subject
stringclasses
4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
stringlengths
0
1.12k
problem_pic
unknown
choices
listlengths
2
4
choices_pic
listlengths
2
4
answer_idx
int64
0
3
math
pre-k
subtraction-sentences-up-to-5-which-model-matches
true
false
Which picture shows 3 − 2 = 1?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAABKCAYAAAAi2W96AAALT0lEQVR4nO2dW2xb5R3Af87FceLESZybk9RxmmvTtKUXVFouZYKJCQSCUSYkEFMfhjbxyMu0t017QnvYC2xibBJsdBICpo1thYkhaIB2BEgvNE2Thlyb2E4aO3Fix/ezh1M7ceKTuPH98P2kyPY53+2v88t3vvOdm0aSJMnmh1EPLIcgKCEQ5BxFGqgohM4yaNCCxuaTpH5XtpslECTOXQYouu6RfzRqoVsvWy0Q5BrLIRh2g9UPIx4ocAXlFUJaQS5TUSg7CrA...
2
math
grade-2
identify-multiplication-sentences-for-equal-groups
false
true
Which expression describes the model?
"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"
[ "2×5", "1×5" ]
null
0
math
grade-8
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAADNCAYAAAA13ILSAAAZDUlEQVR4nO3deVhU9f4H8Pewg+KwKS4VqAikpmKu6b1wXbpqKmZaaQskWl430HBNY/Be0hIV99KLYmaFmah4zXvVH1JhaSm0UBIukBJKwyggIDDD/P4YoSw6iczMmfnyfj1PD4/zTOd8Ph159z3L93sUer1eDyK6awqFQu4SyIxs5C6AiMiS2cldAIlNlFEXT7iaL44kyWRECUhArF6ocTiSJJMbsS1D7hKa5Mi0QXKXQDLiSJKISAJDkohIAkOSiEgCQ5KISAJ...
0
technology
grade
font
false
true
Identify this font type
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[ "GeoSlab703 Lt BT", "Britannic Bold", "Serifa BT", "TypeWriterTwo" ]
null
3
math
grade-1
interpret-bar-graphs-ii
false
true
Ed went to a bird refuge and saw some seagulls, penguins, and parrots. He made a bar graph of the birds at the refuge: Which bird did he see the most of?
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"
[ " parrots", " penguins", " seagulls" ]
null
2
math
pre-k
represent-numbers-with-shapes-up-to-3
true
false
Which group has 2 hearts?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAH6UlEQVR4nO3dz1ITWRjG4bcTGpKQ2FngTOFCUsX8gU1gJ5uUVDauLOAKlCsArgC4AuMdMFcg6gWQJWUVVT2wQEemClmIU7IAlQQSYs+iieMIaNKcTp/v5H02SiFdX8LPrpN0p9vyPM97VwN2KsDHBnDmgUg7PRaQiQO/poCfewHr3annvfgQ9VhErbtzA+h5XfG/GOwFfu/3qybSzccG8OoY2K8Bf1WA2Icz/xuMlnSWifuNAsCnBhBrfPUNIp01G617QCzaUYi...
0
math
grade-1
addition-sentences-up-to-10-which-model-matches
true
false
Which shows 6+1=7?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXYAAABKCAYAAACvkX8HAAANBklEQVR4nO3dS4wcx33H8W/1Y97D0XL5kkiaXFJiTIcMESIO7UMAOaB088W2AB9s5JJclMCALsrNR0NATkmQAEkAX3wwfMjFRgLYkCHENzuJDUmWFIe0ljJFhsvlrrS78+ieflQOvbMvDmenZ7p6Hvx/gMUud3qq+0eg/ltTXd2ttNb6QRdut2ErglAjhBBihjgK6ja8UIGTBVAPfK1/sTnpwxJCCJGFG0fAudVO/vFsAX6vmlR9IYQQs2Mrgt+04P+68L9tsDb...
1
math
pre-k
wide-and-narrow
true
false
Which path is wider?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANAAAACoCAYAAACR1WDYAACLJklEQVR4nOz9d5idZ3nuDf+etnqd3jWj0aiXkeReZbBxoYkSShp2QkjyfklQdkjy7r2TYEjI3jkCG5FCEgjBEBJiCFimuQKSi1xk2aM+0kjTe1m9P+3941lrzaxZa5okm7A/n8cxx8w8vZ331a9bME3TnMzBxRTEddBM3sSbeBNLQBbAK0GXC+ptIExmTfPl2M/6st7Em/j5w/U+kPtS1j+NNtjkttj1Jt7Em6iMuA7nkzCRgwspEGOateJN8ryJN7EyvJLFFYC...
0
math
grade-6
classify-triangles
false
true
What kind of triangle is this?
"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"
[ "equilateral", "scalene", "isosceles but not equilateral" ]
null
0
math
grade-1
compare-money-amounts
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXgAAACYCAYAAADurvKQAABcKUlEQVR4nO2dd3hc1Zn/P3Onj0ajGfXeJctywb3b4AoYbDosLaSShNTdzS+bTZYkZJMsCckmu9kNbEIaAQIB02yKbYyxce+2eu/SaEYaaXqf+/tjZi42YLABY1u+n+fhsY2kmXOP3vOd95zzFoUoiqI1BO0+cEchIiIjIyMjcxGiUkCqEqoMkKMBhTUoigdc53tYMjIyMjIfJ/NNoGrzxf+Rp4FJKXH1l5GRkZG5+HBHocULQyFo9YHgisS/IIu7jIyMzMVNqjK...
1
math
algebra-2
describe-linear-and-exponential-growth-and-decay
false
true
How does g(t) change over the interval from t=5 to t=7?
"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"
[ "g(t) increases by 200%", "g(t) decreases by 2", "g(t) increases by 2", "g(t) increases by 1" ]
null
2
science
grade-6
identify-how-particle-motion-affects-temperature-and-pressure
false
true
The diagrams below show two pure samples of gas in identical closed, rigid containers. Each colored ball represents one gas particle. Both samples have the same number of particles. Compare the average kinetic energies of the particles in each sample. Which sample has the higher temperature?
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"
[ "sample A", "sample B", "neither; the samples have the same temperature" ]
null
2
math
grade-4
points-lines-line-segments-rays-and-angles
false
true
What is this?
"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"
[ "a line", "a line segment", "an angle", "a point" ]
null
1
science
grade-2
compare-properties-of-objects
false
true
Which property do these two objects have in common? Select the better answer.
"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"
[ "breakable", "soft" ]
null
0
science
grade-2
identify-plants-and-animals
true
false
Select the plant.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAEAAElEQVR4nOz9x890W5rdif22Of6Ej9d+/vrMm74yy2QVq6imKNvo1kjQoAFJ/4JG+lsENDSUG6hbpACJZJHsZhlWVfrMm3nd57/vteGPP2cbDd5s9KQIJHgnLaD2KHAQgQAi1tnn2WutZz3i7/bef5jBSPEP6x/W/yBXYeGzCi57mGn4k+nddfkPwP2H9T/0NVLwYXb3urT//XX5D8D9h/X/D+u/w+ng//tr+u974z//v/4fkQjG+RnDMLDevqAr1yTRFBWHCCF...
1
math
grade-3
multiplication-input-output-tables-find-the-rule
false
true
What is the rule for this input/output table?
"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"
[ "× 3", "× 5", "× 8", "× 7" ]
null
1
math
kindergarten
count-money-pennies-and-nickels
false
true
How much money is there?
"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"
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null
1
math
precalculus
determine-continuity-on-an-interval-using-graphs
false
true
Is the function f(x) continuous on the open interval ( – 5,9)?
"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"
[ "no", "yes" ]
null
0
math
grade-2
more-less-and-equally-likely
false
true
If you select a marble without looking, which color are you less likely to pick?
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"
[ "pink", "neither; black and pink are equally likely", "black" ]
null
1
math
grade-1
compare-money-amounts
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAlYAAACYCAYAAAAm2KfyAACtSklEQVR4nOy9d5xcZ3n3/T1zzpzpZWe2977aVe/NKpZkGzcwxR1sSiCEHtLe5yUJBFKAhJA8Kc8bWjDdxgbLvcm2ZFmS1bVFdXvf2em9nPL+MavBJnkSyciY4PP9fPjYZmdnz11m7uu+yu8SdF3XZ/MwmIaECoqOgYGBgYGBgYHBJSAJ4BKhww5VMgizOV0/HH+zH8vAwMDAwMDA4H82690gXUgX/6NGhi5H0eoyMDAwMDAwMDD470mocC4FM3k4nwZTXCn+wDC...
1
science
grade-7
compare-magnitudes-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material, but some of them are different sizes and shapes.
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"
[ "The magnitude of the magnetic force is smaller in Pair 1.", "The magnitude of the magnetic force is smaller in Pair 2.", "The magnitude of the magnetic force is the same in both pairs." ]
null
1
math
pre-k
one-less-with-pictures-up-to-5
true
true
Count the balls in this group. Which group has one less than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABIYAAAB+CAYAAABRYRpnAABpUklEQVR4nO39d5xj2Vnoe//W3tJWVkmqqu5KHapznunuyXnGnnGO2ICNwZdkG17CuXAxYDgBOBg+cA7BcEj3JRsMDhiwDY4znjw9Mz090xM658pBqlLWlrTX/UNV1ZVLVaWqUnc/Xz7DjKWtvbe09KjWelZSgEYIIYQQQghRE1pr+mw4m4VUGUpS2xZCCFFHXApCJmz3w3oLFJIYEkIIIYQQomb6Cprnk2t9F0IIIcTCbg+Da61vQgghhBBCiOvJmWzl360W7Ax...
1
math
grade-2
identify-repeated-addition-in-arrays-sums-to-25
false
true
Which addition statement describes the array?
"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"
[ "2+2+2+2", "5+5+5+5" ]
null
0
math
grade-1
flip-turn-and-slide
false
true
What has been done to this letter?
"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"
[ "slide", "turn", "flip" ]
null
2
math
grade-1
compare-vertices-edges-and-faces
true
false
Which figure has fewer edges?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAATEElEQVR4nO2dfVSU9Z7AP0iggDh4w9AoAd00yQTKXrQ1oJPeOrsrYO1qLV4Gdzv40jbDWrDtKZnxdo6J2QxtVtSJgSPnZLt6Hbx7s6Jzm7pJ3WxlJEOxRUfCVS5zYuJlEhVn/3h8niZFGWye55lh5nOORwdnnvkOv+9835/fL8Lj8XhOn4X/dUPfEJz3EGYMc10ExEfCLbGQFA0Rpwc9ni971RYrjBrcMwmu+9YtPJgWDbPjBO0IM3bpG4K2ATh1Fo66YVzveeE...
1
science
grade-5
evaluate-natural-energy-sources
true
false
Below are three examples of using energy from natural resources. Select the use of energy that did not add to air pollution. Hint: Burning a material such as wood, oil, or coal releases chemicals that add to air pollution. A gas stove created an open flame for cooking by burning natural gas. A pellet stove burned pellets made from wood. Flowing water carried a girl in an inflatable tube down a river.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAADOCAYAAAB4pWlzAAEAAElEQVR4nOz9ebQkWXneC//2jjHnM9apuaqrq7u6u7obaJoGxKRmEBIgIUAMsgS6yJav7CutT8jyIPtaV9fWWlfWXda10YBlZIEQRpYFEshYyIhBYhI90hM9UV1d83TmnGPa+/tjR8SJzJPnVBXdgIZ4auXKPJkx7NgRWfnE877v84p71rU+UoOGRYkSJUqUKFGiRIkS3xJ0EniiB6Ida10SzxIlSpQoUaJEiRLfanQSEFpr/Z0eSIkSJUqUKFGiRIm/G7BH/1Q...
