSJUsql4cUUvEgKxQWFubi4uzu7m5paSmRSD5+TL5y5fKRI3/JnZAYExPj4+M7ZszXHh6e9vaN9PT0Cwry4+Lir169euLECdnlQx8/fuzvP2T69GmdO3c2MzMrKCh48uRJSMgh2Ssgqf7WbNiwgX6pDk2i/zNcs2aN9p3XDKB2Wh6wBg0alJmZ+fDhQ7Us5xgaet7e3n7atOkODg4bN/5cvoBIJN61a5eyXvQffli9d+9eT09P6mq7cjIyMn74YXX1G1l9FhYW1En7NXMNa212/Pjxzp079evXb8WK5ePHT6AWPars+Gllf08YDMayZctZLObVq1cru05bXaTwIEvRxOWUlBQV/8SysrJ27Nip7BRXWYmJiStWrFT2aH17awBAlpYHrBkzphNCVq1aJRuwqjNhaOfOoHPnQv38/NzdOzg4OBoZ8QgheXn5CQnvHj2KOHPmjPRKGuW9fPnSx8dn1KiRXbt2dXBwNDY2kkgkeXn5b9++uXPn7rFjx5RdhqWaba4sOzu75cuXaWx3Ulowa1UikSxbtrxRo0atW7cZOXKEwilWFars78mwYcPatWsXFxe3bNnyCtex1AJqOciaUbtvTdX+oGr6z1AL/swBVMRwdW1R221Qv44dO1Lr5VDCw8Pj4uJrsT1fFD8/P6J8HJMQYmVlOXDgQOnd5OSU6l/0EABALairQMbH4186fOm0M2ABAAAA1CJmbTcAAAAAQNsgYAEAAACoGQIWAAAAgJohYAEAAACoGQIWAAAAgJohYAEAAACoGQIWAAAAgJohYAEAAACoGQIWAAAAgJohYIGWGzp0SIMGDWq7FYQQMnCgV6XKOzs7DxjQX5WSDAaD8e+luXV1dSvdMgAAUDetClgcDmf27Fk3b4ZFRUUeOfKnq+t/lyMMCAgID7977144dfnnCrf37t379OlTjx9HXbly2d3dvcJdK6uHsm7d2qtX/65y+7lc3e++++727Vv37oXPmTNH+lFaKVU4OISQkSNHHDx4UHaLpaXlli2/3r17Jzz87pYtv1pYWFS46/L1u7g4Hyynau2nb0/Pnj0HDPBKSUmh7jZq1MjvX3y+KbUxNjZGWn7NmjWxsTFyP8+fP1PYJBaLRd148OCBXD2mpqZBQTsfPHiwffs2Y2NjauOmTZvkXtGCBQvCwm7cvBm2cOFCDocj1563b99MnDixTZs2Cvd+9erfVPOePXv6/PmzqVOnUNsfP45SehAJ+eOPQ3JNpX9pFRamHpUt4+joIPu27t27R5V6AAC0jFYFrNGjR5mYmIwbN75r127Xrl1bvfoHanv//v0HDOg/bNjwYcOGe3l59enTm357jx491qxZvXnzL126dJkzZ252djb9fpXVQ/HxGdSkSRNVOlGUtX/OnDl2dnbDhw/39/dv1qypr69vJQ5KRZXTNP7gwYPOzs7u7h1k61m7dm1eXp6v72Bf38F5efk//fQj/X4V1p+SkhIk48yZM/b2jarWfpr26OrqLl++bOvWLdIt5ubmHTu6Uz8GBobl9/L999+3aOEm+9OmTVuBQCAtMGPGdCrWPH365NGjh9RGHk++qiVLliQmJvXt2zclJXXRokXS7QcPHlyzZg11OzAw0MHBfuTIUSNHjrS3bxQYGChXiUgkDg7etXLlCoWRum/fflQLv/qqU1FR0cOHj8qXmTJlCtXaHTu2U1vatm1bvphsyZiY6CdPHt+7F16+jKOjo2zuVFgPISQtLZ16W3fu3HngwAFTU1NlJQEAtJhWXeyZy9UVCEr+vc0ND7/bvn0HQsju3btOnz5z5coVQkj//v0HD/adOXMWzfbjx49t2bLl3r37Ku5XWT2EEEtLy+PHj02dOvX06dMtWrhVrf03btwYM2YM1Q1jbm7+449rAh5M1EYAACAASURBVAJmVurI0FRO3/i0tLTY2BjZlkdFRfbo0TM/P58QwuPxbty47u7esWoHR2rp0qWZmZn79u2rQvtp2jNs2FA/P7+xY8cprJDFYonFYolEIvcC5RgbG589e6ZHj55y283NzUNCfh840JsQQtUgW094+F1v70E5OTkmJiahoaEeHh5UsYkTJxUVFcXGxhJCbt4MGz58RHp6OiHEysry6NGj1F5k62EwGBcvXtiwYcOtW7eVtXD+/HmtW7eZOHEidVfhy2GxmGKxRPpi6V+ylZVlUFDQsGHDaSqUbqSv0Nvbu1OnTitXrlRWDwCAttKqHizpBzAhpGVLt+joaOp2s2bNnj59Qt1++vRps2bNabY3btyYw+E8fvy4e/fuvXv3NjAwqHC/yuonhPz445r//e+3uLj46rTfyIgn7UUrLi5u3ry5gidXtXKaxqelpZWvJzo6uk+fPtTtPn36SOtRhqZ+Co9nOHCg17Fjx6rWfpr2DBgw4ObNW9K748ePk3bSPH365Nmzp6qMb5qamubm5pbf7uzsbG9vT9+X8y+J9FZERASVrgghDAZDIpEoecq/z5RIbt681a9fP2UFBg70+uabb16/fs3j8eQa07t3b2ln2/Pnz62srCpq52ddunR98uSJioVp6OnpzZwZwOFwVDtKAABaRasClhSPx1u2bNm6deupu3w+PyMjk7qdmZkpnXyjcHuTJk2ys7NDQ0MnTZo0cuSI06dPOTo60u9OWf3Dhw/X0dEJCQmpZvtjY2P9/f2o2xMnTjAxMZEr37Jly0uXLt69e2f69Gk8nqGvr4+Tk5OKlStrvDLz5y/w8hpw7tzZ0NBzAwb0X7BgIX35CusfPnz4tWvXFYYYVdpP055mzZq9fPlSejck5BA1ptaqVevw8PBLly4pTJByLCzMc3Jyym/38vI6c+YMVWH5R8PDw7/55htDQ8Pp06fdvv1f51NsbMypUyep2+fPn1+xYrm5ubmFhcXy5cvPn7+gsAEvX75QGKl1dHTmzJnz3XfLAgPntG3bdt68ee3bt5dtzPXr16nm+fsPycrKTk1NrfDFUkaPHnXliuIpgwrHBxWGJz7fNCho58OHj5YuXarsKAEAaDF2bTdA/dhs9saNP2/dui0uLk5m8+euAolEzGQyababm5u7u7tv2bL1wIEDhJAxY8Z8++0ialQrMjJCT09P+swDBw78+usWZfXY2NjMmDF9zJix5XspaOtR0P6NGzcGBQWNHDmSzebcvHkzP79ArkJn5yYBATMlEsncuXPCwsKePHl6/foNdRwceUZGRgEBM+7evfvuXULjxo0nTpzQu3evkydPVfbgSLFYrK+//nrq1GlVOzg07WEymSYmJuVzG59vumHDhk6dOo0aNVp2e+/evbdv36bshcfGxiQnJ/ft+7knycrKcuBAr6+//lpZ+Q0bfl63bu2NG9cjIyOXLVsu3S6bM7Zt2z5nzpwTJ44zGIzz589v375dYVU5Obnm5uZyG7t06fLjj2s+fPgwevSopKSPkZGRa9as3rNnz4QJE8vX4Ovre/78+VmzZs6cWfHI8rBhQ8VicWRk5ObNm728BpQvUD4qUUOE0rtcrq63t/esWbNv3Lixfv26CvcIAKCVtC1gsVjM9evXnT179tat/8aG8vLyjI2Ns7KyCSHGxsa5uXk024XCEkLI0aNHqTLnzp2bPfvznKEOHRSfTqiwnrVrf/rll18Vdhsoq0dZ+2NjX/TvP8DJySkzM6NRI/vOnTvJPevUqdPUDfr+pEodHIU2bvw5OHjX8+fPCSF37tx59uzZpk0bqUBTqYMj5eXlFR8f/+7dO+mWSh0cmvaIxeKcnBzpGXyEECcnJ29v7+HDh+Xl5a1evTo4OCgsLGzbts+xhurvoXntUmw2+5dffjlx4mRcXLxcHJTKysqaMSNAbuPr169l7wqFws2bN2/evFmumFwzTEyMMzIyyle1evUaad9Yfn7+/PkLeDxe+ZZYW1uPHz9+0aJFYWFhQUHB9EN17du3X7To20mTJhFCFi1aRE3Pr+zo3rffLnZyarxkyeKIiMhKPREAQJto1RAhg8FYvXp1WNjNy5evyG7/559/pB9abm4t4+PjaLYnJX2USCRCoZDazmazS0pKCC2F9bi7u2/atFF2SCU2NmbKlClVaD8hpKSk5MWLF58+pfn6+j558rSCA1GZypUdHIXatm2blJQkvZuUlFR+vFIOff3jx48PCTlU5fbTt+fVq1fSwTUOh0OtcDFy5CgHB4eTJ0/5+Pi+fv06L48uUJanr6//yy+bRSLRli1bCCEdOrirPvg1ZMhQuS0+PoPKrwohF2iaN3eVHeikZGZmyo48UqiZ/rK4XO727dsiIh4tXbpEYfyS5evrExQUtHLlyvK7k8ViMY2NjR0cHHr27KkwXP74448TJ05CugKAek6rerC+/35lUlLSs2fPbGxsCCEikYjqQDp37tyCBQsSEhIIIfPnz//999+p8gq3R0VFFRYWDR8+/PDhw4SQ4cOH3b//gH6/CuuR/dx1dnY+c6biswiVtZ/FYolEIkJIu3btBgzoLze2paLKHhyF7t4N37Bh/caNmxITExs1arR48bc0Z7dRaOp3d3fX0eHcv6/S2ZoK20/fnsuXL/v5+e3fv58QUlpaOnfuXOlDXbp0MTQ0ZDAYzZs3k9vR8+fPW7VqpawZwcFBxcXFs2fPpo/dX3/99fLly8pvl/sdCA09Hxp6Xq6MbMBiMBg9enTfsGGDsh2VPzXvn3/+oW7w+fxfftmcmJi0aNGilStXhoSEzJgxQ1k9q1ev7tKl88yZMx8/fqz8ZRFCyLNnzwoLC1NTU//5501kZITqDWvXrj19zQAA2kSrAla3bt0IIUOHfu4nyM7OHjFiJCHk9OkzDg6Ox48fI4QcOfLXmTNnqAIKt5eWlv7444/r16/r1asnk8nk8Xjlx3rkKKtfSigUvnuXUOX2//77waysLA6H0759+zVr1rx580alw6Fa5RU2XiQSS2//8MOqwMDA3bt3mZmZZWZm3rhxY8eOHfT7pal/2LCh+/cfqE776dsTGno+ICDA1dX1xYsXwcHB3bt7SiSS3NzcuLj48ePHZWfnpKenR0XJ5wkWi65bd9GibzMzMys8++/PP//8888/5TYqHGujH4Dz8PAoLi6+c+cu/e5kDR78+XyI779f+e5dwtq1ayUSyU8//TR58uTSUqGyZwUHB61fv152xS+FqjNXvcKeYAAAbaJV62CpUcOGDVu1apmfX/Dw4cOysrLabYyZmVnbtm0JkTx+/JiazAQq6tOn98iRI2Un0Zcn19dSheWaVFlcSlnNNM9isZiHDx/euHETTa8S7dM/d3xWoakq7oKmQqx6BQD1nFb1YKlRcnJycnJybbfis8zMzGvXrtV2K+qka9eu8/lmDRs2rNS7Wb5XKSIiUrqSZ3nVTBLld3fy5Knvv//eyckpJORQhWN25Z++Zs2ao0ePlU9X1W9qpSos3zC5c0IBALQYerAANMTPz6/8CCwAAGglBCwAAAAANdOqZRoAAAAAvgQIWAAAAABqhoAFAAAAoGYIWAAAAABqhoAFAAAAoGYIWAAAAABqhoAFAAAAoGYIWAAAAABqhoAFAAAAoGYIWAAAAABqhoAFAAAAoGYIWAAAAABqxq7tBgAAQFUIhcKioiKJRFLbDallHA7bwMCQwWDUdkMA/h8ELACAuic9Pa2rqZFPG1cup77/G4/Pyt4Y9dzGxobD0anttgD8p77/ZQIA1DmFhYW+Da2C+ves7YZ8KYY0bdLlrzONGtnXdkMA/oM5WAAAdUx+fl5Au1a13YoviAvftIe1hUgkqu2GAPwHAQsAoI4Ri8UmXN3absWXxYTLFYvFtd0KgP8gYAEAAACoGQIWAAAAgJphkjsAgDYoEJauufvgbPzbjKJiV3P+0s7u3k0cqYckhGx99Phg9Iv0ouKutg139O1hbWgg9/Q+R07N6dDG17mxdEthaemauw9PvorPLRG2b2C5rnvXdtaWCnetrP6LbxKGnAyVK6zLYuUunKl6JYSQA89iZl0Jky18aqjPQCcH1Q8OgOYhYAEAaIOF12+H/vN2Y89u9sZGx1/FDz11/sIIv94OdoSQoKhn39++/3OvbvZGRuvvR/T76/TjyV+zmZ9HMMrE4pDol3cTP87p0Ea+wvh3P/fsasMz3BH5dNCxs0+/GWNpoF9+18rqb2NlHuLTX7Zk8OPnJrqKZ4/RNPJtTq6bhdniTh2khdtYmVfvaAHUOAQsAIA6r6i0LCT6xfZ+Pce6NSeEdLOzeZmRtfdJdG8HO7FEsiPy6YKO7Wa2a00IaWNl0WTXb1ffffByciCE/BHzMvDvm8VlZXIViiSS4y/jv+/2FVWhewNrq217riV8+LpFM7mSNPU3NDQc0dxFWvLBx5R3ObmPJo4u3376Rr7Nzu3QwEq2KoAvH+ZgAQDUeckFBc3N+T0a2VJ3GYTY8gyTCwoJIfFZOe9z86TDhTY8w7bWllfffaDuejk53B0/4t74keXrZDEYuiwWdZvDYrKYTIWrpdPXL1UiEn1z8eqvfbpbKeoDo6/kbU5eYxPj3BLhm+zcMpwqCHUEerAAAOq8JqYmjyePkd59n5t3+W3CN63dCCGfCosIIXZGPOmjtjzDT4WF1G0zPT0zPT1BmfwKUiwGY1rblpseRjmaGDfkGWx59MSGZ9jXoVH5XdPXL7X3SbSJru6Qpk0Utp+mEgkh73Jyj72M++HOA7FEos9hf9e546JO7XFlHPjCIWABAGiVS28Spl++bsvjLerUnhCSKRAQQgx1ONICPB2dpPyCCutZ3LnD6bh/Bp84R9096j/QXF+vfDFV6s8XCjfcjwzx6a8sFdFUkl0sKCwtbW7GPzlkEE9HJyTm5dKwu7ZGhqNdm1b4EgBqEQIWAICWSCkonHXlxpW372e0a7XaozOVV/hcXUJIobCUp/P5Un35QiG/onVKi0rLOv/+Vwdrq0sj/U24upffJEw+f/WAN/FzcZI9NzDEpz815Edf/x8xr/h6ur0c7KRbVK+Er8ct/Ha29Inz3NveSEg8EvsaAQu+cAhYAADa4HlaxoC/TruYmT75ZowL31S6ncouHwsKpasepBQUdmhgRV/b1YT373LyHk0cbcDhEEJGNHe58T5x75NoPxennva2bwImUcVMudwPeXn09UsIOfAsZrybq2z3VWUrkdXUzPRO4kdVjglALcIkdwCAOk8kkYw4faGvY6Oro4fIpitCiDPf1M6I9/e799TdzOLiqNS0PopmU8liEoZYIikUlkq35ApKqDnuemy2Dc+Q+tHnsCus/+mn9Jj0zOHNnWXrV72Sy28TGm7f9yozi3pIQkhUaloLc7NKHyMAzUIPFgBAnXf7Q1JCbt70ti1D499KN1ro63nY2bAYjMAObVbfedDMjN/IiPf97XvOfJP+je3pK+xpb+fMNxl66vzSzu4mXN1LbxJOx7056j+wfMkK67/yNqGBoYG9sRHN7mgq6dHIjq/HHXfuylz3NnZGvL9exEWlfNrVv1flDhCAxiFgAQDUea8yswkh390Ml93oYWdzdfQQQkhghzalIvGq2/czioq72TW8OmqIdJVRZQx1OJdH+q+8fX/232H5QmFzM7Nj/t6y67zLoq//WkJiV9uGFZ70p6wSLpsVOtx3aVj44ht3xRJJ+waWt8YOb2pmWlF9ALWM4eraorbbAAAAlZCc/DFytL8tz7C2G/IFmXLx2sMSEYfDqbgogEagBwsAALSKWF9fZGTEKCtjZ2cRERYmhdqBgAUAANpDaGeX6+XFKiiQsNnc16/1nj1jCgS13SiojxCwAABAS4j19HK9vHTfvGGUlRFChA0bMgsL9WJiartdUB9hmQYAANASYiMeq7CA8e+1q9k5OSIjurMXAWoOAhYAAGgJRmmphP3fPHcJm80oLaUpD1BzELAAAEBLsHJzuS9elJmZESZToqsrtLXlpKbWdqOgnsIcLAAA0BYisV50NLOoSGRszCwsNHr5UicpqbbbBPUUAhYAAGgPpkCgFxtb260AwBAhAAAAgLqhBwsAAGrc0FPnl3Xp2N7akqbMlIvX/oh5KbexkRHv8OABq+88DB0xuMLr7dQoNwODJnrc3DJRZH5+vkhUq22BOgABCwBAe6QVFi25eTfsfVKRsLSNtcW67l07NLCiHioQlq65++Bs/NuMomJXc/7Szu7eTRzL15BbIlx15/6Ff94VlZZ1srHe2qe7nRGPekhCyNZHjw9Gv0gvKu5q23BH3x7WhgYVPkQIufgmQSKRUOmKvhlNTE229+sh2x4ui+XewDqnpORM3Bt/Fyd1HiyVNdTR+cnB3s3g8ysqFou3f/x4MiOzVhoDdQWGCAEAtISEkInn/36cmrajb49j/t4sBtP3+LmMomLq0YXXb/8R+2pl145nhvm0tbYceur89YTE8jWMPHPh6rv3P/fsFuLTX1BW1v2PE0Wln5eVCop69v3t+9Pbttzn1SeloLDfX6fLxOIKHyKEbH4Y9U1rN1WaYaSr08veTvani21DQkhAu1a/PoyqmcNWAS6TuaOJkzRdEUL0mMwldnb9THHBaaCDgAUAoCU+5hfceJ+4pU93H+fGPextQ3z6ZwkEtxI/EkKKSstCol+s9ug81q25h53Ntr49POxs9j6JlqshIjn15vukP3y9hjRt0tvB7pi/d6lYdPxVHCFELJHsiHy6oGO7me1aezdxPOo3MD4r++q7D/QPEUJeZmbFpGX0dWykejPKG9rU+U127tNP6eo9YqoYxOfb6eqW3x7QoEHtDlnCFw4BCwBASxSVlo52bdrW6vM8J2NdHSaDQYWA5IKC5ub8Ho1sqYcYhNjyDJMLCuVqeJWZzWQwWluaU3cNOJzWlhZ3EpMJIfFZOe9z86TDeTY8w7bWllSKonmIEHLl7fuODa11WCzVm1Eel83qZGMtrVOT2vMMFW630dWx5HAUPgRAMAcLAEBruPBNfxvUjxDyqbDofW7e/mcxdka8nvZ2hJAmpiaPJ4+Rlnyfm3f5bYJ02E7KhmcolkjisrKbmfEJIUKR6HVWtoRIqDoJIdL5WIQQW57hp8JC+ocIIeFJyW2tLajbFTbjcWoad+MO2SbFTh3vZGpMCGlrZXk36eO3pH1VD08VWXB0lD2kw0QnBSiFgAUAoG2W37r3Z+wriUQSPKCXKVd+eOvSm4Tpl6/b8niLOsmHlW52DZuZ8ceHXvnBo7Mem7Uz6llKQSGVnDIFAkKIoc5/fTY8HZ2k/AL6hwghiXn50i6rCptRfpJ7g38ny1sbGiTm5VfmMKiHGUfpB2V2Ga7DA0ohYAEAaJv9A/vsH9jnVWZWr8Mn2UzmOLfm1PaUgsJZV25ceft+RrtWqz06y0Yiii6LdX7E4G+v355y4ao+hz2mRTM2g8lhMQkhfK4uIaRQWMrT+dyjky8UUhtpHiKEZAtKpNsrbAY1yV3hizLS1ckSlFTruFSJKYulcLtQLC4UiRU+BEAQsAAAtMa9pOSo1LTADm2ou83M+J6NbM7Fv6UC1vO0jAF/nXYxM33yzRgXvtIz4Gx5hkf8Bkrvdgk52r2RLSHEykCfEPKxoFC6/kJKQSG1BgTNQ4QQU65uvlAorVDFZpSXX/JfaNMYLpOhryRgZYtEEg23BuoUjB8DAGiJ9OLipWF3M4s/r8sgIeRNdm5DQwNCiEgiGXH6Ql/HRldHD6GJNbklwp6HT/z97j11Nz4r53Fq2vBmzoQQZ76pnRFP+lBmcXFUalofh0b0D5HP87GKqNsqNkOh1MIiWx6v4nJqZcpWOo0969/VKwAUQg8WAICW6G3fqCHPcOSZS4s7teey2H/EvnyVmXXAuy8h5PaHpITcvOltW4bGv5WWt9DX87CzIYTsfxrzOit7Uy8PY10dAw5nzt83V3l00uewV9y6N9DJoZ21JSGExWAEdmiz+s6DZmb8Rka872/fc+ab9G9sT/8QIaSrbcMb7z+vdEXfDHpPPqV1tWuotoOlGlO20k/JHEzAAloIWAAAWsJQhxM63HdpWPjE0L/FEklrK4u/Rw9pZWlOCHmVmU0I+e5muGx5Dzubq6OHEEKuJ3y48T5xUy8PQshvg/otuHZr3tWbfD09r8YO63t2lZYP7NCmVCRedft+RlFxN7uGV0cNYf97Gh3NQ/0bO6y/F1FUWqbPYdM3g0aZWPzgY+ryLh2rd4Qqja98hjt6sIAew9W1RW23AQAAKiE5+WPkaH9bJeszVc3Yc5f/8B2gxgpl9Tx8YnzL5pNaVf3j5lrCh1W374ePH6mswJSL1x6WiDgcjkRXt8TRUWRszCgr46SkcJKTq7xTQoiPmdnKRoon3f+Rlr7948fqVA7aDXOwAADqu3PxbxsZ1eD0poVftQ+Oel6dKeEHnsYs+EqFFbCYzOJWLYvd3EQ8XqmFRe6AAaW2FQ8+0lB2CiHBECFUBAELAKCOYTKZuSXqXLCghbnZas/OaqxQjncTRzsjw/DEKvb3xKRn5gtLhzRtQlMmt6SEyWSKjI2LXVuw09MZpaXM4mKdjx9LGzSo2k4pphgihKpCwAIAqGMMDXmqXL9PdU6mxpyaXJScQcipoT7dVJjJrpCbhdn5EYNpLvz3Nic3LCWNxWJJdDgMmY4lhlAo1qnWyg40ZxFmlyFgAR1McgcAqGMMDQ1PJqZknrvs49yYXe+v1vIhN+/HR08aNrQhhDDzC0QGhhwmk4jFhBCRsbHumzfVqZxukjsCFtBCwAIAqHssLa2elJTci4qW1PvFLtlslr29A3VVa2ZRkfHff+f268fKy5Ow2dw3b3T/+ac6lZson4OFHiygh4AFAFAn6erq6upqemXzL59OQoLZkT9FRsaMslJWRiZDJKpObXyO0iFCTHIHeghYAACgVZj5Bcx/LzVdTcp6sIpEIoG43nceAq36PngPAACgkCGLpaNkilt29TrGoD5AwAIAAFCAZnwwE2s0QEUQsAAAABSgWWU0GxOwoCIIWAAAAArQXOkZpxBChRCwAAAAFDDDMu5QDQhYAAAACpgoX8Y9R4SABRVAwAIAAFDAlK10DhZ6sKBCCFgAAAAK4EKEUB0IWAAAAArQXIgQZxFChRCwAAAAFKA5ixBDhFAhBCwAAAAFlA0RiiWSXAwRQkUQsAAAAOSxGMRIyUKjeSJcKAcqhoAFAAAgz5jFZjEUP4QZ7qAKBCwAAAB5tDPcEbCgYghYAAAA8mhWGc0qxSmEUDEELAAAAHl85auMogcLVIGABQAAII/2Ss+Y4w4VQ8ACAACQRzNEiFVGQRVKEzoAAEDNsdfVHWVp2VSPy2J8iV/1rXWUz8FCDxaoAAELAAA0zdPYeK2DvS7zS4xWFcIcLFBFnfzlBgCAusuUzV5t36iOpitCSDbOIgQV1NXfbwAAqKP6mZoYKFkkvU5ADxaoAgELAAA0yoGrV9tNqLpSiSQfV