1
math
grade-4
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "2 pairs", "1 pair", "no pairs" ]
null
1
technology
grade
others
false
true
What is the function of this key?
"iVBORw0KGgoAAAANSUhEUgAAABkAAAAaCAYAAABCfffNAAAAXklEQVR4nGNkYGD4z0BjwPL/P83tYGA5e/YszS1horkNo5YMSktYsAmamJiQZdiZM2eItwSXYnIBVktggFgfEXIUXkuo5aPROEEBo3FCliW4wPCJk+FTCo9aMvgsAQBhnScLFsFSmAAAAABJRU5ErkJggg=="
[ "Left Align", "Justify", "Right Align", "Center" ]
null
3
math
grade-7
parts-of-a-circle
false
true
What is \line{AB}?
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"
[ "diameter", "radius", "center" ]
null
0
math
algebra-1
identify-linear-functions-from-tables
false
true
The table shows a function. Is the function linear or nonlinear?
"iVBORw0KGgoAAAANSUhEUgAAAFQAAABeCAYAAAC98DOnAAAHmElEQVR4nO2cb0hTXQDGn93eFlFSSSmm5taslQxiZlGQGmsseG2U1JtEhJH0ZxVGmhGKShQxp6BizIbMEldJ0T+0UunDKj9IQluRFhbayDLST26lYe68H2Kjoa/u3s7V9nJ+sA+ee3efh2fnbO76eHDjfgsJBULFJwcGVViglGGBUoYFShkWKGVYoJRhgVJGcKBjY2MoKyuDXC5HbW3thMdramqg0WiwatUqaDQaXLp0CWNjY79lmK/HYDxcvnwZqampUCqV0Gq1uH37tmDNv4Q86cuXL8jOzsbg4CBmzZo14Tnl5eWoqalBbm4u1qxZg46ODphMJnAch0OHDgk2zIdgPNhsNly4cAFnzpxBYmIi2tracOrUKSxcuBAajYa/qJBvIBaLhRgMBuLxeMjKlSuJ1WoNOD46OkpUKhUpKSkJGD969ChJS0sT9A2Er89gPWzcuJGcO3cu4Jzjx4+T9PR0QT4FzVC9Xj/pLOM4Do2NjVi0aFHAeFRUFBwOhxBJ3gTjoaenB/39/dBqtQHnaDQa5OTkwO12IywsjJ+uELNRUVGTX5TjIJPJsGDBAv/Yjx8/0NbWhqSkJCGSvAnGQ29vLwBg2bJlAc/1/exyuXjrCpqhQjCZTHC5XDCbzdMlOaUHt9sNAONm4fz58wEAQ0NDvDWmJdCSkhJcuXIFZrMZy5cvnw7JGfMgaqBerxf5+floampCbW0tNm3aJKYcbw++t4OhoaGAWeqbmb++XQSLqIEWFxejpaUFDQ0NUKlUYkoJ8uCbqb29vYiOjvaP9/b2+t+D+SLaN6Vbt27h5s2bqKurm7Ewp/IQFxeHuLg4tLa2Bow/fPgQ69evx7x583hrCpqhr169gsfjAfBzSb1//x7t7e0AALVaDUIIysrKsGXLFnz79s1/zEdiYiKkUqkQ6aAZGRkJykN2djZOnz6N2NhYrFu3Dq2trXj8+DGuX78uSFdy434L+edvHa8npaenw+l0Tnjs6dOnGBoaQlpa2n8+/9mzZ1iyZAkvzZsPWsHHZ1dXV9Aerl69CovFgs+fP0MulyMnJwdbt27l5c9PqPytJlR8srtNlGGBUoYFShkWKGVYoJRhgVKGBUoZFihlWKCUYYFSRnLjfguZaRP/J/4CwOumw0zB9+bITMGWPGVYoJRhgVKGBUoZFihlWKCUYYFSRrR+aFZWFuRy+bhHQUHBbxmm7RMIkX7o169fodVqkZWVFTAeEREhRFIQwfik3Q8VFOjdu3cRHh4Oq9WKxMTECc/xeDxQqVTYsGGDEAkqBOPTbDYjMzPT/8Kr1Wp0d3fj4sWLggIVtOT1ej3MZvOkzQqPxyOoeUGTqXxO1g91OBz+dh4fROmHAj+X/Ny5c4VcnhpT+RSjHyrap7zH48HLly+xfft2JCQkICUlBSUlJRgeHhZLkjch0w/1er2QSqVwuVw4fPgwoqOj8fz5c5SXl+PTp0+orKwUQ/aPQJRAOY7DixcvAsbWrl0Lr9cLo9GI4uJihIeHiyHNCzH6odP6i/3q1asBAH19fdMp+5/82g/9lT+uH9rT0wODwYDu7u6AcYfDAYlEgpiYGDFkeRMy/dCYmBh0dnbCYDAgNzcXkZGR6OjoQHV1NTIyMqZtuU/lc86cOdT7oYLqjDt27CAymWzCx4cPHwghhPT19ZETJ06QpKQkolQqiU6nI1arlYyOjgqqCYrlkxBCbDYbSU5OJitWrCA6nY40NzcL8kgIIawfShl2t4kyLFDKsEApwwKlDAuUMixQyrBAKcMCpQwLlDKszkgZVmekDFvylGGBUoYFShkWKGVYoJRhgVKGBUoZ0eqMIyMjKC0tRXJy8oxtdzkVNpsNcrkcDQ0N1K4pWp2xqKgIdrsdJpMJCoUCTqcTeXl5GB4exsmTJ3/LNA0GBgZQWloKjqO7SAVdzVcTvHfv3oSBer1eNDU1ITMzE5s3b0ZsbCz0ej30ej0aGxt/2zQNzp49i9TUVOoNQVG2u5RIJCCEjAtbKpWCkJm/dWC32/HkyRM8evQIdrud6rVFqTNKJBLs2bMH165dw9u3bwEAnZ2dePDgATIyMoRIUmN4eBiFhYXIy8sTpU0t2t53BQUFGBwchE6nA8dx8Hq92L9/P44cOSKWZFBUVFRg8eLF2Lt3ryjXFy1Qo9GI9vZ2VFVVQaFQoKurC+fPn0dERAQMBoNYspPy+vVr1NXV4c6dO9Q/jHyIEujHjx9htVpRUVGBbdu2AfjZvHO73TAajdi3b5+/1Dpd+La9PHDggL8FKAaivEwulwuEEMTHxweMy2QyfP/+Hf39/WLITkp/fz+cTicsFgsUCoX/4Xa7kZ+fD7VaTUVHlBnq24vz3bt3SEhI8I/7ephLly4VQ3ZSIiIi0NzcPG58586dOHjw4KQbD/JBlDpjXFwcUlJSYDKZEBYWhvj4eLx58wbV1dXYtWvXjPx3yOzZs6FUKseNcxyHyMjIcatJKIICLSwsDNjusr6+HvX19QB+bncZExODqqoqVFZWoqioCAMDA4iKisLu3btx7NgxKsb/WEKlJhgqPtndJsqwQCnDAqUMC5QyLFDKsEApwwKlDAuUMixQyrA6I2X+BdcYduWIU8oGAAAAAElFTkSuQmCC"
[ "nonlinear", "linear" ]
null
0
science
grade-5
animal-adaptations-skins-and-body-coverings
true
true
Thorny devils have sharp spines covering much of their skin. The skin of the thorny devil is adapted to hurt an attacking predator. Which animal's skin is better adapted to hurt an attacking predator?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9ebxdRZX+/V1Ve59zM4eQgGRgSCBMQWZBhgjSKtBKgwYQURAUbWlEpEGg/YmNqK2NijKoCCogdDs1iNjQIKIoYkQGEVAEBGQmypSQ5N6zd9V6/1hV+5ybGYiivGf5idzhnH1q1669bz3redazRFW1rmtijPSjH/3oRz/60Y9+9KMf/fj7DOccRVEgIi/1UPrRj5dluD5w7kc/+tGPfvSjH/3oRz/+/iPGSF3XL/Uw+tGPl224PnDuRz/60Y9+9KM...
0
science
grade-3
identify-magnets-that-attract-or-repel
false
true
Two magnets are placed as shown. Hint: Magnets that attract pull together. Magnets that repel push apart.
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"
[ "repel", "attract" ]
null
0
science
grade-8
use-punnett-squares-to-calculate-ratios-of-offspring-types
false
true
In a group of tomato plants, some individuals have red fruit and others have yellow fruit. In this group, the gene for the fruit color trait has two alleles. The allele for red fruit (F) is dominant over the allele for yellow fruit (f). This Punnett square shows a cross between two tomato plants. What is the expected ratio of offspring with red fruit to offspring with yellow fruit? Choose the most likely ratio.
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[ "0:4", "1:3", "4:0", "3:1" ]
null
0
math
calculus
identify-graphs-of-continuous-functions
false
true
Is the function f(x) continuous?
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"
[ "no", "yes" ]
null
0
math
grade-8
identify-lines-of-best-fit
true
false
Which graph shows the line of best fit for the data?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAWYAAAFtCAYAAAA04cDVAABA4ElEQVR4nO3deVyU9d7H/9cMO4iAIq6BS4mRiktipKhoLkdzbTHvvLs9mffRTCrz/LROdZ828xwzPbYey/K0/E4/PWrup46WUmqGiihumQWCioBsAwxzzXL9/hjBPRGY67qAz/PxMGKYuT6fa7jmPRfXXNf3a1JVVc1R4OdysDjBoSKEEEJD3iYI9oLbAqGlL5hybKr6Y4nebQkhhADo2xS8T5S7v2ntC9FB7tQWQgihHYsTjpfBWQV+KgdzicP9AwllIYTQR7C...
2
math
grade-2
compare-sides-and-vertices
true
false
Which shape has more vertices?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAM6UlEQVR4nO3d3VNT1xoG8GfvZOeDiDBoDgLBA36mKI4oVcS201600870rhf9K/sX9KLTVhEQCwVLRaxgSUCNOGBKvpN9LrZhOKlA0Oy9Pvbzu2t1zBIfVt68e70Lw7Zt+3kJeJIDslWgYoNIWUEDaA8A59uA7hBgPC/a9vQb0csiar2bx4Hgcs75j54QcDHmpJ9IVdkqsLQDbJSAxznAfFNxfoHhJh20B5wsA8A/VcCs7vkFIh3Us1y2AVPsUojcxYCT1hhw0ho...
0
math
pre-k
rectangles
true
false
Which shape is a rectangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACj0lEQVR4nO3VP24VVxyG4d+9/qOIQNLFIn3IElgFe2Ep2Ut2wQ6A1GBaG6xgfDUUI6RUoeDqHeI8TzVHp/mKV3N2y7Isl7czf93MXB9m7paBb3a6m3l0MvPbg5mL85nd5cdleXG19Szus6c/zZy+vlkPj89nfv9xrRC+1fVh5uWHmbe3M69uZvZXd+uFyDimRydrUzMz7w8z+8M/LuCYvjT1aZnZbzuF/wuhkRAaCaGREBoJoZEQGgmhkRAaCaGREBoJoZE43Xr...
0
science
grade-6
compare-concentrations-of-solutions
false
true
The diagram below is a model of two solutions. Each blue ball represents one particle of solute. Which solution has a higher concentration of blue particles?
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"
[ "Solution B", "neither; their concentrations are the same", "Solution A" ]
null
2
math
grade-5
compare-fractions-and-mixed-numbers
false
true
Which number is less than the one shown?
"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"
[ "7+1/2", "9+1/2", "5+1/2", "8+1/2" ]
null
2
math
pre-k
count-pictures-up-to-3
false
true
How many seals are there?
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"
[ "2", "3", "1" ]
null
2
math
kindergarten
times-of-everyday-events
true
false
Jill is waking up in the morning. What time is it? Choose the more likely time.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHQAAABzCAYAAABJnyafAAAMvUlEQVR4nO2de3BU1R3Hv3cf2Wfem002AUISwCRAgsAgoFYIlTpUGFRai9TailOltsVKtGIZC+j4qJGqnUE6I3aqwNTxRUFxWiuEqlMVioCBQoAsIWHzWPIg2Vd2s3v6xyZ795Ld7N7HJtmb8/nrnHPP73fO7nfOufeee+7vMoQQ0uoFzruAXj/QT0BJIlQMkKoEpuqB3BSAae0j5Oue0e4WRQpuSANU51zBjCUFuM4QVJuSPPT6gbNOoMUL1LsARU9/8AAVMzl...
1
science
grade-5
match-chemical-formulas-to-ball-and-stick-models
false
true
Select the chemical formula for this molecule.
"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"
[ "PHe3", "PH", "PH3", "P" ]
null
2
math
grade-2
interpret-bar-graphs-ii
false
true
Justin cleaned out the family desk and found some books, paper clips, and tape dispensers. He made a bar graph of the items he found: Which item did he find the fewest of?
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"
[ " books", " paper clips", " tape dispensers" ]
null
1
math
grade-6
compare-area-and-perimeter-of-two-figures
true
false
Which figure has a greater area?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALAAAACgCAYAAACsYebFAAAHOElEQVR4nO3cX0iUCx7G8WfUOZl7rEabzZCILHcRIqQukrJSKgJFEyucEpkuugsPXXSlFIG3BbZFUBdDFIGCEewqSESWgtmpJEypsyfSstSlf2Rp5Z9590KSWk+Hc7LxnZ/7/YCU7/s6PsiXl5cx8jiO4wyMSA+Hpbfj0pgjIGrFeaTEWCk9QVr0g+QZ+Og4Pw+6PQv489bOk+J+HZ74ZPEP0t//MlE3EK3ejku/DEn9I9K/h6WYwbGJE8QLCxJjJ1qVpHfjUsz...
1
engineer
grade-8
laboratory-safety-equipment
true
false
Select the fire blanket.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AABAqUlEQVR4nO29d7xkV3Xn+1t7n1jp5tutbrWkVkAoWiCSQTIIcCAZbEsyfgSPnGTGHzx+DoOfx++N7LE/H489Hg8ef5jBCLAxPH9o0mOwwRpjJIxsgxCSLBEkJNTKHe69fWPViXuv98epqlvh3Bwq9P7yaVTnVNU5q+456+y1116BsEucDoK/JOCdu3W8Nfgr5XnvOkhU3ePzGAxDBe3GQWaq1WshxD0AxG4cbz0Y+CYR3TjleY/s9bkMhmFhdxRTiD/YtWNtAAF...
2
math
grade-7
apply-addition-and-subtraction-rules
false
true
The number line shows two unknown numbers, t and u. Is t+u positive or negative?
"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"
[ "positive", "negative" ]
null
1
math
grade-7
mean-median-mode-and-range-find-the-missing-number
false
true
Ellie has the following data: If the mode is 17, which number could s be?
"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"
[ "18", "17" ]
null
1
math
grade-4
compare-decimals-using-models
false
true
Compare 0.57 and 0.31. Use the models to help. 0.57 ?0.31
"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"
[ ">", "=", "<" ]
null
0
math
algebra-2
domain-and-range-of-absolute-value-functions-graphs
false
true
What is the range of this function?
"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"
[ "$\\{y \\mid y \\geq-2\\}$", "$\\{y \\mid y \\geq 0\\}$", "$\\{y \\mid y>0\\}$", "$\\{y \\mid y \\leq-2\\}$" ]
null
1
science
grade-5
animal-adaptations-feet-and-limbs
true
true
White-tailed eagles eat fish, mammals, and other birds. The white-tailed eagle's feet are adapted for grabbing prey. Which animal's feet are also adapted for grabbing prey?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOz9ebhkVXn2j3/WWnuo4Yx9Ts/0AN00g4CAIAiCIA5olJ9RnBKNSoyJxhj1lS9oBoOY6BsUjQYnfI0D+hJJooZciSLKPIhMLfPU89xnrHEPa/j9sarq1Dl9GlohEn3rvq66TtWuXXuvvfZw1r2e+7kf4ZxzWmustfTQQw899NBDDz300EMPv5mQUhIEAUKIZ7spPfTwWwnZI8499NBDDz300EMPPfTwmw9rLVrrZ7sZPfTwWwvZI8499NBDDz300EM...
0
math
grade-1
square-corners
true
false
Which shape has 1 square corner?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAEzklEQVR4nO3cz25TRxiG8deOEyEI7S6ICwhs2LPvtjfTS+FmuuUCWLOBdN/AMglRSW2dLg5pvwYb/zkz33wz8/xWtixFo+jRKyf2ObNhGIbLO+mPW+l6JS0HAZMtZtLTI+n8sfTsRJpdfh2Gd1elj4WWvf5JWlzcjk+en0gvn4wVAlNdr6QPX6Q/76SPt9L8ajm+QGRI6enR2JQk3ayk+cq8AKR039TfgzQvexT0gtDggtDggtDggtDggtDggtDggtDggtDggtD...
0
math
grade-5
adjust-a-budget
false
true
This table shows Helen's August budget. What could Helen do to balance her budget?
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"
[ "spend only $70 to rent her textbooks instead of buying them, and serve food in the cafeteria to earn an extra $85", "serve food in the cafeteria to earn an extra $85, and spend only $80 on snacks", "spend only $70 to rent her textbooks instead of buying them, and spend only $80 on stuff for her dorm room", "...
null
0
math
grade-5
identify-trapezoids
false
true
Is this quadrilateral a trapezoid?
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SrXlN2XsG0wAAAImCHZQ63bue8F8GEyGYDU0ab5331Ww2FwQAAEiiYAcl9q5xLiZnzLbObVeKAACAGRTsIPNfe37ariRNzfoye9fo0tjUK9vsYUtFrmUG0wAAAAp2ENlVtU6rS09/l3FydKbmXPKUwUToK5KiM6zzumMfdvGTAACgt1Gwg0R9S61+u+0ha7bbHHpywv8YTIS+ZGjieOu8v3aLsRwAAICCHTSeLbhLrb5ma7531HzFt3lKH9CVKf1vts41ngp55TWYBgCA8EbBDgKL983TsYaD1jw182aNTb3CYCL0NaP7TZPt1Ca2Tdp47COzgQAACGMUbMN2Va3T0uI3rDk5OlNzhv/EXCD0WSnOLOu8oXyJwSQAAIQ3CrZB7F3Dny5JmmSdD9ZsM5gEAIDwRsE2aP6Wb7B3Db+Z0v9L1tndXK0Wr8dgGgAAwhcF25B3DyzU0frPrXlyxg3sXeOCDEuaKLsiTgw2aV0Ze9gAAJhAwTZgb02Blhx+xZqTozN194ifGUyEUJHmzLbOm8r/bjAJAADhi4IdYE2tHv1m6/3WzN41/GlY8qXW+bB7h8EkAACELwp2gD2zZY5avE3WzN41/OmKAXda57rmGvawAQAwgIIdQO8eWKjSur3WfGnGdexdw69yYnJltzlODDabPi1922wgAADCEAU7QDruXSdGpuqeEU8bTIRQlRFzkXXeUrHUYBIAAMITBTsAzti7VoSemPjfBhMhlI3oN8U6H6nbZTAJAADhiYIdAPO23NVu7/qekT9XclS6wUQIZVfn/G/r3NDslsfrNpgGAIDwQ8HuZe8eWKjiuj3WPCH9Gk1Mv9ZgIoS6VGeOIuyRJwabtKLkLbOBAAAIMxTsXtTZ3vW3Rz5rMBHCRWbMxda5yLXMXBAAAMIQBbuXNHvZu4Y5o/pNs87F7j1d/CQAAPA3CnYvmV9wN3vXMOaK7Nutc2NLvWqbXAbTAAAQXijYveCjQy/rcN1uax6fdhV71wioVGeOHPboE4NNWln2Z7OBAAAIIxRsPzvo3qEPPn/BmhMjU3XvqOcMJkK4yoodbJ23la8wmAQAgPBCwfajZq9HC7Z8y5ptsrN3DWNGp8ywzsX1+wwmAQAgvFCw/eiXhd9Sk9djzXOG/YS9axhzZfYd8sknSWryNrCHDQBAgFCw/eSjQy/r4PEd1jw25UpN6X+TwUQId4lRqYqyx0iSbLJpWckbhhMBABAeKNh+0HHvOs6RrPvzFhhMBJyQEzvUOm+vXG0wCQAA4YOCfYE63bue8CeDiYDT8tJnWuej9fsNJgEAIHxQsC/Qr4q+c8bedaoz22Ai4LQZmV/RyTVsNXub5PIUmw0EAEAYoGBfgE+OLNKB2m3WPDp1BnvXCCqJUamKdsRa8/KSNw2mAQAgPFCwz1Nx3V79ef/pPes4R7IeHL3QYCKgc9nxl1jn7VVrDCYBACA8ULDPQ6uvRfO3fEOn/u6dvWsEs3GpV1rn8oaD5oIAABAmKNjnYUHRt9XYWm/N7F0jmM3M/qq1h93ibVZxw16zgQAACHEU7HP0yZFF2l9TaM2j+01j7xpBzWmPlzMy3po/PbLYYBoAAEIfBfscdNy7jolI0Hfz2LtG8Lsofrh13l293mASAABCHwW7h87cu7bp8QmLZLfxrxDBLz/1Kutc4TliMAkAAKGPdthDv956X7u969tzf6SMmIEGEwE9d3nWrZLvxC+Hrb4W9rABAOhFFOweWFGyWHurN1vziOQpmpl9m8FEwLlx2J2KjUyy5qWH3zCYBgCA0EbB7saxhoN6c+8vrDkmIkHfG/Nbg4mA83Nx/CjrvKd6o8EkAACENgp2F7w+r57ZPEc+9q4RAvLTr7bO7GEDANB7aIpd+E3R/WpoPW7N7F2jL5uaeaP1fdg++fRZzQazgQAACFEU7LNYUbK4XQEZljSJvWv0aQ67U3GRyda89uh75sIAABDCKNid6Gzv+uGxLxlMBPjHoIQ867ynZnMXPwkAAM4XBbuDjnvXYu8aIWRi+jXWudJTajAJAAChi9bYwfNbH2y3d/2VIY+wd42QMbl/+z3s7VWrzAYCACAEUbDbWFGyWLuq11pzbvIEXX3RHIOJAP+yy66EqBRrZg8bAAD/o2Cf1HHvOjoiVv8yhr1rhJ4hSeOs8/6aQoNJAAAITRTskzruXT86/nVF2BxGMwG9YVLG9da5uqnMYBIAAEITBVvS81u/d8bedU5crsFEQO+ZmHaNbCfPPkmbK/5hMg4AACEn7Av22qPva0ebG72GJI1j7xohLzEq3TpvPPZXg0kAAAg9YV2wXZ4SLfrsJ9YcHRGrR8b+3lwgIECGJo23zvtri8wFAQAgBIV1wX5689flk/fkxN41wsfkjBusc21jhbzWfwcAAOBChW3BfmH7w6prqbZm9q4RTsamXmHtYcsmbTz2N5NxAAAIKWFZsNcefV/bXJ9a86CEMexdI+wkR/e3zhvK2cMGAMBfwq5gd9y7jrI79cPxr5gLBBhySdIE63ywdrvBJAAAhJawK9jt966lR8b/gb1rhKXLMm+yzu6mKvawAQDwk7Aq2C/t+EG7vesbBz2ggfGjzAUCDBrZb4pspzaxbdKa0r8YzQMAQKgIm4K9qfxjFVYsteZB8aM1++LvGEwEmJcSnW2dC8r/bjAJAAChIywKdnVTuV7d+aQ1R9mdemQ833cNDEueZJ0/d+80mAQAgNARFgX76U13yqtWa35k/B8UaXcaTAQEh+nZt1jn+uZqtXg9BtMAABAaQr5gv7xzrmqbXdbM3jVw2pCEcbIp4sRgs2kle9gAAFywkC7Ym8o/VkH5P6z54oQR7F0DHaTF5FjnLRWfGEwCAEBoCNmC3dne9Q/HvWowERCcRvSbbJ0P1+0ymAQAgNAQsgWbvWugZ2bm3G6dG5rd8njdBtMAAND3hWTBfmXnE+32rmdffC9718BZHKjeItlskk+STVpa/D+mIwEA0KeF3CMMi1zLtbF8iTVfFD9cNw76rsFEQPCob6nV6qN/UZFruYrde9TQevz0Pzz5zJkNZR/q+gHfNhMQAIAQEFIF291crd/teNSaHfYoPTruNXOBAMOqm8q0ouQt7axao9K6/WryNnT9Ap9PM7K+GphwAACEqJAq2D/ffIe8vhZrfnjMi4qKYO8a4aPcc1ArSt/SLtc6lTUcUovPI+uj6c74bIqPStagxDyNSp6iGTlflUNRAcsLAEAoCpmC/dquH6u6scyarx1wj3KT8g0mAnrftspPtc31qXZVb5DLc0StbX7BPKFjubYpITJFg5PGalLaNZqUcX2gogIAEDZComAXuZZr/bEPrTk7LldfHvywwUSA/3nVos3H/qHNFX/X57XbVdN0TD75unyNTTYlRWVoaNI4TUq/TuPSrgpQWgAAwpfN5/N1/X/oIOdurtYTa6+xVkMc9ijNn7qc1RD0eR6vW+uOfqAi1wodOr5TdS3V3b7GJptSnFkamjhek/vP1qjk6b0fFAAAtNPnP8H+xeY72+1dPzTmBco1+qTqpjKtOvqOdlSuVUndHjW21nf7GrsilByVodzkfE3K+KLyUi4PQFIAANCVPl2w/7j7KVU1HrXm6wZ8U5ckTTSYCOi50ob9WlnytnZXrdOxhsPd35AonyJtTmXEXKwR/S7TjKxblRk7OFBxAQBAD/XZgl3kWq61Ze9Zc1bsEN08+CGDiYCu7ahao03lf9Xe6gJVNpaq1dfa4Sc6lGufT9GOOGXH5iovZZqmZt2q5Kj0gOUFAADnp0/uYHfcu46wReq5aStYDUHQ8KpFG8s/VkH5J/q8dqtqmiqkbm5IlKRYR5IuThipMakzNbX/TXLa43s/LAAA8Ks++Qn2vIK72u1dP5i3kHINozxet9YcfV9bXct0+Pgu1bXU9uBVNiVFpWlQ4hjlp1+tSenXyt43/5MEAABt9Ln/my/eN0/lnsPWPCvnaxrR7zKDiRCOTt2QuN21SqX1B9TY6lbX+9NShC1CKdFZyk3O18T06zWq39TAhAUAAAHVpwr2rqp1Wlr8hjVnxgzSbUPnGkyEcFFc95lWlb2j3VUbVN5wWM3eRtnaFer25donn6Ls0UqPGaARyZM1tf+XlRM3LLChAQCAEX2mYNe31Oq3207fxBhhi9Tc/NcNJkIo21b5qTZVLNG+6kJVNpbK2+GGRNsZn1b7FB0Rp/6xgzU6dbpm9L9VyVGZgQsMAACCRp8p2M8W3KVWX7M1P5i3ULGORIOJECpa1KRNZUtUUPFPfV67TcebXd0+IVG+EzckDkgYpjFpV2ha/5u5IREAAEjqIwV78b55OtZw0JrZu8aFqG+p1dqj72lr5XIdPr5H9S013a1PyyabEiJTNSgxT/lpV2li5nVyKCowgQEAQJ8S9AW74951eszF7F3jnFQ1lenTkre0q3KNSuv3y+NtaN+nOynXNkUoJbq/hibla1LGtTwhEQAA9FhQF+zO9q4fz19kMBH6giN1u7Sq9C/aXX3ihsQWX1O7nekzt6d9irRFKS1mgIYnX6rpWV/WRXEjAhsaAACEjKAu2PO33M3eNbq1rXKFNh5bon01W1TVWCavur4h0Scp2h6j/rGDNSplqqb3v0WpzpwAJgYAAKEsaAv2uwcW6mj9AWue3v8W9q6hFjVpQ9lftaXinzpYu0O1TS7J1t0NiT7FRibpovjhykuZoWn9v8wvagAAoNcEZcHeW1OgJYdfsebk6Ex9fdi/G0wEU+pbqrX66HvaVrlSR9y7Vd9cI9nafCLd6f70iRsSByaO0vi0q3Rp5vXckAgAAAIm6Ap2U6tHv9l6vzXbbQ49OeF/DCZCILk8xVp59B3tqFytsvoDamr1tC/RtjMbtd1mV7/o/hqSNFYT06/X2JSZgQsMAADQQdAV7Ge2zFGLt8ma7x01X/GRyeYCoVftP16o9WUfaXf1BlU0HDnjhsSOn1D75FOkPUppzhwNS56kyZk3akjCuMCGBgAA6EJQFex3DyxUad1ea56S+SWNTb3CYCL4W1HlMm0qX6L9NUWqajwqr8/b7p+f8YREnxTliFH/mIEamTJN0/p/WenOAQFMDAAAcG6CpmB3tnd91/D/MJgIF6rF69G6so9UWLlMh46fvCGxB2Ii4pUTP0xj0mZoeuYtinUk925QAAAAPwqKgs3edWhwt1RrTdk72lqxUsXuz1Tf6u7uAYmySYqL7KdBCXkal3qlLsucLYfdGYi4AAAAvSIoCva8wm+wd90HlXsOa1Xp29pVtVZHGw6qqaVBXaxPn7xmU3J0poYkjtOE9Gs0Lm2W7LIHLDMAAEBvM16w3z2wUMXuz6x5csYN7F0HqX01BVp37EPtqd6kCk9xu4cASeq0UTtsDqU4c3RJ8kRNzrhBlyRNCExYAAAAQ4wW7IPuHWfsXd894mcGE+EUr7wqrFiqzeV/14GaIlU1lcknb5ev8fmk6AinMmMGaWTKZZqedYvSnQMDlBgAACA4GCvYzV6PFmz5ljWzd21Wk9ej9WUfqtC1TAePb1ddc5W6eT6ifD4p1hGv7Lhc5aVerqmZNysxKjUgeQEAAIKVsYI9v+BuNXk91szedWC5W6q1qvRtbXN9qpK6fWpoPd79i3w2xUcl6+KEERqbOktTMm9SFDckAgAAtGOkYH906GUdrtttzRPTr2XvupeVew5qVek72lm5TmUNn6ux1dPZQxHbscmupOg0DT55Q2J+2tXckAgAANCNgBfsg+4d+uDzF6w5MTJV3xr5TKBjhLw9NRu1/thftad6k1yeYrX6Wtr9887Ktd3mUKozW5ckT9SlGV/U8KTJAUoLAAAQOgJasM/Yu1aEnpj434GMEJJO3JD4iTaX/0P7awtV3Vje7Q2Jkk8Ou1OZsQM1ot9kzci8VZmxgwOSFwAAIJQFtGD/svBb7fau7xn5cyVHpQcyQkjweOu1vuxDFbmW6tDxXXI3VUu2bm5J9PnkdMQrK3ao8lKmaWrWrfy7BwAA6AUBK9gfHXpZB4/vsOb89C9oYvq1gXr7Pq22yaXVZe9om2vliRsSW9ztVzzOsksd50jWxQkjNTZ1pi7rf6Oc9viA5AUAAAhnASnYne1df2fkvEC8dZ9UVn9AK8ve1q6q9SqrP6jm1sZ2hbqz/WmbbEqKStegxDxNSLtGEzK+ILv55wgBAACEnV5vYOxdd2931VptqPj45A2JJfL25IZERSjFma1LkvM1Kf16jew3JUBpAQAA0JVeL9gLCu9l77oNr1pUcOyfKqj4WPtrt6mmqWc3JEbao5UeM0DDk6doRvatyooZEpC8AAAAODe9WrA/ObJInx/fas3j0q4Ku71rj9etdUc/UJFrhQ4f3yV3S1UPXuVTdES8smIHa3TqdE3vf4uSozJ7PSsAAAAuXK8V7OK6vfrz/gXWHOdI1n2jnuuttwsa1U3lWlP6trZVrlZp/T55Wtyd73h0EOdI1ICEERqTeqWm9r+JGxIBAAD6qF4p2K2+Fs3f8g1JJ746zia7npjwp954K+NKG/ZrZcnb2l21TuUNh9Xs86jd13p0Uq5tsikxKk2DEvOUn361JqRfI4eiAhcaAAAAvaZXCvaCom+rsbXemucM+4lSndm98VYBt7NqrTaW/1V7qgtU6SmRV60dfqKzQh2hVGeWhiaP06UZ12tU8vTAhAUAAEDA+b1gf3JkkfbXFFrz2JSZmtL/Jn+/TUB41aKN5R+roPwTfV67VbVNFfKp6we6+OSTwxaldOfFGt5vkmZk3aqcuGEBSgwAAADT/FqwO9u7vj/v1/58i17l8bq15uj72upaoUPHd6q+pabb1/gkOe0xyoodohEpU3V59lfVjxsSAQAAwpbfCnZf3LuubirTqqPvaLtrlUrrD6ix1a2zPhbxFJ9PcZFJuih+mMakXKEp/b+kWEdiQPICAAAg+PmtYP966/1Bv3ddXPeZ1hz9i3ZVrz9xQ6K3Ue0LdSfl2mdTUlSqBiaOVn7a1ZqYeR03JAIAAOCs/FKwV5Qs1t7qTdY8ut+MoNi73lG9ShuO/VX7qgtV2Vgqr68nNyTa1S86U0OTxmtixhc1NmVmYMICAAAgJFxwwT7WcFBv7v2FNcc5kvXgmIUX+seesxY1aVPZEm1xLdXntdtU01Qh9fCGxLSYizQ8+VLNyLpFF8WNCExgAAAAhKQLKthen1fPbJ5jfbNGIPeuPV63Vh99V1srluvw8c9O3JDY3fNcfFJUhFOZsYM1KmWaZvS/RanOnIDkBQAAQHi4oIL9m6L71dB63Jp7c++6qqlMn5a8pZ1Va3S0/oA8rfXt+3Rn69OSYh0JyokbpjGpl2t6/5sV60julXwAAACAdAEFe0XJYn1Ws8GaR6ZM9eve9ZG6XVpV+hftrtqocs8htfiaZGvTos/2YXWCI0UDE0drXOqVuixzthx2p98yAQAAAN05r4Ldce86JiJBD45+/oKCbKtcoY3HlmhfTaEqG4/K1+EJibaz3ZAYlakhSWM1Mf1ajUm7UnbZLygHAAAAcCHOuWCfuXdt0+MTFslu63mxPXVDYkHFJzpYu101TS7J1vUNiZIUYYtUmjNHlyRP1GUZN2hoUv65xgcAAAB61TkX7Be2Pthu7/r23B8pI2Zgl6+pb6nV6qN/0bbKlSp271Zdc41ka/OJdGf706duSIwZqFEpUzU961alOweca1wAAAAgoM6pYK8oWawd1WuteXjyZZqZfdsZP+fyFGvV0Xe0o/LEDYmN3oYONyR2vkEdExGv7Lhc5aXO1PSsWxTPDYkAAADoY3pcsF2ekjP2rh8a84KkEzckrix9R7urN6ii4UjPbkj02ZQQlayLE0ZpXOosTc68QVHckAgAAIA+zubz+bpffpb02JpZcjdXW/OIflNUVv+5qhuPySdv928ku5Ki0jQkaawmpF+r/LQvdHrjIgAAANCX9ahg/7Lw29pbc/JR6D51/0AXSQ57pFKis5WbPEET0q7RqH5TLzAqAAAAEPy6XRF57/PnT5dr6eS3fZzZsCNt0cqMHaQRKZN1edZXlO7s+sZHAAAAIBR1W7A3lv3NOvvks9Y6oh1xyonNVV7qDE3LvEWJUam9lxIAAADoI7pdESlyLdfvtv9QsklDk/I1Pu0qzcq+M1D5AAAAgD6lxzc5AgAAAOgezxUHAAAA/IiCDQAAAPgRBRsAAADwIwo2AAAA4EcUbAAAAMCPKNgAAACAH1GwAQAAAD+iYAMAAAB+9P8Bw0CRYS5Z25QAAAAASUVORK5CYII="
[ "no", "yes" ]
null
0
science
grade-4
compare-strengths-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material.