8oBFSBgAQCARhmw6vBHT7JQKKntNkCdUId/ywEAoC7iMpRc5K8uuJadXdtNgLoBAQsAADRKj1lXJ2DFFReHfEqr7VZA3YBlGgAAQKP06uAQYW5Z2aWs7D2pqcVicW23BeoGBCwAANAoPeULNAx98TLnizxHDxPbobIQsAAAQKNoAlZ6aakAXUSgFepePy0AANRpXCUBS0JICdIVaAsELAAA0ChlPVgCsRgrIIDWQMACAACN4ipZxh2Dg6BNELAAAEBzdBgMZYs0FIkQsEB7IGABAIDmKJuARQgRiHGmHmgPBCwAANAcmlMIscQUaBMELAAA0BzaHiwELNAetbkOlpmZ2bhxYzt0cNfV1YmPj9+1a3diYiIhREdHZ9y4sZ6enhIJOXfu7KlTp6nyU6dO3bdvXy02GAAAqklf+TLuxRKcRAjaozZ7sLp16/bhw4fAwMBx48ZHRkbOnTuH2j5hwoQGDRosWLBw4cKFbm4t+/btQ2339fWpvcYCAIAacJVfiLAYk9xBi9RmwDp79uypU6ezs7MFAsHFi5fs7Oyo7Z6eHsHBuzIzMzMzM4OCdvr6+tZiIwEAQI0wBwvqidq/VA6Hw7G2th42bFhYWBi1hcFgSGQ6ih0cHA4c2F9LrQMAAHXCHCyoJ2o5YBkYGPz115Ho6JhLly7evRtObbxz58706dN2797DZDIDAgISEhJ++mktIWT/fvkJWE2bNm3c2JG6/eFDYmlpqSYbDwAAleXIVvq5o2di7KKvr8nGAFRfauqnvLzc8ttrOWAVFhb6+fnb2Nh07ty5UaNG79+/J4QcPHhwwoSJO3Zs53B0oqOfr1nzY3p6usKnp6amFBYW/FtVsUj0JV6DHQAApEqMjYiuucKHMvMLUrOzNdwegGoSCAQKt9f+EKFIJPrw4UNRUdEPP6yaPTuQEFJSIty7d+/evXsrfG5ubl5ubl7NtxEAANSDocdV9lBOUVFeHv6lg5aozUnuLJnLUZWVlZmbW9CX37RpUw23CAAAahbmYEE9UZs9WL/++suhQ3/ExMTo6+vPmDH98ePH0ocmT57k7+9f/im3b9/RYAMBAEDN9GiWaUDAAi3CcHVtUVv7bt++/YgRw52cnAQCQXR09O7du+nH+0JDz/n4YMkGAIA6bLGt7TALxXOwFr9LuJmTo+H2ANSQ2uzBioqKioqKqsUGAACAhunRrOSOiz2DFsG1CAEAQHNoFhotwkruoEXqUsDaunVbbTcBAACqBZPcoZ6oSwHr+vXrtd0EAACoFlwqB+qJuhSwAACgrqO52DN6sECbIGABAIDm6NNNckfAAu2BgAUAAJpDNwdLhLMIQXsgYAEAgOYom4MlFGORBtAqCFgAAKA5XAZD4XaBRKLhlgDUKAQsAADQEBaD6CjpwcIELNAyCFgAAKAhOIUQ6g8ELAAA0BAs4w71BwIWAABoCO0y7pjjDloFAQsAADQEy7hDiaGvsgAAIABJREFU/YGABQAAGoILEUL9gYAFAAAaQreMO+ZggXZBwAIAAA3RozmLEOtggXZBwAIAAA1RtsoowRws0DoIWAAAoCG0k9xxFiFoFQQsAADQEK7yOViY5A5aBgELAAA0BMs0QP2BgAUAABpCs0wDziIELYOABQAAGkJzFiF6sEDLIGABAICGYKFRqD8QsAAAQEMwBwvqDwQsAADQED26swixTANoFQQsAADQED3lC40WYZI7aBcELAAA0BDMwYL6AwELAAA0BHOwoP5AwAIAAA3h0lzsGQELtAsCFgAAaIi+kknuIgkRSiQabgxAjULAAgAADVE2BwunEIL2QcACAABNYBCiq+QsQkzAAu2DgAUAAJqgy2QylQQsTMAC7YOABQAAmqDHVLoIlgATsEDrIGABAIAm0FzpGauMgvZBwAIAAE2gXWUUk9xB2yBgAQCAJmCVUahXELAAAEATdHGdHKhPELAAAEATlK0yStCDBdoIAQsAADSBZg5WMSa5g9ZBwAIAAE2gOYsQPVigfRCwAABAE2jPIkTAAm2DgAUAAJqgp2QZd0JIMZZpAK2DgAUAAJqgp3ySO3qwQPsgYAEAgCZgHSyoVxCwAABAE3AWIdQrCFgAAKAJdGcR4mLPoHXYtd0AAACoF2r6LEKxoaHYQJ8hKGHl5la/NoBqQsACAABNqNGV3AVNmxZ4ejKLisRcrkFEhF5MDMG8LqhVCFgAAKAJNJPcBdVbpqHMwqKgSxfd+HgikRBCilq1YmVn6yQmVqdOgGrCHCwAANAEHZp1sKo3yV1kbMzKySH/TuRiZ2eLTEyqUyFA9SFgAQCAJuSLFHdTlUkkuWVl1amZUVZG2P8NyEjYbEZpaXUqBKg+BCwAANCEe3n5Crc/zM+v5jru7PT0Mj5fbGhIGAyxnl6ZpSXn06fqVQlQXSwLC8vabgMAAGi/+OLi7ibGpuz/N/e3WCxekZCQVc0erNJS7tu3Eg6nuF1b7j/xBg8fsTMzq9dYgOpiuLq2qO02AABAvcBns5c2svM0MmIyGISQuOLidR8SXxQV1Xa7ANQPAQsAADSKz2Zb6XDyReKkkpLabgtATcEyDQAAoFFZZWXVHBME+PJhkjsAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZAhYAAACAmiFgAQAAAKgZu6bqZbNHjhzRr18/AwODhISEXbt2v3nzRq7A6dOnZLcEBMxMSkoihOjo6IwbN9bT01MiIefOnT116jRVYOrUqfv27auhBgMAAACoS00FLG/vgTweb8mSpdnZ2YMGeQcGzp43b75sAT09PaFQOHTosPLPnTBhgpWV5YIFCwkhs2bNys/Pv3r1GiHE19cHAQsAAAC+fDU1RHj58uXdu/ekpqaWlJScP3/B1tZWroC+vn5RUZHC53p6egQH78rMzMzMzAwK2unr61tDjQQAAACoCTXVg1VSIpTednFxjo+Plyugp8ctKChU+FwGgyGRSKR3HRwcDhzYXxONBAAAAKgJNRWwpAwMDKZNm/bLL7/Kbedy9Ro2bHDixHEGg5GWlhYWFnby5CmRSEQIuXPnzvTp03bv3sNkMgMCAhISEn76aS0hZP9++fFBNzc3Fxdn6vbbtwlCoZAAAAAAaEpycnJOTnb57QxX1xY1t1cWi7VixfKLFy9FRETIPaSvr8/j8bKysjgcTuPGjcePH5eQ8D44OJgQoqurM2HCRA+PbhyOTnT0871796WnpxNCQkPP+fj4ylXC5XKp2yUlJWKxuOZeCwAAAICc0tLSsrKy8ttrMGCxWMwFCxY8ePDgzp27FRY2MzPbs2f3sGHDacqUD1gAAAAAX6CamuTOYDBmz5798OEjVdIVIURPj5uTk0NfZtOmTepoGgAAAEDNqqk5WDNnBqSmpr5+/drKyooQIhKJMjIyZAtYWVn5+Q2+cuVKSkqqjY3NzJkBV69elT46efIkf3//8tXevn2nhhoMAAAAoC41NUQod95fXl7e/PkL9PT0duzYfuTIX9evX+dwOCNGDPf09LSwsMjLyz9//vypU6foJ1FhiBAAAADqhJqd5K5eCFgAAABQJ+BahAAAAABqxrKwsKztNqgqLS3t3bt3td0KAAAAgArUpSFCAAAAgDoBQ4QAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmCFgAAAAAaoaABQAAAKBmbBXL6evr6+rqlpSUFBUV1WiDAAAAAOo6uoDFZrOdnZ2dnZs6Ojrq6upSG0tKSt69excf/zouLk4kEmmkkQAAAAB1ieKAxWQyWrVq07lzVx7PMDMzMy7udWFhoUAg4HK5BgYGDRvaNGvWLD8//9698OjoZ2KxRMONBgAAAPiSKQhY+voGgwcPNjY2fvw4Ijo6pqioUGGZli3dOnfu7OrqevbsWYVlAAAAAOonhqtrC7lNQ4cOS0r6GBHxoMKuKSaT4e7eydbW5uTJEzXWQgAAAIA6RkHA4nL1BIJi1auobHkAAAAA7aZgmYZKpaXmzZsjXQEAAADIUjzJffHipfRPy88v2LVrJyHEx2fwy5cv1d8uAAAAgDoLC40CAAAAqJniHqyNGzfIbTE3NzczM3/9+tXixUvLPwoAAAAAUqr2YBkZGbdr165GmwIAAACgHZSu5N6x41dffdWJwSAPHtx/9OhRYWGBgYGhJlsGAAAAUEcpDlgtWrTo0aMndbtHj175+fnJyclcri4hJCLioeZaBwAAAFAHKQ5Ybdu2f/Xq1fXrVxkMRt++/dq2bf/27VtdXS4hJCwsTLMtBAAAAKhjFAcsMzOzU6dOUhfAuXbt6qRJk8ViEYvFki7fcOFCaGxsrOaaCQAAAFB3qDLJXUIIKSsT1XRTAAAAALSD4h6srKzM3r17X79+jRDSq1efrKwsiURCZJZvGDVqjLe3j8ZaCQAAAFCHKA5Yjx9HeXv7NG/uSt0NDT2rwSYBAAAA1G2KA1ZsbKyhoeFXX3UihDz4P/buOz6qKu/j+LnT0jPpoYaO0nuVJiBSREFRZKVYABU7Irqsurqo66OrYqNbdlfFVVdFEBGkBpDQlC41hUB6nbSZycw8fwwbYzIzSSZ3WubzfvnH5M7N/Z0TJjdfzzlzZv/+2h+G8/nnn7q8aQAAAL7J7j5YSUlJSUnsyAAAANBgDfgswlOneNsgAABA3aSuXbt5ug0AAABNio0RrPHjx7ds2aKe39+yZYvx48fL2iQAAADfpoyNjatxyGisvPnmKbGxscXFxaWlpfa+Mz4+fuTIUUOGXLdv376iokIXtxMAAMBn2J4iDAsLGzNmbKdOnXNzc9PS0q5cuVJaWqLXVwQEBIaEhLZo0SIhISEmJubs2TPbt2/T6XTubzcAAIDXcrQGKz6+Wd++fTt27BQUFFT9eHl5+blz544cOZydneX6FgIAAPiYuhe5KxSK+PhmUVGRarXaaDTm5xdkZWWYzRb3tA8AAMDn8C5CAAAAmdVrH6zo6JihQ4e5uikAAABNQ70CVnBwcEJCG1c3BQAAoGlowE7uAAAAqA/ba7AWL36m/pd47bVX5WsPAACAz2MECwAAQGa8ixAAAEBmjGABAADIzMZnEQohlErlQw892r59+7CwMJ2uRK+vcH/LAAAAfJTtgCWEGDVqlFYb0aZN2379+sXFxWVkZBKzAAAA6sNuwBo0aPCqVSsyMzNVKlXHjp369OlbXl6WmZnp5vYBAAD4HJW9JyRJ0ul0p0+fOn36VExMzLhxN44bNz46Onbbtq3ubB8AAIDPsbvIXZJ+fyo3N3fdus+SkpL69es3YsRItzQMAADAVzkYwfrDlxaLZdeuHSaTaejQoRkZGefOnXV50wAAAHyTgxEsqfbBPXt2X7hw4cYbxwcEBLiyVQAAAD7MbsAqLCy0eXzz5k0qlapjx44uaxIAAIBvc2Yn9/j4+KysLFe0BgAAoAlwZid30hUAAIADthe5L178TP0v8dprr8rUGAAAgKaAzyIEAACQWb3WYC1e/AzDVAAAAPVkO2AxRQgAAOA0pggBAABk5sw2DQAAAHDA7kflOJ4lZFoQAADAHqYIAQAAZGZ3BEvYH6Zq0BJ4AAAAf8MIFgAAgMwIWAAAADJzNEXo6qlAlUo1ffod48aNCwkJSUlJWbFi5YULF4QQGo1m1qyZI0aMsFjEd9+t//rrb6znz5