"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"
[ "The strength of the magnetic force is the same in both pairs.", "The magnetic force is weaker in Pair 1.", "The magnetic force is weaker in Pair 2." ]
null
2
science
grade-4
identify-magnets-that-attract-or-repel
false
true
Two magnets are placed as shown. Will these magnets attract or repel each other?
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"
[ "repel", "attract" ]
null
0
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAADm+klEQVR4nOz9V5BkaXbnif2uvn5daw8PLTIzUpfIUl1VXS3QQKMbwAwWM7a0EUYujUYjjS984QOfSTPygbY2w31YM5K7D+TOLBRnFoMZoNG6ukuLzEqdkaG1a+1XCz54ZFZWdzVGoBOoKcbfzMMjrrtfv3Hv97/nfOc753+ED/tRdC4OSYlTnOIU/wkYBrA2hmMXsjK8lplsF0+JdYpT/M2QlOBcfPL7KPh0u3hKrFOc4m+ORzzyok+3iX83h3KKU3z5cUquU5z...
2
math
algebra-1
identify-linear-functions-from-graphs-and-equations
false
true
The graph shows a function. Is the function linear or nonlinear?
"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"
[ "nonlinear", "linear" ]
null
0
math
grade-8
similar-and-congruent-figures
false
true
Are these shapes similar?
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"
[ "no", "yes" ]
null
0
math
pre-k
tall-and-short
true
false
Which basketball hoop is taller?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAGgAAAGHCAYAAABceRdCAAAQAUlEQVR4nO3ca3Bc5XnA8f85u3v2ol3dr5Ysy9hCluV74pg7BQPlEgpu0+KCjVu3wEDSZjIQGgofmoZMZ9JhmhlomIbJpBhnpqGhTCDEXFMwsTFy8LVgy7J8kS1LtmTddrWrvZ5+WEu2QDaSvdI+sp/fF2tXu+d95b/Pu0dnj9ewbdvuiMH+MASTkLBRWeQ0IOCAWh+UWWB0RG27sT/b01KjWZYLzuZw+kaFBXU56Xoqe4JJaBqA9hjsC4PZn0h/Q+PIEHCkWwC...
0
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEYCAYAAADPtGNgAABir0lEQVR4nO19e5xdVX3vd5/3a55JZvIkCSIJoJIQICBSCpGHglIfWASR20q1Ile0rdV7kWKvfpSWQm/FB5ZbuWoVrNz2aosg6hUilodBIiAYRAEjhACZzOvMmfNc94+T7zrfvWafyZDMSSawvp/P+cyZffZee+21fu/fb60d/HTEmFV5oCsODw+PPcBYHdhSBLZVgL4E8Lre5vGYZywPj71DVxxYlW9+H6+3jsc8Y3l47D3IR1XTOhbbP13x8HjpwzOXh0eH4Jn...
0
math
algebra-2
domain-and-range-of-exponential-and-logarithmic-functions
false
true
What is the range of this exponential function?
"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"
[ "$\\{y \\mid y>-3\\}$", "$\\{y \\mid y<-3\\}$", "all real numbers", "$\\{y \\mid y \\leq-3\\}$" ]
null
1
math
pre-k
one-less-with-pictures-up-to-5
true
true
Count the donuts in this group. Which group has one less than the group you counted?
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MoFXraPEQmuoFx2mO4qouTq5EXQ9SWyjglldPwwf7Evj9CmahxOj4GFrUQ3zbKJ6WQboe+efXozmvmyvGinDpDobwV00ZKzeZjJXbM1YkSZJuB7esDvbUNw8w8Z/+B4/t28xw1y6yEwWSO9shXViZ6q7jRg3sySXU7SrBUJgp7xIjJNnutfmx9/jY4o/AysPJDMeZH/fjzQdIkCDh+igaRSqFAtFWP3Zx9QOjkavSyFUJ9ibwYYFtr3eb1OoKvjM15gZUtm1JQN0E08acXKDkbyczZ2E3FHS1h3AxhOUkCfXM0pjOXLpWvkojXyW1p4uNqBS7Inid77A8PYtdyaIHEzeuoa/BwjOHGPu//pK9XSm23nsP+Zks8a1tqPkiWlscrVi/uEHK7nWpujkONmYY5nGC5So/ek8YxRUEyytJU8DH7GwYc9FLzBcjWY1T89dxPWUsJ3fhfJJV8qeX0f0eIkMJlEzhivc68Z0J2k6VyT8SQFsZYXVyZdykRjrjJ5cxMXQ/biNAPJCgWM0SD89hlS4lM5WJLBUgsbOdzaikyZHKfI2J5U10PvTPUNT17vDme/NYaSDiXqzzizJWbhIZK7dnrEiSJN0ubskmx+lvvcDx//BXtO/byqZdu8keWSS5o5kwGF0pKDRwAir25DIADevCCE1zsF21HXY5FTyXjfw0HC8pTxuqpjG6PMqZ8kHqnlE6W9NrEobLVSazlEsOSvyydYVBH2pLDBIxpn8wjXfRIrw9Cdql5qr4o1jzSfqdzfTq/cQDcRq2SS69TMhrk9reQqA3vupa6YOzOOEwETtM1QkTjvopjD//9hrzOkkfPM3B3/gDUls2suveeyhPlImOtDQTho4EWkNAxIM5uQhApdGcohbi0jTxUKXEYO3SiKRQVby+FiL+CAuZBc7UD5PVTqOGJ9Ay6Svei10zyR5dwE3Fwbj0d0AlGYFkBNsfxDvvktsVout9wyiXvSabC+CrdTDibqNd7SLsj5Cv5RFalUhKI7GjHU9s9Ua/7JEF3GSMVLCNon8zQY9GcfTA22vQ6+RqY8U63+wXGSs3noyV2zNWJEmSbic3dQRbuG4zYfiPzfJigzt3kj6yQGgoBZkCWmscpWLjBFScuUvVBCzbBN54Y1bYSmNvqBFUFbTifPMP03BxrG1lT9V6GtkqjWwVbzyAU7OwZ5vTsYqm4WbqLA6qtHRHyJzNkdrWhsgV8XtcMo089cAiHq+DJ2SQMhR6+0CNJzCX8/jtOr4dHWSPzl+8Vv70EvHNrShsIewe4Px3v02k91GMyFur7vB2Cdclf2aKg7/+32nft5XhTZvITZTRYz70chk1HkSzlGbCMLV08X2KoqArBrr3yvetlKtEUzNoqiAYsajM5qAI7uUrDS4sUFqnb3JH5kCAvz1CbbEIszUQYKk6saNlFj4cx5zLUWmPEIz4EJU6Xm+dvLNI2hgnEtPw+g3imoNfFbjRBPZClnBQ4PZ2Nj//wrWOLRAbaaVSD5LwLTH1je+y7Rf337LDNu60WNHCfhkrMlbeZgtLkiS9c9y0BLsyNcGpf/crlMuCtrv3M7R5C4VzWXS/gdduoAZ8aK6KExCrEgaAxdwcRocf132D+riWjV4orB5dY2VNZ28UkS+B5TT35SQjVAuNNRutGq/b4CMch7YPDSIAp9TcoFSaLREKgFoosaHtso1GJmiRMIrqRRTqGB4fbjKMPb1M7l6LfLlM//HmKF3u1BKiuxXVM49jdnDy977Ezl/7sWtqz+vBzGU5+m9+gXqxRrT/AUY2bSI/WUEoglDCg6iJZsm3gIY5ubT6zQK8mp/T3ok1pwJe7kJ5L7uy+uexzW3oODj5UrMOcsiP8Hspns1g1y4r/6bQTBgu+2evBxq/spkWxcUp1aktFPG3dKBU6gRqOQLRy9ar1kDrSqI2NCiZeCJRXNXBXs6xeH8DN+3Scba5gSx/Zgm3rYeAeJZ6pZPjX/wbtv/i595y+75Vd2KsOKWajBUZK2+5fSVJkt5pbtqQw9JLz9Jl5vB7FEYGhihMVrBrJuGNCRquipaM4HjWJgwAESMCgKK++a5157LVioH2CKGYRmFhkVOnT3Ls1HHOzZwnO7+Az6oT39mO7l9nB/9l2z7dUgVRurT7v5GrrpqKXXXtdAkzl4No8whptWRxaGCJ0aEZxgemoeXS0dK6u4GKb4BIskL20FkWnj70pt/telt+5QAdiolim2zZuoVKwcaum0QGklRLDYy2BMKnrk0YAL/iB0Ulokfe/EJBH438pYQssaMdt5Dj3MkTHD95nKPHjzG/OI+ZzhLrCRHoXedAi8v7pGGjlKs4pUubu8zilTd6ObMZGtUy+A1wHBSh8t2RU4z2jfPKxiOrPttnbKfq20QwniP9/HHSB0+/+fe7zt5RsaLLWJGxIkmS9O5zU0awzWKF5WcP0m9ZeIJJanUVu24S7I2z8L0p1ONlzscFsR1x2rckLh63fMET9Qd4Zv4og9VOwFz/IgCGTnX20khZIOFhcWGemZOnaN9SRtMaWFaE6XM5RrN1Rh64i1hPFEsxUCwbNexFcexmeTKhUxhL49QstFadkvElNLGBgLIHJepDpMvr34PlYE4uofWk+LLyD3h6AwhHpWMmRrwtQW55AQCR0UgrHsKRjYw8uJdT//XvSe0eQb9J099Wqcr0N56mP7uML9hHXRjUFnL4YgHSB5dwn15i1HOG1n1tpLan0GqrH8o96QjT5z18rPHEFZcTXKRdSpZiW9twMzleefIpuvcnCKbmUBUoFuHck9N07d9Jb2snyV0d1HI1PEEPiqaiCRshVKyGTXG0mVgqG3JUrB/i1/fh+sIo5VXP/1VEtYFZXcbtT/JN7/cQbS6VisUHF/cT2dZC8URzaYJeirNgh/EHexi8ZyfHfvcveeSv/u1VJazXwzsuViIeRHb9TZEyVtYhY0WSJOkd4YaX6RNC8Nqv/VfshQO0BVzcjkfRSwkQ0LKjheJcnbmvjpJaBO98g9y2IIEH2ohvDaO8SfmpyynxEJVMg9p8c4o0uqkVtVDgxSd/yNCDJ1HVCwmxAgLK1iPMvlAmvrGHgeFBhCsomDUa9Tqg0BqL4zU8VBoqprFA2Pd/YzgVsp7NLC0s09b6EaL6LpS8u/Y7Gxp/Fv0mbTs2oLgeklN+9s70IkybmuajOnVpWjbYl8BrVjk9fo7o9gGGf+Ijb6e5r4oQgiP//k+pjj5NF0uUWh4grIwAkNrVQSPfYOor44QzLqFTFXIDHtStYVof6UJvXEOfBH00HJXSWLNKhOYziLX7mM8uUa2PEgt9n2bG0Vz066qdzJ3bTGW2xPAje4nhpaoLCqUiCgpen5cWbwiSMTJHF2DwVVrdP6Pu7ydtJrAqXlpSH8Lf6ILK2lMG7ZjBH0T/ls6+DeQLZT5UfpTkqI1i6BTyLla+OfqqAJGhFvRKiWMnj5Pcu5nhn/jo22z1N/eWY2VLCKXauOrryFi5ejJWbs9YkSRJut3d8AR76hvPc+q//C2JzlkCXoNw36cQGZfoplb0UgmtK4WdLlJMW5z/9lniToDE4RL5z7fQszP5xh/u0SEcpF40qUxcmi43fAbRdh+LpTxzZ44z+L4Kvs4tCMdCNMpUTnwP16wi1E7mzm0hf3bx4r6uUG8r5ZVp3k0ffJDWeAuZ0Tx6r4KtncDVDxJTFtCtLGljEy3i59Y8oCbbypzaOo3rOPRMtHJXYRgl4aMxvoASD5E+vrzq9cld7VSXMxx+8hke+YvfwhO9sSelzT/1God+64+I986RCgcxuj+KktMItEfwaxZ6awy7XKNScjj/tTMEtSCpEzXSWwz6P9b9pp+vJkJYFpQm8jj1S20T396GVqrw8g+fpe++aWI77gLDg6J7qU8epDF1BCEEVftRpg8UcVZGZ/WgDyPgpbZcINzbwZbtW/G0t1KYzqNEstTVpzC0GaLqEoqiUvN/mGD6njX39VzfObJ9JXL5Ih8svYeudBQ3qGLPZRHJKNmjC6ten9reQmE5zfHvP8/jX/kdVO3GliJ7S7FypET+H8tYuVFkrNyesSJJknS7u6EJtnAFT33+3xDf2Eqw8hL5qk175+dxGzapHW2ITLH54F85/EIBTK+ParpGpD2AUlldMkxPueiRk9RndiKiEcpn0pivmyLXfAbxjVHsQomDz71I974cqbu3gnrZahjhUD17ADs7hRAC1C4skcTjHqVZSSvC3Pg95M8usvOjjxEMJyiMNkeW/H0R1MgyucJTCMemU3xqzfe2Yh6eTh1hR2mQ1kUDX28bbsXGLBaadYGDIUpnLyUO3niAkF9w9OQxuj/8ABse7IJo/3Xpg9e70CeJwXZ8pRepNBxauz6PUzFJ7GhDeV2fAIiAj+Jig0DKi/G6UTklaOBtO4xV2I6wfVSzFpWF1QeSKEB8aztKvsC52UlsJ0PfgyZ6/HUJSD1P8dA3Vi4qMLXt6G4GTczhCoGp7WTiKS++lji779lHdqJ8cco9tjVIxTxO1TxCJPIAgeyGNd99ud3hSOgcDy5txVt08PS0QkNgLjX7olxRVq1/DfbG8FsNXnvtVfo+8xgb9nfe8H655lhZrhFp96O87rTFWxUr4UQruVPN8nQyVmSsSJIkvVvd0AR7+pvPc+q//D37PvQ4C4uv4fNvRMl7MfwGkcS1Lf/2dKfxbD4JmJReGSF7IrXq57HNbegeEMsFiq7J6edfpWWLh0jge0Tu/RFQXr+fU1B67csIs8paAtQoJ77ZS/u+rQxu30HueDNpiG9rR81d+VCH9SgeHSMex9Uc7LksSjxI+nj64qWMFg+pjQtY1mkCfRUUsw5b/ndI7rim61yNhacPcvA3/5D7P/0hlpaOoIg4nkYLAMm+MFhXWC+7Dr1F4Nt4AFprmC/azB96ZNUa00BvHG/Eg1JvYJYrjI+PUc1m6N9xmMDmvWjRjjWfaRfmqZ78/jpXa46bVp0HOP9kkd0ffRzdF6M62RyNTQ7H3/REu9dTgj4MbxBb1HFzFUhFyRy5NDLnSXlIbVzEtE8R7CmD3YBdvwnhvmu6ztWQsdIkY0XGiiRJ0jvBDd3kmDlylpYtG9EdQVTdiZlvjqB5NyQQio1SWu+B/ToeDX/Lt9G2alAzsc+UyY+1c6Fqr+YzSPRHsIp5RpfmyJ6dwipX6bo/RMj4Pnq4ZU1ZLCEEluNS3/gotamjIBS8ukq8tQMj1o6iatTnmjvitcsPbwA07CtuDroSYdo4qo2mNzcwiVwFXzyAq9m09P8teqcfWgJ4EFDSIZ0F4yoqDrwFCweO0rF3C7oDEf+ui+XWQgNJMLjqpMHbNYbRfRJifnjtHIWlnwXlUn+mdnYglnMszy0xPzZJ/swU0aFWenccRogCqm/19xNCIIRLxUhSbb8Lu5RGUSDs04l0DqF4Qwjbon74woifALM5pa75jGtOGABEpY5IRFAJNJOGQhnFq6OHVVr7/xa9yw9JH4aiQEaBYvbKO8PeJhkrK9eTsSJjRZIk6R3ghiXYwnXJHh2lf+c2lFQUc3alIkCqhcJcK44paO+ff+PEwaMR6Pom6rABhQr2VB815wHc+qVSWInhJPVMlle/8zRG0EvrDo2w5wxCNCskeLp3AAqu67KYrzE1NcPi5BilzBLNNMDlwuYhT2CGDZt2smvrECZ7gIMkW1vBbj4pFJoP/Ms5fh+abYH1xod72KUyC/mztOjNaVN/VwSzOoO+OQGlCu7hc9jiXsZPq8Tu+xztkb6rbuurJgTZY2P07dmKkozQmG2ONCotMfLLnQhLpa1vHqVYesOP8W14Cb0/D4YP92iGevUXqc4WLo7IRYdbcJdzjM1PM/fiMboe7KVzs4LS+H5zwNPjR/EEEEJQaTjML+eYHh9nfuwkq8ssNNs92d1g045d9LXHKOQU9ECZkOYlO9e8T19rEJzLNvkZGo5hXDwW+o3U81mKpUnidIHlEB5oQdhj6FuSUKjgHhnD5j7OHhKk3vvTN6RfZKysJmNFxookSdKd7oaOYNcXckTvC2A3XNSQn3wtSmdtGEd1WHInUOpvUEYM8CSzqJtUOD+FWfkg5lwbJFZPX7uZApPTkxgBDxvvOgyUEEKgeAJ42obRou1MLOQ58uIBytnm+sGOgU0MbNlBa2sLEZ+Lx+MFIRAC0rk8R48cJzrfXJcY9vgorRyysaoGgqGRmbbgr0/R+FCKzqHwqvuywj5UTUVbWac4O/4Uenma49nn2PTQP8FjKOTGdYT1EHbNwFw2Se1qx2ycInNynvbH32qrX5kQgvp8lpDXj9VwUcN+ctUIbeYAQUfnfOYc7d1rKwpcTo0Z6B1LYCvY5yLUM59HDXlWvcbwQjZXY+7FYwx9EDziG9AQgEBP9hHYeC91xc+rL7/C5PHXAAgnWhjYdT/tbUni8SgRn9ocTRUCy3aYW8wydvo86ReKpHYOIZJRmGsmBeKyUVcR8LL8zBLilTyhn95IUFudzDUSIYy6hbpSdWPshT8n4BUs1DwMP/BZdM0lPx5B2PdiFgPNftnRhqucInt0jPZH9rzdbliXjBUZKzJWJEmS3jluWIKdPnwWFDAUjUrDIFdpp0/fyJw9j2Jk6OuqvukUqzkfRSj7EGYCO918ZF++ZNyXCCKEQ6NSI7nVC5QI7Xg/WiCOQKVYs/n2V75NJZcmlEix97EP0N+dwlAVEBZuOYeTL2HW8igomNkpfI0KIwLOnPQRG9kAwSB2rTkKqIiVcbyAl7FvTdL2nQJLewKkWvyr7tsNePn3FUGlVuZ3vM0kp6X3Horny/TlzzD20p+RattP8tMfpPzKDGY6DQo4DoSiIRbHpt/wxLe3qjA6DYrAj061obOUTTIcHGHOXMC2ltm0pQbVN+4TN29RP/9e0MGe8wEOwn1d+TUB5Upz9NLjHkVPbSAweB+KqtGw4fDoLCee/ysABnfdx8jIRqIBDQUBjQqumcFezCAaNRyrhpU+TwKFutjLEpDq6FhVw1lZGb2rqwYzfz1O+wtlJnZ7aAno0LiUNFSSEb5Y1TGKRX7JaPZL594PUj7yDXqceY5+9/fp3fQJkh97mMLT57HSzZFGR4A/6Cd9g/rlZsZKfnJBxspVkLFye8aKJEnSneLGjWCLi//F4oTCgDHAqdwJOoctolTgjQd/LrLmYqwaDxOX/n89UyHQG0S4YFY08LuogQRCUZlczPPcN79CONHC/g99nA2tERQEolakOv4idmkZgUDgoqHj4qKgAgoNpxO7Uife2Y5VujRyKBRohMJM/MUpOk5YTN3lZfgL2/D5Bc7ypWoAL2gqNSVK0i1z4bBMb02nZeijnG98nVh9EVFZYPF/PE3qU/fQmGhu4mqUGvgML8XxuebI4nV+ONmlGhdyruySzkhwhLOVsyQ7aiRjFtSubk2pveRb9c+i0lg1Wy08OpcvwAz03wOqh1zF5IXnXiA7O8HArvvYtmWAkFcDu441d5ra1OHm+0UzO2t