s3b82aNS5tEgAAQON5cgRr0qSJYWFhTz/9zF13zfz5558feeRh6/E5c+Y0b9584cInn3zyye7de9xww1jr8Ztvnuy5xgIAANSX3REsN2zEsHnzZr3eYH28ceP3M2bMsD4eMWL4Y489np+fL4R4//33Xnjhha1bf3J1YwAAAOTiaIrQ1arSlRCic+dO586dsz6WJMlisVQ91bZt2w8+WOvuxgEAADjLdsBy82cRhoSEzJ8//4033rR+mZiYeP/981euXKVQKB588MGUlJSXXnpZCLF2bc0FWH379unSpYv18dmz5wwGYyNbAgAAUH+XLl3Kz8+rfdyTI1hWSqVy0aIn//Wvf6ekpFiPfPzxx3Pm3P3uu++o1Zrjx4/97W9Lc3JybH7v8ePHT5/+zfrYZDKZzRabpwEAALiC2Wyyebxen0W4ePEzLlqSpVQqFi5cuH///sTEPXWevGHDd5Mn3+yKZgAAAMjIdsByzxShJEmPPvrIL7/8unv37vqcP2LE8N27E52rBQAA4DaenCJcsODBzMzMM2fOxMfHCyFMJlNubq71qXvvvWfq1Km1v4WABQAAvF+9pghdpMZ7A4uLi594YqGD85kiBAAAPsHuCJbjWUJZlmTdd9/cxl8EAADA2/BZhAAAADJztAbL3jCVqz+j0J5ly972SF0AAIAG8aURrG3btnm6CQAAAHXzpYAFAADgExxNEXpqKhAAAMCnMYIFAAAgM0/ugwUAANAkMYIFAAAgMwIWAACAzAhYAAAAMiNgAQAAyIyABQAAIDMCFgAAgMwIWAAAADIjYAEAAMiMgAUAACAzR59FCADwNxpJ6h8WFq9W1+dkixDJFRXHSkstrm4W4GsIWADQ1CkVZrVGodcLSx1BaGBY2F/bJMTWL11VOV9R8eeLyal6fSOaCDQ1ytjYOE+3AQDgKvr27Qum31HRo7s5IFAyGJSlpfbO7BgY+H6nTlqVsqElolSqURER3+XlG+oKcID/YA0WADRZxhYtSkaOCDhzNuDsOXNISOEtt5jDQu2dPK95s0CF5FyhOLX6jtgYZ5sJNEEELABosiqjo1XZOZLJJISQDAZVQUFltN0Y1C8srDG1+oTajW6AHyJgAUDTJf1xRMr+FJ5aksKVDZ4c/OPFG/XdQBNDwAKAJkuVl1cZEyMUCiGERa2ujIpS5ufbPDNc1dj3PB0rs7u6C/BDvIsQAJos9ZUroT/vKx49RjIaLWp1xIYNyuJim2dqGzd8VVBZ+WVObmOuADQxBCwAaLosloCz52KSUywBAVJ5uXUxlk3aRoxgpev1zySnFFZWOn0FoOkhYAFAEycZjZLR6PicCPu7MxwrLdtdWGjzKYskLpZXJOl0lWzQAPwRAQsAILRKu38ODut0/8rOdmdjgCaARe4AAEdThEX2JxYB2EPAAgA4DFgsrgIajoAFABBapd0/BwQswAkELACAoxGsYhMBC2gwAhYAQETYD1iFJrM7WwI0DQQsAABrsACZEbAAACLczjYNZoulhClCoOEIWADg7yQhwu1sNFpiNpvYQxRoOAIWAPi7EKXdTyJkfhBwDgELAPydg0965hMGAecQsADA3zl4C2FRJdu4A84gYAGAv+MthIDsCFgA4O+0dla4CyGKzYxgAc4gYAGAv2MEC5AdAQsA/J2DRe4ELMA5BCwA8HdaO7uMCiEKWeQOOIWABQD+ztEUoYmABTiDgAUA/s7BInemCAHnELAAwN+xyB2QHQELAPydg0XuxXzSM+AUAhYA+Dt7I1gVZnOFmY96BpxBwAIAv6aRpCCF7b8FrHAHnEbAAgC/xgIswBUIWADg13gLIeAKBCwA8Gvh9ncZJWABTiNgAYBfc7jLqNmdLQGaEgIWAPi1CPt7NBQyggU4i4AFAH7NwQgWm2ABTiNgAYBfY5E74AoELADwaw63aWAfLMBJBCwA8GsOF7kTsAAnEbAAwK85+CBCFrkDTiNgAYBfczCCpWMEC3CW3d8rAEDTNiw8fEHLFm0CAmw+a7ZYCFiA0whYAOCPxkdGvti2jWT/BJ3JZLZY3NcgoGlhihAA/E6IUvlU61YO0pVgjwagcQhYAOB3hoeHh9lf225VyPwg0AgELADwO8O02jrPKWAEC2gEAhYA+BeVJA0ND6vztAvlFW5oDNBUEbAAwL/0CQ0NrWt+UG82b8jLc097gCaJgAUA/mV4eLjjEwxm89/S0i4bDO5pD9AksU0DAPiX4RF2F2CdLS8/rCv5Oi83tULvziYBTQ8BCwD8SIegoJYajb1nF19MvsLAFSAHAhYAeIVQpXKENjxGpXZplW4hIfaeOldeTroC5ELAAgDPuyEyYknr1iF1rT13qd1FxR6sDjQxBCwA8LCeISF/a9vWk9lKCCHEnqIiTzcBaDp4FyEAeNjdzeI9nq5yjcbT5eWebgXQdBCwAMCTJCH6hYZ6uhViT3ExH+0MyIiABQCeFKlSBSk8fytOLGR+EJCT53+rAcCfNbO/aYLblJhMSTqdp1sBNCkELADwJG8IWKsyMgzMDwKy4l2EAOBJng1YFWbL2oyM/+TkerANQJNEwAIAT2qmtruz6Ia8vBOlZa4rXWQyHS4pKaqsdF0JwG8RsADAk5pp7AasHwsKD7A0CvBNrMECAE9qHhBg76kMPrgG8FkELADwJHtThBYhcowELMBXEbAAwGOCFAqtyvZSjYLKygoz7+wDfBUBCwA8xsFbCJkfBHwaAQsAPMZBwMoiYAG+jIAFAB7TnBEsoIkiYAGAx8Tb3wQrk4AF+DICFgB4jKMpQiP7fwI+jIAFAB7T3P4uoxl6vTtbAkBeBCwA8Jh4+yNYmUajO1sCQF58VA4AyEAtSW0CAtQKyfqlySLS9BWON7JSSiLOTsAqN5v5iEDApxGwAKBRFJI0My727vj4UKWy+vFys/mLnJzVGZlGi+2YFavWKG0+wR4NgO8jYAFAoyxo3nx2fFzt40EKxZz4+GYazXMpqTa/0cFbCK17NFgCAvTt21dGRUkmkyorKyA1VZjNcjUbgEuxBgsAnNdSo7krzka6qnJjZOQwbbjNpxxsgpVpNApJKu/Wrbx7d4tGYwoNLRk+TN+hQ2ObC8BdCFgA4Lwh2nClVMc5j7VsqZJsnOR4G3dzSEhZnz6q7GxhNktGo+ZSujEuTti6DgAvRMACAOcFS3XfRdsEBEyNial93MFbCDMMBotKJVVf5242l/fsKRQELMA3sAYLAJx3rqKiPqfNbxYfX2vLqwGhIfbOzzQYFRUV5qBAi0YjGQxCCFN4eEhSkjCxBgvwDQQsAHDegeLi8+UVHYMCHZ+mValmO1yqVUOmwSBVVkZ+803B1KlKXYlFqQg8dz7w7NnGNRaA+0hdu3bzdBsAwIe11Gje6dihdUCAXBc0WcSwX381CSGEsAQGmLRaYTIrCwokk0muEgBcTRkb24D/qQIA1KAzmb7Ly79i0OtMJr3Z7GBlVT1lGw2f5eRYH0uVJkVpqaKsTLKzmRYA78QUIQA0VoXZvD4vf31efrBS+XXXLlGqRt1as/iQHMD38S5CAJBNmcm08kpGIy9yWc827oDPc+0I1oQJ44cPH7FkyRIbhVWqb775uvqRBx9ckJ6eLoTQaDSzZs0cMWKExSK++279119/Yz1h3rx5a9ascWmD4VLDw8Nvio5uExgQoPCZZF9hMqXpDRvy8vYUF3u6LfANG/Lz7oiL7RhYx7J3B5J0vNgAn+fCgPXKK6+kpaX26NHd5rNBQUEGg+G226bVfmrOnDnx8XELFz4phHjooYd0Ot3WrT8JIW6+eTIBy3ctatXyjthYT7fCGR2Cgq6P0P4nJ/eN9HRPtwU+wGQRr6alrejUSe3UpqCny8q35Bc4OMGi0Rjj4y0ajVKnU+XkCNZmAV7JhQMJb7zxxsqVq+w9GxwcXFZWZvOpESOGL1++Ii8vLy8v7/3337v55ptd1ka4yeiICB9NV1Wmx8aM0mo93Qr4hmOlZU9dTM42NHgp1Z6i4scvXHDwXkFzUFBZ/34l111X1qtX0cSJ5d14GzjgpVw4gpWXl+fg2aCgwJKSUptPSZJkqfb/ZG3btv3gg7UyNw7uNSUm2tNNkMGUmOidRUWebgV8w77i4qmnTvUICY5U2f1E5+rMQlyoqEira9tSQ7t2hvhm6owMIYTIzy8dOEB95YoqP7/xDQYgL4+9izAwMKhFi+ZfffWlJEnZ2dk7duz473+/NplMQojExMT775+/cuUqhULx4IMPpqSkvPTSy0KItWtrzg8OHDiwZ88e1scnT542GFgZ6qU6WkxNYCKjY7i2X7/+nm4FfExhvc+MFaLOYd6sLtdWhIYpo67+H0tZZGTzwUPCsrKcbh6ARkpNTc3Nzal93GMBKy0tbf78+/Pz89Vqdfv27WfPnhUTE7t8+XIhxMcffzxnzt3vvvuOWq05fvzY3/62NCfHRtOFEAcOHDhw4IB7Gw5nXOncKSbE7qeC+IqM0pLDZ895uhXwa+UGvb5tW+X/3nJhaJNQcOigKjvbs60CUJvHAlZZWZl1DZbRaDxx4sT//d9rq1attAYsvd6wevXq1atXe6ptkN22wsKevh+wfipwtPQYcANNenrJkCFCoZAMBlN4eNDp06q8XE83CoAN3rLRaFBQYGFhHUPpr7/+unsaA9l9lZN7vVbbOzTU0w1x3pGS0q9zHS0rBNxAWVAQ9Z//GFu1NKs1gWfPatLS+PhnwDt5LGDFx8dPmXLLjz/+mJGR2bJlywULHty6dWvVs/fee8/UqVNrf9fu3YlubCNkY7RYHrlw8Z74+Jujo2LU9Vrz6z1yjcb1efkfZ2UZfX8ZGZoAZVGRkjdbAF7P5R/2/O23306ZMsX6OCgo6N1331m37vNt27ap1eo77rh9xIgRsbGxxcW6jRs3fv3112azo/8V27Dhu8mT2bLB54UqFZJwZn8gj9Dx8boAgIZzecCSEQELAAD4BJ/5xBIAAABfoYyNjfN0G+orOzs7OTnZ060AAACogy9NEQIAAPgEpggBAABkRsACAACQGQELAABAZgQsAAAAmRGwAAAAZEbAAgAAkBkBCwAAQGYELAAAAJkRsAAAAGRGwAIAAJAZAQsAAEBmBCwAAACZEbAAAABkRsACAACQGQELAABAZgQsAAAAmRGwAAAAZEbAAgAAkBkBCwAAQGYELAAAAJkRsAAAAGRGwAIAAJAZAQsAAEBmBCwAAACZEbAAAABkRsACAACQGQELAABAZgQsAAAAmRGwAAAAZEbAAgAAkBkBCwAAQGYELAAAAJkRsAAAAGRGwAIAAJAZAQsAAEBmBCwAAACZqTzdANSXQpJGabVDw8ObadTWI6Umc6bBsCk//0x5uWfbBgAAqiNguZwpKtIcHCyVlasKCoTF4txFAhXSa+3bDw4Lq/3U9NiY5Vcy/pWd3bhmAgAA2ShjY+M83YamS5LKe/UqHn29sXmL8u7dhcWizs52LmM93rLljZGRdopIA8PDjpWWXjYYGtdcAAAgD0awXMjYvHlZr54BFy5avyzv3l2Vm6tJT2/odQIVipujox2fMz02Nkmnc6aVAABAbixydyFTeLiyqLjqS2VRkVkb7sR12gYGBirq+JdqHxToxJUBAIArELBcSDIYLOrfxwgtarWkd2YWL0KprPOcEpPJiSsDAABXYIrQhdRZWZXRMZLeoCgrMwcHVcbGqjMznbhOpLruf6bEoiInrgwAAFyBgOVCitLSqM8/N7Rtaw4OVuflhiXuUZSUOHGdCFUd/0ypFfpPeRchAABeg4DlWsqioqCjRxt5Ea3S7j+TSYhtBQVvpF8uMZkbWQUAAMiFgOUDHEwRPpucsq2w0J2NAQAAdWKRuw+IsD+ClV9Z6c6WAACA+iBg+YBIld13ERYQsAAA8D4ELB/gYJF7UaXRnS0BAAD1QcDyAfYCltliKWb7KwAAvA8By9spJCnMzhosnclkcvLDowEAgAsRsLxduFKplGw/VcjwFQCNPapUAAAgAElEQVQAXomA5e209j8np5AV7gAAeCUClreLVKvtPVVgZIU7AADeiIDl7Rzs0cAUIQAA3omA5e0cfE4OU4QAAHgnApa3c/A5OYWVjGABAOCNCFjeztEuoyZGsAAA8EYELG/nYIqwwEjAAgDAGxGwvF2Eg0XurMECAMArEbC8XSRThAAA+BoClrfT2g9Y+UwRAgDglQhY3s7eCJbBbC43m93cGAAAUB8ELK8WoFAEKWz/G7HLKAAAXouA5dUi+CBCAAB8EAHLqznYBIs9GgAA8FoELK8WYX8bd95CCACA1yJgebUIPogQAAAfRMDyag53GWWROwAAXoqA5dUcrMEqZIoQAABvRcDyahEqtb2nWOQOAIDXImB5NT6IEAAAX0TA8mp8ECEAAL6IgOXVtPY3Gi1gkTsAAN6KgOXV7C1ytwhRxBQhAADeioDlvSQhtHYCVqnJVGmxuLk9AACgnuwu8YE9rQMCmms0bigUqFCoJMnmU6xwBwDAmxGwGqBjYOCzbRK6Bgd7uiGigIAFAIAXI2DVV0uNZlXnTmH2V527U5GJFe4AAHgv1mDV1wMtmntJuhJMEQIA4N0IWPU1OCzM0034Hdu4AwDgzQhY9RWg8JbhKyFErtHo6SYAAAC7CFj1dba83NNN+N2Z8jJPNwEAANhFwKqvT7OzPN2Eq46Xlv5SUurpVgAAALuUsbFxnm6Db0ip0OvN5n5hYQrbW1O5ybny8qeSk0tNZk82AgAAOCR17drN023wJW0CAm6IjIzVqN1f2mg2Hy0t3VlYZGQPdwAAvBsBCwAAQGaswQIAAJAZAQsAAEBmBCwAAACZEbAAAABkRsACAACQGQELAABAZgQsAAAAmRGwAAAAZEbAAgAAkBkBCwAAQGYELAAAAJkRsAAAAGRGwAIAAJCZ5wPWhAnjX3nllepHNBrNfffd+89/fvzxxx/feuvUquPz5s1ze+sAAAAazMMB65VXXmnTpk2PHt2rH5wzZ07z5s0XLnzyySef7N69xw03jLUev/nmyZ5oIwAAQMN4OGC98cYbK1euqnFwxIjhy5evyMvLy8vLe//9926++WaPtA0AAMA5Ks+Wz8vLq31QkiSLxVL1Zdu2bT/4YK0bGwUAANAoHg5YNiUmJt5///yVK1cpFIoHH3wwJSXlpZdeFkKsXbumxpkDBw7s2bOH9fHJk6cNBoO72woAAPxYampqbm5O7ePeGLA+/vjjOXPufvfdd9RqzfHjx/72t6U5OTaaLoQ4cODAgQMH3Nw8AAAAx7wxYOn1htWrV69evdrTDQEAAHCG57dpqL/XX3/d000AAAComzeOYAkh7r33nqlTp9Y+vnt3ovsbAwAA0CBeEbBMJnONIx9++NGHH35U4+CGDd+5q0UAAADO84opwilTpni6CQAAALLxioAFAADQlChjY+M83Yb6ys7OTk5O9nQrAAAA6iB17drN020AAABoUpgiBAAAkBkBCwAAQGYELAAAAJkRsAAAAGTmFRuNNhnmkJDK2FiLJKny85VFRZ5uDgAA8AwClmwqY2IKbrtNlZ8vLGZTZFT45s2aS5c83SgAAOABTBHKRt+xoyYlRZWdrcrJ1Vy8WDRpkkVFfgUAwB8RsORhUanKevdSVFRYv5QqKxX6CnNIiGdbBQAAPIKAJQ+psjLo+Infh6wkyazWKPQVHm0UAADwDAKWbDTp6YY2CebQUHNIiCGhdVhiolSh93SjAACAB/BROfKRJGN8fGVcnFBIyrx8zeXLwmz2dJsAAIAHsApbPhaLOjNTnZnp6XYAAAAPY4oQAABAZgQsAAAAmRGwAAAAZEbAAgAAkBkBCwAAQGYELAAAAJkRsAAAAGRGwAIAAJAZAQsAAEBmBCwAAACZEbAAAABkRsACAACQGQELAABAZgQsAAAAmRGwAAAAZEbAAgAAkBkBCwAAQGYELAAAAJkRsAAAAGRGwAIAAJAZAQsAAEBmBCwAAACZEbCc0bt3LzdXjIuLa968uZuLur+bISEhnTp1cnPRTp06BgcHu7mo+3+2LVq0iI2NdXNR93dTqw1v166dm4tee+21Go3GnRVVKlX37t3dWVEIkZCQEBUV6eai7n8JRUdHt2rVys1Fe/TooVQq3VkxMDDw2muvdWdFIUT79u3Cw8PdXNSDCFjOGDhwoJsrtmjRPCEhwc1F3d/N0NDQLl3c/TvfrVu30NBQNxd1/882IaF18+bN3FzU/d2MiIjs1Kmjm4v26tUrMDDQnRVVKlXfvn3cWVEI0b59++joGDcXdf9LKC4utn379m4u2r9/P4XCrX+OAwMDe/bs4c6KQojOnTtHRES4uagHEbAAAABkRsACAACQmTI2Ns7TbfA9BQUFBQWF7qxYXl5RUFBQXl7uzqLu76bJZCooKNTpdO4sWlysKywsrKysdGdRT72E9Hq9O4u6v5uVlZUFBQWlpaXuLFpcXFxYWGA2m91W0WKxFBQUFBUVua2iEKK0tLSgoMBgMLizqPtfQgaDoaCgoKyszJ1FCwsLCwsLLBb3VTSZTAUFBcXFxe4r+b+XkNFodGdRD5K6du3m6TYAAAA0KUwRAgAAyIyABQAAIDMCFgAAgMwIWA3Qt2/fRx99tGlX9EhRuklRn6vokaJ+0k2PFKWbTayoNyBg1ZdCoZg9e1b37t369u3bVCt6pCjdpKjPVfRIUT/ppkeK0s0mVtRLELDq67rrhh46dHjlylXz5s11z5a77q/okaJ0k6I+V9EjRf2kmx4pSjebWFEvwT5Y9ZWZmXn8+PHLly/3799Pqw0/c+ZM06vokaJ0k6I+V9EjRf2kmx4pSjebWFEv4V9xsp4CAwOfeOKJr7/+75o1q4cOHWo9aDAYrHtRrl37we233yHvJ1a6v6JHivpJN20W9ZNuuroo3XRRRf8pSjddVNFTRb0ZI1g23HffveHh4YsWPXXq1KmHH36opKQ0OTm56lmdThcVFdm3b9+DBw/6bkWPFPWTbjou6ifddFFRuumiiv5TlG66qKKninozRrBs6Nat2/r131VUVJw5c+a5556/9957WrVqVf2EdevWDRo0qF27dr5b0SNF/aSbdRb1k266oijddFFF/ylKN11U0VNFvRkjWEII0bp16wEDBlRl7SFDhmRkXElLSxNClJSUlJWV33rr1O3bd1SdbzQay8rKb7vt1m3btjlXMTg4eObMma1atTp79qx7KgohwsLCtFpt1WdsuaGoJEnVv3RPN2vwwqKyVIyPj+/YsWN+fr71I/Dc083o6Kg2bdrk5+dbLBb3FG3WLL558xb5+fnWL93TzR49enTv3i05OcWdRavfhdxTkbuQl9wQXFHUPRU9chfyIf4+giVJ0oIFC5YuXdq5c+equeGDBw8OHz686pwtW7Y0a9asS5cu1b9x69atBoMhJiamoRUVCsUNN4xdsWJ569atR44c6YaKQoiwsLCnnlr00Ucfvvfeu3//+yuBgYGuLhoQEPD44499+eUXH3/80fXXj7IedHU3ba4AcHVRYWuXlzqLNqaiRqN54okn/vGP1+fPn/f228uCg4PrU7GRRQMDAxcuXPj22+888sjDy5a9FRLijqKSJL377rsLFy5UKpXWI66u2KxZ/JIlf37ssUd1upKqg27oZo27kKsrchdyUUXhobuQE7egRlb0yF3I5/j7CNb48eP79u3z5JNP7t+/X6/XWw+mp6fPnTv38OHDhYVFQgiLxaJSqXr16nngwO8zxxaLZefOnQ39xPUuXbosWbKkTZs2b7751tatW6dNu239+vUurWj14osv5OfnP/vsc1988UXPnj1btmx54sQJlxZ9/PHHhJCee+7Z77/fNHXq1NDQ0AsXLri6mzZXALi6qEKhWLz4qZYtW16+fCUjI8N6sM6ijak4d+59wcEhS5Ys2bBhQ7t27Vq3TnD1v6YQYsmSP5eWlj3//PMbNmzo0KFjTEz0mTNnXF00NDR03Lgb0tPTtVrtb7/9Jlz5m6JUKmfNmrlgwYJ9+35+4403Ll26VPWUq7tZ+y7k0orchZrYXci5W1Aju+mRu5DP8fcRrGHDrvvuu+8qKiqqHywrK1u3bt38+fdXbdpx/vyFNm3aNrJWcHDwggULvvnm66effubChQulpaXBwcHWEi6qaNWyZcs2bdosX76ioqLCbDb/8ssR6/CDS4sOHz589erVpaVlZWVly5cvnzv3voSEBJdWFHZWALi6qM1dXlxXVKFQ9O8/4J133jEYDEKIXbt2N2/ezKUVhRBabXhsbNzy5e9bi5aUlFgHeFz9sw0LCyspKVm79oPbb5+m1Ya7tKLJZOrTp++6dZ9/+eWXRqOx+lOu7mbtu5DrKnIXanp3ITffgoSH7kK+yN8DVkhIaGZmVlBQ0MMPP/Tvf//r3XffHTCgvxDi++83CSHmzJljPa1Lly7Z2dmNrFVWVvbII4/s3p1YdUSn00VERFgfu6JiVRWVSqXVaoUQISHBkyZNOn/+gnVE13VFDQaDdQpACFFWVlZaWjpr1kyXVhRCFBYWRkVFWh9nZGR88smnDzxwv6uLJiUd+Pzzz48cOZKZmTl58k1Vx11U1Gw2P/fcc1V/jENDQ3Jycl1aUQhRVFT87LN/MZmuLrPo1q3brl27XF1UCBEeHl5UVJSenr5z565Zs2a5uuKnn356882TlUqFEKJ169ZTp06dOfOua665xqVFhZ27kIsqcheSvWJ8fHyvXr3UarX1S/fchaoXdc8tqHpFj9yFfJEfTREGBgY+8sgjixc/NXbs2Ly8POsUQK9evQoKCu6+e45er3/rrbfOnz/38MMPJycnZ2ZmHjhwYNq028aPv3Hw4MEDBw545523i4t1ja9Y3XXXXXf69GnrAl6LxdL4ijaL6vV6k8n08MMP9ejR/d577zWbzR06tP/Tn2acOnUqJyfHRd2MiooaMGDggQNJQoi77vrTmTNnR4wYsWfPnpKSElm6KYTo27fv7bffnpSUVHUkNDR0wIABiYl7rF9evHhxxowZ586dl6Wb9oqaTCbrAs/z588/9tjjP/30k3WWR65/0NoVS0p+Xx40ePDglJSU9PR0GSvaLGrtVI8ePR5//LF//evfvXr1vOeeu5OTk/Pz813UTSFE27Ztmzdvvm/fvjNnzjzwwP1Hjx5VKBR6vT4pKckV3bxy5cqIESPUas2NN9543333WmcxZs2alZqaduXKFdf9bG3ehS5evLhhwwYXVazOFXeh2kVdfRey2U1X34U0Gs2jjz46Z87s7t27T5gwYceOnUaj0dV3odpFrYOCwmW3IJvddMNdqAnwo4Blc2pcoZBuueXmtm3bPv30MzpdSWZm5uXLl+++e87mzZsNBsO2bduys7PT09PXrFmTn18gS8XqJ/Tt2zcnJ8f6uhRCNL6ivaKnT/+2ZcuW9u3bffPNt2vXrt2yZUtmZubcufdt2rTJRd08ceL4pEkTp0+fPnXqlKCgoFWrViUkJAQHh/z222+ydLOhyw5cV7RK7V1eGl/UcUUhxOTJN23evLlq+aCru5mdnb1p0/cpKalnz54tLi5+4IEHfvjhB9d189prrwkJCT18+LDRaDQY9HPn3nfLLTefOHHyypUrLupmVlbWU08tOn369NKlL+3evfvw4cOXL1+ZMuWW7du3u+5na+8utH79d65+0QrX3IVsFnXpXchmRVffhRq6Dsl1Ra1PueIW5LiilSvuQk2DH00R2pwa37t3X0xMjNlstv4fgBDi8OHDLVu2DAjQCCHMZvMvv/yyd+/eGou0GlOx+gn5+fnR0dHVjzSyooOizZs3z83NPXz4sPW048ePJyQkWJdBuKKber1hyZK/vPrqqy+//PKSJX/R6/WZmVnNmsXL1U0nlh24qGh1tXd5aWTROiuGhYUVFRUJIdRqddu2bRpfsc6ier3B+uD48eNt27apmjJwRTfDwsKKigqFEEOHDp0yZWpcXNxnn62zrnZ3UTePHTv29NPPrF69umoRbmpqSuvWra2PXVTUwV3IDS9aV9yF7BV13V3IZkWX3oWcW4fkoqJVZL8F1VlRuOYu1DT4UcCyOTVuNps/+ugjrVZb9UHfWq1Wr9cbDEb7V2pUxeon5OfnxcRE2/pW+YsOHDgwK+v3ufCJEydevHixtFSGt3LYq2ixWM6fv3D+/AXrU3Fxsdb/pZOFm1c+OS5apbS07NNPP5s/f557KrZu3To1NU0IMWjQoOXL3584cZIbilYZNWpURkZGjfXg8lYMCwuLiIj4+99fmTHjznfeeefjj/95661T5fq8WHtFT58+Xf20G24YJ+Onp9ks6tK7UJ3/mq64C9kr6rq7kL2KrrsLeWQdkoOiVrLfguqs6KK7UNPQNKcIba4Ksjc1fvjw4djY2DvvnG40VsbHxz/00IIffvihxk1W3oq5uVdfoPHxzTp06PDzzz+7oZsWi2X69DtSUlLj4+Nnzpw5ePCgl156WaeTYY1Xnd0UQnTv3n3GjBmrV6+WpaJw/cqnBhWtLjk5efjwYSdOnGjo+5CdqDhs2HUWi3nGjBkDBw5csWLlxo0bXd3NgICAwYMHd+jQ4bbbbh0zZszf//5q1RagrqjYunWrm26avGHDhvfffz8rK+vcuXOnTp2u/rpyUTcVCkVUVFTHjh1mzZrZv3//11//R2lpqUuLpqamueguVOeL1hV3IXtFY2JiGn8Xcvp3U/a7kKvXITWoaBWnb0HOVWz8XagJa5oBq6E7kRw8eNBgMI4dO/aaazqvX7/+hx82u7qi9bsCAwPLyspqLMxyUdEvv/wyKipq5syZffr0/u233958862CAnnWeCUmJjroZteuXZ944vEJEyYsW7bMuZGAhn6+leuWsjkoWsXpXV6cqDhmzJhx48Zt2rTp/fffy8zMbHgvG1zUZDINHz6sY8dOZ86cee+995z4//IGVbx4MXnz5h9Onz5t3TjeYrHk5eW5oZtKpfKFF14YMGDAqVOnly17u7Cw0A1FXXQXclDRyhV3IXtFU1NTG38XcqKbrr4LCdesQ2poUSvZN/FyXLHxd6EmrGlOETZ0JxKz2bx+/fpHHnnkiScW7tix0w0VrX777bfGfGJAQ4t++uln995730MPPfzpp5+Vl5fLVTQqKspBNy9cuPD119/MnTvv4MFDMnaz+gmyLztwrmgjOVHxyy+/mj///k2bfrBuoOCeop99tu6tt976/vtNzr2EGlTRZDLJMn/U0G5WVlY+9dRTjz32+Oeff+70jogNLeqiu5CDilauuAs5KNr4u5AT3XTDXcgV65CcKNpITlRs/F2oCWsiAcv9O5F4fO8TryrqoKJerz906JB1gaS83awiy7ID9xdtfMW8vLyGTl15/GfbVP81PVLUT7opGv0ScvVdSK51SO4v2viKTtyF/IfPTxG6fycSL9n7xKuKnj17btOmTW7uZvW1OI1ZduD+on7STZtFAwIC/KGbvIT86iXU+HVI7i/qkW76G58PWO7ficR79j7xqqJ79uxxfzervtG3PlTLT7pps+jmzZv9oZu8hPzqJdT4dUjuL+qRbvob354idP9OJF6194m3FfVINxvJ/UX9pJv2ivpJN11a1E+6aa+oF3azkeuQ3F/UI930Q74dsNy/E4m37X3SlIrSzabUTQdF/aSbrivqJ910UNTbutnIdUjuL+qRbvohqWvXbp5ug2ymTZuWnp6+f/9+65dhYWHPP/+cQqEoKipu377ds88+m55+2dcr+k9RutmUulmjqJ900z1F/aSbgpdQ03oJ+YMmFbCefnrxypWrrG8itVIoFL169QoODj58+LAr9ux3f0X/KUo3m1I3axf1k266oaifdLN2UT/pphuKeqSb/kDl6QbIqfoWHS1btkhJSbWuCmpKFf2nKN1s8kX9pJu8hFxX1E+62SRfQv7At9dgVef+T0TyyGcw+UlRuklRn6vokaJ+0k2PFKWbaKSmM0U4ceKE0NDQnj17arURa9asOXbsWNOr6D9F6SZFfa6iR4r6STc9UpRuopGazhRhQkLC8OHDP/300x9//NE9byJ1f0X/KUo3KepzFT1S1E+66ZGidBON1HRGsKKjoysqKtz5JlL3V/SfonSToj5X0SNF/aSbHilKN9FITSdgAQAAeImms8gdAADASxCwAAAAZEbAAgAAkBkBCwAAQGYELACQ39ChQ4cOHerpVgDwmKazDxYA/yRJkiRJZvPVLXwWL35GCPHaa686+Jaqc6qfXOc3Vj8hODh44MDB7dq102q1arXaaDQWFRUlJycfOLC/rKxMCDFs2AghxL59++TpJABfQ8AC4Evmz38gIiLC+thisZhMJpVKVVZW/t57b9c4Myws7MEHH6px0HHwqr/p02fExsZu377t9OlT5eXlgYFBXbt2HT16TLt27T766ANZSgDwaQQsAL5k9eqV1b+0pqjc3OzaZ+p0uupxyjr+1CDdunWbNGmyzackSRJCmM1mi8U6cmauGkIDAEHAAuDTWrVqLYRITU1xxcVPnjx58uTJqi+rR7TPP/904MDBvXr1HjZsmEYTYDDodbqSpKSkgwf3u6IlAHwOAQuAD+vatavFYjl16rSb65aVle/cuWPnzh0KhaRQKFUqlUqlCgoKbtGilVYbrtfr3dweAN6GgAXAV0VHx7Rv3+HcubNFRYVOfHudk4b2pgh79+49btz4GgcrKysrKsrLysoKC4suXjzvRHsANCUELAA+SZKkG2640Ww279y5Y+jQodZ37dXgOEJVvYvQHntThL/++uuvv/5a4/ibb/6j+veOHz+xHp0A0GQRsAD4pBEjRiQktN669cfCwsJ9+/ZVbYhQOzM58c5BhUKhVqtDQkIiIiJjY2OzsjJTUlLsnWw0Gq0Pxo+f2LNnz4bWAtAkEbAA+J5hw0YMGjTkyJFDv/zyi7xXtuYzs9lsNBrLyytKS3UFBYWXLl1y8C1vvfWG9cHmzZs2b95kfdyuXXt5GwbAtxCwAPiSkJCQ8eMndOjQMSnp5127dsl4ZScGuu66a2bLlq3kvSaApoGABcBnxMfHz5hxV2Vl5TfffH3u3Nl6fpckSUqlMjAwSKsNi4qKycrKcnByfTaCr/Lpp584vg4Av0XAAuAzsrKyfvppy7lz5xq0D8KiRYvNZnNFRUVJSUlRUWFubq5z1dev/7bGEVIUAHsIWAB8yYkTJ+p/srwzdGfO/OaGKgCaBoWnGwAAANDUMIIFADXZm/s7eDBpx44d9TxZCLF27Zr8/Dw5WwbAR0hdu3bzdBsAAACaFKYIAQAAZEbAAgAAkBkBCwAAQGYELAAAAJkRsAAAAGRGwAIAAJAZAQsAAEBmBCwAAACZEbAAAABkRsACAACQGQELAABAZgQsAAAAmRGwAAAAZEbAAgAAkBkBCwAAQGYELAAAAJkRsAAAAGRGwAIAAJAZAQsAAEBmBCwAAACZEbAAAABkRsACAACQGQELAABAZgQsAAAAmRGwAAAAZKbydAMAAE3QkZtGy3Kdvhu3y3IdwM0YwQIAAJAZAQsAAEBmBCwAAACZEbAAAABkRsACAACQGe8iBFxAoRBt24rYWBEZIcrKREGBuJgsSks93SwbQmID21/fOrJ9eHBUYEGqLvtkfkriZYvJ4ul2ebV+oaEDwsLaBwUazJYLFeWJRUXnyys83SghhGjZstXly+lVX7Zr1z45+aIH2wP4MwIWILfISOmGMSIi4g8HBwywJB0QJ086fdWJEyclJCSsXLlCCKFUKp988qnqz65duyY/P6+h1+w+reOgBT2Umqsj2QlDmwkhClKKf3o2qSCluKFXW7z4GSGExWIpKSk5d+5cYuIuvV7f0Is00uLFz7z22qu1jz/88KPvvfdO46+vVamWtm0zOCys2rGIB5o3/zo374309EpLg4Pp8OEjhgwZan28d++evXv3iD/24qabJnft2q3qfLPZ/I9/vCZs9TQgIGD69DvffPMfVUduv/0Omz+NpscVvx1AIxGwAFmFhEg3TRRBQTWPq5TSdUMsZrM4fdqJq3br1i0mJjYsLNz6pUajqaysrP6n1Aldp7Yf+niv2scj24ZPemf4N/duL80tb+g1rX/Ow8LCRo4cNXbsuO+/39CYFsooODi48RdRSdKyDu271bqUJMRtMdEqSXo5La2h10xM3J2YuNvBCRs3bti48eqPUaFQPPro4/bODA8PLykpaWgDmgBX/HYAjUfAAuQkDehnTVeRQUFz+w/oGheXV1b2n+PHDqanCyGkQQMsFy+KBo7rhIaGjRo1+osvPr/nnvusRzQajcHQqMGhQK1m4APdrY9bqdr1COgfrAjNrrxysCKxwlIWHBXYf17XXX8/7NzFdTrd9u3b5s6d35gW1odCIYWGhpWVlVVWVrq6lhDiluioq+lKpVJPmKDs1k0YDJUHD1YmJlqf3ZCXe6y0rJ5XCwsLe/DBh2ofX7Vqhb1vUavVDnratWvX0NDQZs2aBQQEduvWzd5pTYwrfjsAWRCwAPmolKJ9eyGEQpI6x8SsPXSwzGBMiIyYP2CAvrLyWGam0GhEmzbi7NkGXXXChAkHDiTl5ORUHdFoNBUVjfoT0mZYC02IWggRp2weoAjcWfa9QRgiFdH9AofuK99mEZb2o1vtfePXSoPJuesrlQqz2Wx93KlT52HDhkdFRel0JadPn9i7d6/ZbA4P1/bp0zswMCgnJ/vkyZN6vV6pVI4ceX2PHj2EEMeOHd21a6f1CnPnzt+xY/vIkaO02oi8vJwfftiUk5OjUCjGj5/Qrl37khJdWFj4rl07jx8/Zi3XufM1o0ePCQoKPn/+3JYtm2tMU9psTD07NSEq+mrvWrWq3LnTuHmzolkz9ZQpQqOp3LZNCDE+Mqr+AUun0zV0/i4gIKCiwvZir+jo6N69+yYmJt5yy9RNm75PS0sTQnTv3qNB13ePdF3JU9t27750pdRo6BgZ8cyQAdOu7eT01TzaP7QAABwQSURBVFzx2wHIgoAFNNrAgVKARgghAjRCpRJCBKrU2SWlS0aNiggM2nr+3NObNz86dMixzEwhhNSzu4iPs36f5eQpkZ/v+Nq9evVWKpWHDh2sflCt1kRERCxcuEgIUVxcdPLkiaSkpDqDQlSH8G63dbQ+ju9+NSsYLIZ8U86o4ImBUvB546l95duiFLF55mx1kGrUs/31JUYhhKG0Mun9Y/X8YSgUUlhY+KhR158585sQokuXLsOGjdi69cf09PTQ0JBRo8YMHjx03749t99+x2+/nU5LS23VKqF3775JST8PGTJEqw1fu3a1EGL8+AnW04QQUVFRo0Zd/+OPm7Ozs/r06TN27A3r1n0mSdLly+mbN28ymy3x8fG33jqtKmD17dv/iy/+U1FRNmHCpJEjr9+yZXNV2+w1xkF3psXGdPrfhG/X4CAhhJAki16vmT1bCgurPHBA/957gYsWWQPW9ZERSoVkPXlvUfHuoqI6f1wJCW3GjBkbERFZWFiwbdtPaWmpDk4OCwsvKbHxVono6Ohbb5126NDBgweTFArFpEk3bd68KSUlZeLESXU2wP3u+35rZmnpW2NHRAcFfXP2/OwNPw5v3TI+xJk5XBl/OwDZEbCAxpLaJlxddPW/P64RgQF/v/HG7vHxQogO0dFfHD9eZvzfzI5WK0JCrj5OSXEcsLRa7dChQz/55BPLH1dP5+XlrlmzqqSkRKVSxcXFjxgxIixMWz1J2BQcHdT++lbWx6oApfVBjCq+f8CweFVLIUS0Mu64/pAkXe1Fq8HNrG8nLC/Q1zNgWde5CyF+/nmfdb32sGEjvv32m5ycbCFEYWHRli2b77pr1r59ezQaTXl5eXp6+un/LUrr1q37F1/8p7S0VAixffv222+/oyr6bN78/eXLV4QQv/zyy5Ah1wkhTCbT0aNHrc/m5GSHhoZWtWHr1s3WFc3bt2+7884/VW+evcY46FGvkJCh4VcX91z9kUlSwAMPKDp0EEIoWras3L7drNNZn4lQqcb+780NGXpDfQLWpEk3bdnyY1paStu27SZNumnFivdtniZJkiRJcXGxxcWFQUFBkvT7DjuBgYHTp8/49dcj+/btE0IkJf2clZXRqlWrlJSUOqu7n0WI69u0Gts2oX/zeCFE15iotb+euFBQ6ETAkve3A5AdAQtoLMsXX119FBgozbpLSFJhRUW5wfDNqZNncnL3pqYKIU5nZ18959Bhy9H6jgZNnDhp586dOl3NN/Tp9XrrzJfJZLp0Ke2779bPm3d/nX9C0g9k/XPCd9bHve/qPPDBHkKIAClQSNIpwy85lZmpleeFEIXmfCGExWxZN+0HfbGhnk21ss55zZjxp/LyMuuYQXh4+D333Fv9HOvx//73q3Hjxo0de8OVK1e2b9925crlkJDQ4uKrPS0uLqqema5cybA+MBgMGo3G+jgkJGTQoCGtWrWMiIioCoVCiLy8q+8X0+l0gYF/eLeBvcY48FzK70NK/+3apXVAgDCbzZcvmy9fNqemmo4fF0KYU6+es7Ow8M/JKY4vWIMkCYvFYjZbzGZLtU5cVf09hkIIk8mk1+vj45sdP3606mBFRcWaNauMRmPVkZSUFO9MV0IISYjFg/v/kpXzr+Onj2XnbE1p8NsCqsj72wHIjoAFyKeiQmRliWbNyozG+79bP6FTp+Ft293U5do7163bY/0bbLFYUhvwF6V164TWrRMmT7656sjixc/s2rUrKenn6qep1erSBm6ylbo3c8ADPSRJnNQfOW84fY2me0tV27bqjt+WfFJpMQohso7nNTRdVdm7d++UKVNPnjxZXl6u0+nWrfus9l/BnJzsTz75d2hoWIcO7W+99bb33nunpKQ0PDy8oKBACKHVanX/GxYSQlhsbX8wdeptyckXv/9+Y2lpafX31gUFBZWXlwshIiMjdbo/jCHZa0w97SkunhEbK4TQf/CBqn9/5YABqhEjyv/yl8rt260nJNZjyKqGH3/cfMMN47RabVFR4ebNNUNA9fcYLl78zBtvvF711OjRY6seV09XXk5vMk35asO5/ILJndoPbdVido+uAz9e59ylXPfbAciCgAXIyXLosDRpopAkQ2Xl+tOnE1NTiyvKxf8iguXceVFYWP+rVV8EHRsbe88991mPaLXaAQMGHD16tKCgICoqety4G6sPadRHQUrxha1pHcclCCH0lvIT+iPnDKfKLVf/DlnMlkNrnd+yKy0tNTc3d9iw4Vu3bjl+/PjkyZO3b99eXFwYFRXTsWPHnTt3KBSKuXPvP3HieEFBXrNmLQoLC4UQp06dHDXq+i1bfhRCjBp1/cm69gyLiYnZvn1bSUnJoEGDqx8fM2bs9u0/KZXK668fU+MiNhtT/379Oyt7SnR0kEIhTKbKpCTT8eMWa7LR64UQ58srfswvqP/VrC5cuHDhworFi59Zu3ZNQIAmJibG6dVCtXfG+uabr527lOvsTb+yI/XSlUfmRQUFCiHO5DX4J1bFdb8dgCwIWICsrmRYfj0m9bm6v1R+WbX3lF25IvbsdfrClZWm/P8t2CopKamoqJgyZWp4uLasrPzIkcMHDyY19IK7XzuiTQiLvTZSCGEWpmrpSux7++iVX3KdbqoQYt++PdOm3XHkyJGkpJ+FME+ZMiUgILCkRHf06K9CCLPZvGnThi5dusbFxRYUFH777ddCiJ9/3jt69Jh58+4XQpw4cXz//n2OS+zdu+f22+8wm80//7y36k1kOl1JTk7OvHkPCCFOnDiRlLTfetw6pmWzMfWXazS+dfnKktZX17FZqv3jXtHrF1282KC3XF5//fUDBgy6eimL5bHHnqioqCgrKz12rL4zyHU6d65h71d1A21AgBBi7dETkzq2O5yRvfKXY5IQuy9d7hUfG6JWO31Z2X87gMaTqu8RDEAegweLbl0kpVIIIYyVQl8hFEqx6XtLfgOGr9xAoRSj/zqo7YgWCpVCCFGWW15RZFCHqH5YuLcwTVfnt/un+c2b3xUXGyhJQpIqzeYik0klKR69cOG3svpu0FAnm/vR1zhY+xx7u9h7ypGbRts8/vbBX94++KvOYOjXPO6VkddtS7n0ycnTX0yZdE10pM3z+27c7spmAq7CCBbgAvv3i/37LUIIlUq4ZQ9M55hN4qfnr/7PvSpAWal3ctcrv7I6I2N1RoYQQiNJJovFFT+y4uIGr+WyqnoXZ5UtWzb/+mvDBupc7bEBfR4b0Kfqy77N4p4a3M+D7QFchBEsAID87I1gNRQjWPBRirpPAQAAQEMQsAAAAGRGwAIAAJAZAQsAAEBmLHIHAACQGSNYAAAAMiNgAQAAyIyABQAAIDMCFgAAgMwIWAAAADIjYAEAAMiMgAUAACAzAhYAAIDMCFgAAAAyI2ABAADIjIAFAAAgMwIWAACAzAhYAAAAMlPGxsZ5ug0AAPk98sjDoaGhycnJnm6ImDz5pmHDrvvll18dnzZ48GBJkoqLi93TKq/iz31vqhjBAoA6hISEjB079r777p09e1bfvn0VinrdOU+ePNH4c+pzEZtmz57ds2ev3bt31zi+fPny3bt3OXdNe+ps5E8/bRs/fsLEiRMdnNO5c+cPPljbvXu3qiOSJN12261ffvnFL78cSUzc/fLLL4WFhVqfatWq5erVq44cObxr184FCxZIkuTgfAfXqc7eNR9++KFvvvnm8OFDO3fuePHFF8PCwmp/b0xMzMMPP3TkyOH9+/fXeGrIkCHr1n125MjhPXsSn3pqUT37XoNSqbS2RzTiJVHDyJEjT548UeO/X3/9RZaL21S73MmTJ3r16lX9nFdeednBlzUsXvxU7RI2z1QqlXWeU/3Zxl9HCKFy/DQA+LnZs2fPmHHntm3bz549ExISMnfufc2aNVuy5C+//fab9YQa99nRo8dkZWXVuEi7du1eeOGvPXv2zM7Oeeedd77//vsaJ3z99X+vueaaGgdffvkVm02yeWcfNmx4QUGB9XFsbOzDDz80deqtlZWV9etl3R56aMH77y937nvLy8uXLl36/vvv7dq1q7S01OY5I0eONJnMe/fuqzoSFBR09913v/76Pw4cSLrmmms/+ujD8vLyl156WalUrlixwmQyTZw4qW/fPq+99ppOV/zvf39i73x7x6tXt3dNtVp93XXXLV269MSJE127dlmzZk1AQMAzzzxTo/E33zzZYrHs35/Ut2/f6seHDh2ycuWqL774z7x587Vabe/evevZ9yFDhqxdu0YIYTabLRahVCpuu21a1UuuuuDg4IMHD9Q+3q1bd5u1quzatavGOSqVateunbXPdPx6Gzdu3FtvvVnjWZPJ3LNnTydadcsttyxZ8hd7X1YXHBx86623vfba6zafrfoBmkxmi8Ws1+sHDhxU+7Tdu3dFR0c7aFs9r2MTAQsA7Fq0aNE113S+447pOp2uefPmFRUV69Z9PmjQoOXL33/ggQfOnj1nPc3xnw21Wr1q1cqcnJwxY8b+6U8z/u//Xk1PTz969Gj1c2699bYBA/ofPHjI+mXV47/8ZYnNazquOGfOnIyMjMuXL9e/p3VasKBhASsyMrKoqOjaa6/NzMzIzy84fvy4JCmmTZv2z3/+0+b5I0eOOHbsaPU5svLy8jvumF5eXi6EOHr0aEpKSp8+fYQQAwYMaN++/eOPP5GZmblp0w/Tp0+/8847//3vT+ydb+94dfauaTAYZs6cZTKZhBC//no0JSWlVy8bueHDDz8SQixb9laN40uWLLlw4cIrr/zdbDaXlJTY+xep3feff/656p/47bffHj36+kuXLtn83rKystovBudGucLDw3Q6nc2nHLzetmzZUuNZtVq9f//PNk+u3bCePXtZf7wOzrFp5MgRKpWyRYsWV65cqf1s9R9g69atV6xYYfMiI0aMdFy0+nUSEhKWL2/ArwABCwBs69279+jR199227SYmJiVK1empqbExsalpaUtXbp06dKXXnzxxRkz/lSf6/Tv379ly5bLli3Lz8//8MOP5s2bd8stt9QIWEKIDz74sF+/fkajUalUfvjhhz162PhDXqXG34NLly6NHz+h6ssJE8YnJf0+qnHdddctWrSodetWp06dCgkJqTrevn37u+++u2vXLkqlatWqlZs3/yiEWL/+248++vjBBx+MjY25ciVj/fr1O3fu/Pbbb8TVKZ5Td9xxh80mxcbGfvXVl9nZ2ffff39+fsGePYkHDx4MCQlJS7v05JNPCiFOnDg+ceIEmwFLq9X27NnrvfferX7QYrFYU5EQIiQkJCEh4fDhw0KIbt26CiFOnz5lferUqVOzZ88OCQkpLS21eb6961Tn4JrWP/8ajWbYsGGdOnXasGGjze7X1rlz53bt2i1dutRsNjs4zWbfq4SFhQ4dOuTIkSP2Rv6Ew0Si0Whmz55d/UhycvK2bdtsnhwf3yw3N7c+JWq83mq3Wa/X23yqzhGsGufY69rw4cNfeOGFs2fPfvbZp88//9faU+HVDR48OCPDRghrqOuuG9qg6xCwAMC2O++886OPPi4vL3/66cVvvvmm9a/yu+++c+211+7YsePBBx/s3Lnz2bNn67xOQkJrIURa2iUhRFlZWW5urvWI1cmTJ7KyskePHm00GgMDA4xGo0qlqv7/9CdPnjh27FiNMOfgD1VERESzZs3y8vKsX7Zr12758vfXr/9u9uzZ/fr1e+eddwoLr84kPv/8cxs3bly9etW11167ePFia8Dq2LHj3Ln3Pfvss8ePH2/evNmzzz6rUqm6det+8uQJB0XVavWyZcuSk1MefvjhkpIS68EtW7Z+9tlnKtXVPzT5+flDhgyRJMlisdT49mHDhimVisTEPfauv3DhwqCgoP/85wshREREpBCiqKjI+pT1QWRkRPUIUv18e9f54w/N0TXj4+O3b98mhPjyyy9fffX/7DWyhk6dOgkhYmPjtm7dotVqjx49unTpS2lpaQ3q+/33PxAcHPzpp59VP1j1mqk6Yu+fRq1WT558U/Uj+/bt27ZtW/WpsRpsxuj6BKMqwcEhFRW2A1aNwLRgwUO7dtVcEeh4BCs4OHjx4qemTZuWmJj42GOPv/jiiytWLN+4cePTT9ect7VSqVSzZs20vrbrbI+Dg2q1+q67Ztae3HeAgAUAtnXt2mXVqlVCiI4dO1aNeTz55CJr+jl06GDXrl3rE7Acq/rTZTQaAwICdbqSGgGrQX/bhBCRkZFCCIvl6qjJTTfdpFKpli1bptPpdu7cefTor23atLE+9cgjj1qnhLKyst988/fprSeeWHju3DkhRHJyyksvvbRixQp7MyxV/vznPxcVFT3xxBPVhy6+++47IUTVOjCz2aJWq0NDQ3S6khrfPnLkiJycHJtrjIQQd9xxx513Tt+wYeP27duFEFXLve2pcX6dx+u8ZlZWVr9+/Xr37vPaa/934sTJr776ynEDrKyDhYMGDbzrrplKpXL58uXLlr1166231TjNQd9Hjx49Z85sIUSfPn22bNlSdbz+L4nS0tJbbplS+3jV1JiV4/RcH1VXOHnyxMyZs8rKbIy3VZ3goFadzaioqNDrDa+99vonn3xiNpv//Oc///DDDzZnCa0WLnyibdt2mzZtspfbale0/u9EjYOLFi1KSEjYuPEP45e1k251BCwAsE2lUhkMBvHHtw4FBwebzebi4mK93qBWq+tzndTUNCFEQkLrEydOBAcHx8TE7NplY0bDOoJlLVfn4vTafwD+9Ke7rNOO1lmeqvGJFi1aVFTo8/PzrV9WDzdqterJJ5/s379fmzZtlMrf3xppTVdWmZlZ8fHxdfbxhhvGnj17tsZimqqhLKvo6Gi9Xl87XSmVimHDhm3fvr32yJYQYsyYMc8+++yhQ4f++te/Wo8UFOQLIbRarfVSWq1WCFFQUGjvfMfH63NNIURFhX7//v1bt/707LN/2bhxY0VFRZ0/k8LCQiHEihUrs7OzhRDr169/6qlFzZo1y8zMrE/fBw4c+Prrrx89evTbb7998cUXAwICXn755Ro/4So1Xg///e/Xzz//vBAiNDR006Y/DLrs2LHT5k/AsRrXt7fi3qpFixbV13Jt3LixXbu29q6Wl5dXI+05Zv7/du4vpqkrDAD4wZY/mkFbrNC6RdJUdLYlUHAb+gAk6JYRdC8r0YEW5jIsSCrDbBIDHfMBsKvtBKb8cfowhKKoyYYxaTGC4nDVqnEdc6bQOkhph5FBB6PNhT1cc3fX9pYWO1227/fGued+95wmtF++c86dn6+trSW3kNcHydkSjbZMLt8vlUpPnTptsViIS8FuUKPRllVUVBQU5Le1tXnshPOfDkKCBQAAvlks1rVr146NjVmt1rS0NLyIdejQoa4urcFwa/36dTduDBCd6XQ6k8lcuXIln8//9VcHsV0dIWQwfG+xWPLz8wcHb+7cuYNGo2m1Wu/Hud2uyMgoPBSGYXFxceTEjsz/1/r09PSjR4+Ewqdn/h8/fhwVFbl8+XJ8H9KqVWyiZ0ND48DAQFVV9cTExMDAX0tULBaLOJAoFAqtVusinxRCu3btPnfubFVVlZ8fb6FQYDKZvNuTk1MYDEZ//zXvS6mpqUrlkZ9/flBauo+ojZlMPyKEXn11w+joGEJowwaBxWLB1/J89vfTTqCKGR0dPTPzO4Y9LQcuLMzT6fTwcHoA+RUym80IITxHRwhFRkYghDwSKaq579mzRy6Xm83mffvKJicn2Wx2WVmZ2+32yC1w5AVcj/rQ3NwcuTaJEFrC0YdAKk9kq1evxpNLXG5urp/OuNOnT7/22kaqq3fu3Cko2OXRyGazfZ55xAcpEokqKytTUpI7O7UqlcrPo8PCwlasWMHhcGJjWeR/W1xSUlJl5cHk5OT29naN5otFJ0IGCRYAAPjW09OTn/9eX19fXV29Unnk9m1jXNyqqakpg+HWmjVr+Hy+0fj0pUEm0w8YNj87OzM5+ZvNZmtvbyfHwbD54uLiw4cPX7nSa7c75PL9Dx48IHfg8XjffvsNQqi7+xyGzc/PYy6Xq7m5+dSpr5Y28kuXLhUXF8fHx9ntjr6+q0VFhTLZ3ubmlpycHIFAQGzPSkxcq1Ao7Ha7TLaXfPtnn9Wo1ZqxsbHExESForq5uQUh5HK5OBwOg8HwGDzOYrHU1dXV1NRYrRb8SJ2HdevWsdlsn0uNmZkZGIZ9990Nj/aEhISmpkabzfbhh8XkYpjBYBgeHi4tLbl//75YnLJxY1p9fb2f/lTtZFQxU1NTi4qKNBrN0NCQUCjMzd3W23vFuwjnk9lsNhqNZWX7KioOMJlMiUTS39/v8QoPqrk7ndM6na6qqmpmZgYhdOJE88iI5fp1yj1qVNxu98WLF31e2rYtt66ujviTqOs841ohQqi1tdW7MSsrKy8vTyDYwGQyFxYWHA7H4OBgU9OXeHmvsLCQ3DmQZG5iYsLP8cmkJBGXyy0v/4i8tOrTvXv35ub+cDgcOp3OO8ESiYQcDkcu36/X6/3H8RYmEFC+2QwAAP7PwsLC2tpajUZjU9OXERERfD5/enpqdHQsNpbV0tLS0tLq/7s7kB+JRfuQO3R1deGH3agcPHgQP+PGZDIvX77c3v51Q0MjQkgikXzwwR4Wi3Xr1u3Z2dmEhDXvvitBCEml0r17i91ud0dH5zvvbMfPhZlMP3z6aY1MJouNZQ0PDx871nD16lWEUG1t7VtvvXnt2nW5XM7lcjs6zty8eRPfWUwMUq0+umXLlvLycr2+12Nq1dXVWVmZOTk53tufL1y4MDX1m1Ra6NGek/O2Uun5liM85iuvvKxQKNLS0pxOZ2en9vjx4wsLC1T9qdo9ZuEzJoPBKC0t2bx5M5fLffLkiV7f29jY6HQ6Pe7FaTTq9PRN6enpREt8fLxCoXjjjdedTmdfX79KpSL20fufux/EB5udnX3sGGVNxeVyicWpVFcXDY4CqyppNOqtW7f6CYgvJopEos7ODp1Op1KpxsftERERSUlJGo36l19GfR5KDbBa5nOxj7iRTqf7XGr3Hxy/Su6ztDgIEiwAAPAjOvql+vojkZERZ850PHz4MCoqMj09vaCg4OTJk94n0TyEPMEKikQiOXCgYvv27Xa7I6gbA3kij8c7f7777t27RUXvBxKTx+N1d5/7+ONPvMsAHA6nt1evVmva2tqCGuezC3YWobqXsLS5P/uG9OcfXCgUaLVavV7/+eeq8fHx8PDwlJSUo0dVVqt1x46dSx7G0kYbbIK15KfDEiEAAFCannaWlJRs2rQpOzs7L0/icrmGhn6SSgttNtuLHtoizp49GxMTLRaLqQ6oP4uRkZGMjIyZmdkA+4vFKUql0uciS2ZmBvr7PuXnJthZhOpewguc+3NmMv0ok5Xs3r1bq+2MiYnBMMxms/X0XFr0dGoAkT2LWEQdd2lCmF9CBQsAAMBf/tECiTcajUan06neS/nf9i+ce3Q05cvcQbCgggUAAOCFwTCM6tUD/3n/wrlDdhVCUMECAAAAAAixZYt3AQAAAAAAwYAECwAAAAAgxCDBAgAAAAAIMUiwAAAAAABCDBIsAAAAAIAQgwQLAAAAACDEIMECAAAAAAixPwEHCIrFBBackwAAAABJRU5ErkJggg==)
가격변동 추세 및 흐름도
한눈에 알아보는 월별 평균가격 변화 그래프입니다.
전용면적별 거래 기록을 점으로 나타내 과거의 추세를 알 수 있으나 새로운 인사이트는 얻기 어렵다는 한계가 있습니다.
- 각 월별로 거래된 금액의 평균값을 하나의 선 그래프(line chart)로 시각화했습니다.
- 하단에 이어지는 거래량 막대차트(bar chart)와 함께 비교해보는 것이 좋습니다.
면적별 구분
확대 차트(최근 5년 한정, 위 차트 사각형 부분)
면적별 거래량 추세
월별 거래량 흐름의 최근 5개년 확대 차트입니다.
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)
(Updated : Wed Mar 16 13:23:08 2022)
추가 정보
데이터 확보 중입니다.
□ 주변 단지 모아보기
비산 파크(B동) 아파트 가 위치한 안양동안구 근방 500m 범위 내에 총 11 개 아파트 단지가 있습니다.
이 중 가장 가까운 TOP 10 아파트 링크입니다.
-
39m - 파크(A동)(1986) / 경기도 안양시 동안구 운곡로98번길 19 (비산동,파크아파트)️
-
42m - 삼성그린(2000) / 경기도 안양시 동안구 운곡로92번길 35 (비산동,삼성그린아파트)️
-
63m - 삼호빌1동(2002) / 경기도 안양시 동안구 운곡로98번길 21 (비산동,삼호빌아파트1동)️
-
137m - 삼호맨션7차(2000) / 경기도 안양시 동안구 운곡로60번길 5 (비산동)️
-
165m - 뉴삼호(2003) / 경기도 안양시 동안구 운곡로 62 (비산동,뉴삼호아파트)️
-
172m - 한빛(2006) / 경기도 안양시 동안구 운곡로 92 (비산동,한빛아파트)️
-
192m - 삼호그린(2003) / 경기도 안양시 동안구 운곡로 76 (비산동,삼호그린아파트)️
-
199m - 뉴타운1,2,3(1981) / 경기도 안양시 동안구 동안로 283 (비산동,뉴타운아파트)️
-
340m - 화남8(1986) / 경기도 안양시 동안구 매곡로28번길 11 (비산동,화남8차아파트)️
-
357m - 삼성래미안(2003) / 경기도 안양시 동안구 관악대로 135 (비산동,비산 삼성 래미안)️
-
396m - 화남9(1988) / 경기도 안양시 동안구 매곡로34번길 13 (비산동,화남9차아파트)
요약 리포트
데이터 기반 파크(B동) 아파트
의 면적대별 예상가격은
최근 거래가 드물어 추가 정보 수집 후 산출 예정입니다.
- 전용면적 기준 5㎡ 구간1)으로 나누면 크게 1가지 평형대(~45)가 있으며
수요가 가장 많은 국민주택규모의 최고가 거래는 각각
20평형대 (층, 만 원),
30평형대는 (층, 만 원)에 기록했습니다.
- 1) 흔히 사용하는 ’평’단위로 보면 공급면적 2평(6.6㎡)에 전용률(70~80%)을 곱해 5㎡로 평형대를 구분했습니다.
- 계산식 : 6.6 × 76% ≒ 5.016㎡
- 최고가 거래 이후 보다 낮은 금액으로 거래된 기록이 있었습니다.
새로운 매매 정보가 입수되면 최신 거래를 기반으로 업데이트 됩니다.
관심단지를 확인하셨다면 본 페이지를 즐겨찾기에 추가해주세요.
(페이스북에서 ’디아파트’를 검색하거나 @디아파트 페이지에 Like/Follow하면 업데이트되는 소식을 받아보실 수 있습니다.)
데이터정리/글=디아파트
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Tag : #비산파크(B동)아파트,#파크(B동)아파트,#경기도안양동안구비산동,#37년차재건축연한도래아파트,#경기도안양동안구비산동329-1,#경기도안양시동안구운곡로114(비산동,파크아파트),#2022년03월16일,#아파트시세,#아파트실거래가,#빅데이터분석,#부동산전망
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