+pMqFNqzmI8AyQZ+f+vyl5RJuw2U5bVL74QyJJZuxbQp3/dxe7KX0qvv8rqPiqn62RHwXD2gJ1aIE936Bc6/8HRt8WZzcHHN/+T06/5cnSP/lQVDAKpkEA0HGx+euqn2u2U2MFV8iiuu4gIyVNyJj5TaNFUmSpDvEDUuwL3/gJVJVMuoJOpQ09qwFgzGoXf3BGBcZGroQFzbJr9S0CuONhcmPZ0klXBQFxudzPP/tr7Fh807u2bsdj64jzAqV40/iNCrUPHGy/q3MpiuYZvOB5/V46Wnx0VY+BUazprCwnZVSZJeM/fkJNrxSZ3SLYOuP7SWgKeD34tBMGly/lx9WHeK+Ov8oEIHSZaUGSw36e5+gyBKLx75FJDhN8Uj7xR+bixWiGyI4pdXlCW+EiC/HkjhGq7eIk66hdLQg3kKfKLqGsBx0v4Fda2aCjaJFONxcBmCpgwingaOH+O7X/w6vz88T/+gztET9KK5NY/4E9clDCOGSCYywVNOp1uuUigVC4QiBgJ8+X55gbZ5attkZAUXDxLqYStYrNu6Ty4RyDgvDCnt+cj9q2UTrSuHMNhOHxXiIMw0NjyjwiFdfdQKiUrAY3vpJMsVRsqPP4vN5Kb648WIiZBcbhFqb/XIjkrkbEise/Yqxkj0zSWz39Y0VXdeuLlbCgYsJ9rXGSv6V+MUfy1h5d8aKJEnSneIGrsG+NCrjLjfLQ12cgPQYl5KGiI5pZDHdORx3lFL+HF3xX0LJr90IpcWCpKsOlWSYYLY57WkWLFo6Wll48RiWuotCNsurTz/FlrvvY/eO4ea6xMVz1MZfwtK8nFcGOXPkFKGEQjjVgc8XQlEU5s4cYWESEh3dbEuGgDKxRAxvwMPlW8uiuzvIDVbYua8VSkXoaYGiiWdDK+bUEj90BbYWw1qeZ2PUu27LRGglsvenyDVyuOcvJQh2zYSyCgpkDp8ltWfTW2389SmXZmzdbBmN8sU+EeplB0NEdRp6FsuZAXWRWvUsCe+PoRU8az5STUSoVetMNRw6a82SbOXRNMktSfSAj/xiB8H0JM+PnSIcT/HYYw9i6BpKo0zpxHdx6iUK/j4OTRYpZ0/TObILPEHCqSClzAILk+OMIxjZuo0LR4qIC1PPK0OMKi6ZFuj8cA9b4irOYhYtHEGr2NCZwJnL8qfzecrhTnqreQLGOr/2lkPS30/q/s3kshnM8UujrPVclYDfvXH98hZjpZg9SXfyV9aPlWjgpsZKMBC4uljJ1t56rMxcGpGXsfJujRVJkqQ7ww1LsJO7hkEoOKaNvyNKbf5SPVzLdDFiXqbz/5mQ4hC0lglbaWpGNyVNB91m9Q75JsVr8NtPFrDsBj+zJUIiX6Q8kSE5GMWfipOd9ZER5+kZ2sLu7UPgmNTGX8RKT5EJDHL0fJr+3Vv5pz/6bwmnOlEUBUVREK5Lo1riyJNf4pWv/ymjZhwfGpV6jcjrSgJ7DRv/lhawmw97czGHJxWHoonT08rL83lCIZUPeEMobzS6VreIxjvJzSxe+n7KpVTrRlQnv9AnDcvE3xujsrIhDcAsmHgCBnO1P8EwK4StBWLWNJXAZmpaiIaSI0Dbms8UjsPfj1pMVH1sMbzsV1eSQa+XDfu2M/7UK3h6VDJzE3z0U5/C0BVEeZnisX/AVD2ccoappm32/+NfZOOeh1Euz2wQLE+c4bkv/R5njh9hm9558bqhwSTFc80RN6dUp217guhAHLIFsGwcYaKho1VdFjuTiLxN0Kny2WQEileuxiFKdXz+JBUuHdGN63KhZ25kv1xrrOiByBVjBV3nt5+7ubES1Vffx7qxEpexImNFkiTpne+GVhHRQz6quksg4qE2f+nPS6MZIjtDRKMWtqsyl4vjN/YR899DdygF6fUXnapC4YPbwnztpRD/9WSGn9kaIZErIgI+2rcNcv6pV5gxx3h8SKf44quAgqX6OGkPUl2y+NDP/y4tfWtHVBRVxReKcs8nf5pwqp0Tf/c/gSC2aTVPk7wwzb6itlBEaQvj9zdPcXMcGw3Il03qpoOSS7PFcxVPF8/aUS4l7CfU37FeynRd6CEfpg4B/+prlyayJO9uwe91wRXMZIMEjY8R0/bSIrohv36fKLrGQ9sSHP9ehYOGDyUOD4gG9WyNaCwKQLoYYcfmjVjHvkaj0XxgZwJDvHpqhrs//Bh73v/5K2yGUmjt38zHf/n3+PLv/jzuyrR3XXHxe15/GApkjy1cPGHPyZXRetug0GDJEti2xaAwCRfffO3seneiAlrQd0P75VpjpYMrx4qmqjcnVr5yKVYoVd88VpCxImNFkiTpnW/tv3mvE0VRiAx0UbcaaN7VlxGAuagSdv8FceXn6NN/ljbxBN5sFIpX3tHluA6P9ngZ6ixAPcF/O1mmnAhj2yq6p/l3he7ejWh2HVCxND+v5OJU6zYf/eUvrpswvN6Whz5Ksmvjyo0qCMte9ylSXSzhhpoTsc5icwSnQ8BvDLTyrz2gvEGt30o4gDA0rEx5zc9EqYbu0akvZN/0Xq/VhT6pVCt4PGu/VHm8QpwfJ+b+DIPav6TD/TD+bNsb9olbqtGPw6e22diWwcGCj+fwUJnIEcIAQKt4aa+exl1JGKa0AZ5/7TQPfPZn2fOBH3nTSgOqpvH4T/wqor5yWIYQKGL99s0eXURJNA/mcCrNUdFdlsu/bPXz2TeoxKEAlaAfDA13naE3Fwj3t2OXr/+a3zs5VlI9gys3epWxkmsuV+kQ8Bt9KRkrMlYkSZLekW7cCLaiEB7uIn9+mdZQfM2PawtFvPFWtDc5qOFyTqaEJxLlnz/aw3/85gQz+QR/Ol7kF6MGAV+z/FeXJww2COFyst5DMTfFZ37jjwiE197DlbQmNjPFIrGWBMrl6y1fp3B8gXiXHyVwaf2oz7YxL3s4OX4vJ6oK41mTybxLuqaiuAr39Co8nlz9eRcH/9Zb93g9rPRJaSqNGyqi+Q2c2qWEoJGtonki+H0qr6tkfEWiWodkmHv6I+RrWb4/5udgHjb2eUgEm9/Dq2sXE4OCv5cjB8+w96NfYOtDH7vqWw8nO9AKKv7WOB5Fx1Wv3Ea1YgMfoBj6xeUJIUXl8pTBDPk5UxS8PFGigkG2buBYCo8PadztXf3dVXWlYka6eGMOp7uDY6WjbSfjzK/EypX75GKs6JfiySdcGSt5GSuSJEnvRDdsBFsIwZJ1jspyFmHZREda1rwmf2oJJxK5+oekaeN6NfR8jZ9+TydCzNNwdeyKg19rTuMa9WZZrJo3ydToKXY+/mnibT1Xfd9Woczc117Cn4oRslXccOh1XwyUeHO0yRMLAKBGAyvfee3n/fqBPF86rPL9w37SZX+zlJWTpT9hYC6tPunuwhOpPLGAtz1x1fd8tS70SeH8HAhBaMPaRKq6UKRaV64pcXHqDShZPLE1ySMDNVyhYqKheA3iIxuwluyV8/9cJooewslW7vn4T13TvU/87Q+oTmdo3zqEoiiravsCKF4NLbbyO7DyFx515S9Hry89bIb8/PqzNf7uhJcTszGWSn4c4VCoLJH0Q32huPqzfc3+ri1k0UOr6zhfD3dyrEz9j6cvi5Xg6hfIWFlDxookSdK7ww2sgy04fuibbHMex8RZGelZK39qEW9XDKclQMl1SboC4Tafnh4h0Iurpxnt5SyeSJS4I/hPH++mZgka53P4+iPEhjYw8/wSQw+FMbUwsMSuJz5z1bdcnV3m4G/+AXa5xvb3P4gaCpA+trDqNQ3fJNb0QQI97yPU3YLIltEcjYqpMjOp0jXkcPmKzUe2JzkyVqSr0+KBTTE2hP3EGgqKR5CprT6dL9AbBbuBXX6DI7HfDiE4fvhb7Ix+gHylROwKD8DaQhE3HsDti5JVoM20V/qkWXA3kH/dEdjLRbSeFpSiyfuGwtzfaSFyDo5Q6B4a5Ng3fkB143786rNMjZ5i70e/cPUHUAjB9Ldf4PT/9xWCPa10xlM4wRCN2eVVL8tkv0ElM8/Arp9Dq1VRgj6oWCxXgixNNRjadmn00VOu0R1xUJUsw1HY0RNkY9hHsOyixD2kX1fC19sWAqsG3KCyY28nVhyBUMB7u8dKTxsiU5Sxco2xcvdHviBjRZIk6Q50wxLsRrWIoii0b7WYmJlmBI3AhijVqcKa147pKt+qeJuVAVyBi0BFwbVr/HLYj6dUww0azASz9ORjOFhojopH01FFDX93COEPsGX7Vo42GkyfuJvw7gpwjvW34axmFspM/M+nmPifT4Er2PHJx4mGouQm1k7J674Qsfw86cBJRCCJ3tMCJYtMOsCgM8jJV44xskW/ePLee40q792k02zqBpSblQNEJLjms73RAI1sDVDwhgJX39hXqdknEO8rMTc7RywYIdgbpzKZW/Pa816D79S8mJaDohrNQ9kQKCp8JibYmK8iPBozyRJdxShWpojhD6LVXcIhD069QaPhEPf46di3lfPfOUHX/Q+T6hjDda9i8lgIiudmOPFf/o7ckVHiI71s3roFNRYhe2Lpda8Fj+4SbElgJOpQ82KkElAzaaS9DGl9TI0e5/JByJ8buHzpTx1Wlvjaztrk1hvzYRYbgIIneP1H5a4lVk4Jl+9dHiuui6YqOHZdxsp1dLvEiriaUhzvoliRJEm6U9ywBHt5+hwAAeVZ5sYfpN7dgz8ZpDpZWPMcT5ouVmmJomMjXAc0DUUIAgroLc1DGH7YfoTp6Cz3aXsYmU+i9bVBvoHuCWCrNdxMDh2VnXvv4vTZs8x/Nc2OHR9h7HvfZ+vHP3lxTloAuAK7UiNz+CyLB46y+Pwx7HKNjvt3sKGtE28qSe5MBru+etQMwDEFiiKoFZbQ9iVQiyYoCh3tDWatObpDfRTsCaKsfRBfrjKzNiHRcCk0mtcMD3ZfY4u/ueXpcyAgrB9gefEhyr29hBMhKuu8tsO00bNp5kwTxW0eSsJKmbZkb3NB7FgyzaGNJ/FN6Hxk9h7cWBC1ClpNoHUkYD4Lhs5Qdx+heIzzz75GS6APM5DFLlXRw4HmYRRwMSkpnJshe+QsM0++TGlsFj3gY+iD++kIJrC9/rUJwwojuhE9ewqzUiDStx2KzeQs1FahulhDMeM0QuAtr01aL32ITvn82n7TXIdCvQ7cwH7h6mKlQ6hYmdfHCgRw0VubG9ZkrLx9MlZuz1iRJEm6U9zQMn1CAaEqdN2lMj42xhY0gn2ra8oC+Ofz/OzFN0FyMAgXHtjVBrWUxkIsR6PisMFsBRzMiUU8HSmo2ei6D6fFhzOXRRMKW4dGKG7sY3Fultk/OEDu66fRQ36EIhAu5I+NXbx2bGQD/Q/fRcIbwp+IUi26ZE4vIUI6Sn3199H8BuGOJOXldspzUyhlE7RmExqqgzdWRM1EmRvTiO0OIgrrPY7BTcVoHJlf8+eiVCVfyhPb3g83aIuQq4CCQuddCuPjY2z3+tYdmVOyFf4pl24jsaMVZeXAErJlhKHxYuwwuuVl2BkAwJ7LorXG0UzRPHynM4k52axd3BGMkXrfIyzkMywcOccPPv/rRPo7m7MVqkJ1PkN9KQ+APxkjOtBF18gAraEYRMMUz2WwtAZEPFBcncz5OsLkJ/K0LM9ybvHvSCWGL/4sFrAYF9N0iyHOHi0yMnJpxPT1HH8Au746mdP9BiJbIj03T3zbjeuXtxUrNbOZiMtYua5krNyesSJJknQnuKFrsBUAAX71WebmHqDY30c0GKLuNXAaVyhnpYDj8aJdNiL2Pe8LGIagtLiMP3ep5JSZyeNJxqBmo9mg97ZjZQq45RoRzUukZyNDXRsxFZu6c6GEmAIb+wklYqiooGkIoVCZLVJeWat47t4sc11L7H5lhMhUcwgx1BvH6wVHscgIhVAyTqOaxR9ubd5MxEO8kmW0ItgcHmE+d5Z2dXXSoIT9mKqH4joJQ3SkBUollk+PE9zbhaLegP2nQjR3tSrg4xnq6QcpCZOI10/9dVUSLt1083/MmsPlZ+2dSy3hiXk5PXqKz1YfBprvdZZyaL2tUDCh0MDT1oLjNHDSRQxFoyfeSveDLQghqGDhuitrNfv68Xg8+MIhFMBVDey6TebsMihlCHt4+omjZOeX+MTzD1+8j+SODpRMnmhXH+SP4/clVob4mjfuegRdXRUmz0zTneylxHnC5Fd/xXiIWsmicmqR1wsPphCZHMsnxok+svGG9YuMFRkrMlYkSZLeOW5ggq2slNJqnjbWc7/K6OHj7Nmzh8RAlMJcFTO//gYlu2pxYdVfLaUxF8miFOBHvZ9b/ULTxkznMWJRFMtBFOroXj9uKkq5fJSF+a+i2u0EArsxzBTuskAoAgTk3qB27nJPBp/mxRA6od4I/oiOmy2DDZ7OGLbr4vcaVN0iflrBp2EuZMGy2bDFIjubRxSCEG8mIUosTC1Tp3Y6e8WCXrqwyWFSX8o3S2TdgA1CQigIBJbix6BB736LMwdeZff++4j3RSgu1DBz6/dJdSyLt7NZdUIYGt8WP6BddPIebT9KZXWyYU4u4dnQ2hw9a1hoqGgb2rEqBUbn/iNerR+P0o1H64eSF7vcHCWzqVOjvrqNVpphqa2IMOqoqorhNwj2JtBcEzJ5CHjR8FAPx6mnsxdLuCkJP/b4PAoQaTUw8u3kCh7CK0t2RTJGZbqwZhPYxUsLUGs1lhtl7EqNgpi9If3ydmLFqtpoK0mSjJXrR8bKbRorkiRJd4gblmCneodQUCiFewmXp/BYz+KLf5DR6QkGlX7CMR27vY3C6bUjIdXJHN6u5gaZo76zJOJhFs/N07JsrL2QZWMVCnhaYlCxwXFR83XKjRfoDx1HtZ+nEjxDLRymGnYJqB9Eme1C1C0ubPa/UMlWBSo9GoZHJ53P0+ULoVTruFnQOxOojgZVi8jg3bgNk2R0ECVg0EjnwGw++DylPP4OhZhmQ03HNnwUrrAW8oLYtjZEucLogdcI7uxEafe9rba/kpbeIRRUaoE2jMoUeuNlwhs/xPm5aQbZQDigwGAPmVem17xXCAE+L9QbTCcLtG3oYmpuhk8XHwbWTiObU0to7XE0WwXbgWKdRmiBtlaHaOXvaHg6qXo6afg0rGSCsPlprPnqxX5woVnmTWkOsuVSJXxakBanjUibD0pF8OjoPa2oRZNEeJDx4Fk2bhxujvJFPTTGL41+JoIVKuExWtUKqD4apkL56NrR0cvFdnZgZ7JMvHKU4M5OfANry+ddD283Vnxdzd8XGSvXj4yV2zNWJEmS7hQ3LMH2BiKEky3M14KEEXjah2lTDjB5Yh8na3UGRobxWjahwRTl0fSq97qAEg0gClUCapClxSz/i/Jprrimz7QxZ9OrHlKtvs9Q0XaRL7+MUy/i1W2ifptS5ft0JH/80lf3eUDXYOXUsWOpU1ScHO5CCRUVtSuF5ipQtbhwoERX633N90Y9NOazFxOGC/yVHBg61bpCbWL9EZ8LfG0RtHKVs+fHsMoV6qE0bYE919DSV88XjJLq2chUUWebBp7OIVqUZ5k8todT1QYDgxvxzqUJDSQpj2VWvVcAIuhFqTeIOSGWM0u8334ItXrlE9+chRwiGkQPBqBqESr3UjG+wILvEIqapl5eIBLWCbtTKKE8UTV6cUROSYShWEXYDoqh8a3kyyRFC/1mO6rfQO9MQMWBUnP9saH5GNn6yeZ1AyrO5OsSNcsmSBYlGiA/Xlp3U96qtmoPo2byjM9OY1VqlIxZurgxScPbiRUhhIyVG0DGyu0ZK5IkSXeKG5Zgq6pK/+4HWTx7CDUewNe3F0V9lV5eZnnpXl77ztPsfN9DhPzahapPqziqjgpsn2pnOx/hajbMOAs53KAPIxlBL0LU3knUtxOES0PPU2eaVCyFx2htbuLSmkciCwEkmtVK8oFDBLQIW4NbmwdxVNZ5KHp0HF2sfTCtUICa0KktvHF1BG97lKDPZbmUZeHlE/S/N8wzM8fYs+kn3vS7vhWKotC/60HGXv0eIubg69kL7qv0cpBC9X5e+vJ32Pb+h0gEfev2iVm18QKRZfj55Y9f1TXdQgWzUMHY0IpasQnaPQT1HkBA0KWsncdRqwSVTrTuACBwm2UYINg8bCSj50hFW6k26vTRg6a6zXWrrxf2YGWLiLn62p8BGDqlhfqbJgyB9gg+r8voxARzL59g4P0enp6c4Z5Nu6/qO1+rtxUrioyVG0HGyu0ZK5IkSXeKG7oLJZzqYHFqjIoWBRQ83TtBFGlpeZKu/THOHjyKmy6g+9dOZ5fGctd8DLII6QjLxpxawjLrzV30AIqK10kQdXYStLugZqJULdSShVI0UUsmarH5n2rERLgqm82Nr/twAR4DJ6BiLqVx5jJrb2CF05pYt17uBZpPJ7atg5DXZXx2ilPfepb2+zowI7NYtSqpDUPX9L2vhScYIjs/TSPQBYqCf8MeFMMm6v8Hhj7g4/SzL2OXK/jaI2veWx7NoESuseZw0At+A2tqiUapiBNQwaOvnHWtEbIHiTo70GwDyhaUbdSS1eyTlX5ZEjlcxcSTA62+emWuAhDx4egO5vQSonKFhAGoY9DIrl+tAgGazyC2tQ2f12VscryZMLwvRjVYxKxV6Nx0Y0ZLQcbKlchYkbEiSZJ0J7qhCXaqexBQyAcHsGwXRfPgH7gHgJDyHWpLWXL1MoHu6Jr32jWTakOBwNWtsbSCgsnX/ozRs98GQFTrmFNLmNUyTkCDsBe0N/+6H1l6D7tmN2GUVh5OAQPCXhzFwVxaxkkXMDoK4NHW/4CAj8Kh2fV/1BsjsbODWLsfkc1wbnKMmecO0ft4kmTsSWbLXvp37ccXil3Vd34rukeaD74F70Ysx0WoKv6+uwDw8DK+RIBso0Igtf4hEfmJEko8tO7P1nPmpT/h5It/BH4DTBtnLttMuhQHJeJFGOqbDrhuKW9gZGqAj1Qfv/hnIujBCWk0yiXMqQWEXUPvuHLCoLbGqEysv1kvvKWd1M42YkkdN5fj+NEjzL10nI3vi+NTn2W21BzNvHCc9I0gY+V1P5KxImNFkiTpDnZD62B3b7kbAMUb5PT4LNtHNmAk+6iPvYRQFOJbE+RLJWI96x9IUJsvUgOCfQk8IS+B4JMo1jyOvg9ht2OXPYiVXfmqohFXHWaykyibDcSFMlqmjTOX4ULBMiXoQ/EaaKHmlCr2yu4g10VRFWLCS8QM4OgNnEIN8qunvT2deTw9L+DVJmi4n8eaWz165eqedasfxHe0o2YKiOU6RbfB6edepZ4psPF9MfzqU5S97YwfPsHHfvn/fYutfXVSvcN4/CE0zceZ84tsHexAj3WxMkxGrF8nM7tAW0fXuu+3aybp48v428L4WwJ4w2fQ3CO47iCu2oVbDuNc1mbhRAtGdpJcdYK4cukznXwZJ39pcl1riaB4PSulvRRw3Ga/2C6KV2OztRHXtHCwcPIVXlc9jEDn30NMx1VKNBqfx8ms7oXixNpDMzSfQWIkgZsuNDeH1cuMvnYUq1Jl8AM+vDxDPtDLxGsn+Pgvf/Fam/qayFi5RMaKjBVJkqQ73Q1NsEGhb9d+Rk+e5NFH7+fg8XH2bOvHaB/GXDhLuNVh+dgc+tDgG35KZSKLlfIQeWge2gy08hEovIxXOIiiSqPwMVh2KXlbaanPkM6dJenrX/ezRKWOqNRxs2tPh1MAx9Coh3z4yw2UdQ5ZsLNRPEkNdvfjnX0SXYlQz30IUbVQIn5yJxfXnlS5ox0yBRxczk9PMvfqSXwtETZ9sIYmjlH2tPPcmQwdw7vo3rz3qlv3rVHoHNnN9PmzPPqeBzlxboZtQ134N95LbfwlgvESC6+VcIY3XapQsI7aYonaQomex55D3RJGq89CfRpyaajWsOrvpTHVgb91CH3hFGef/nvueuRfXPGunOXiOnd6acDOivhxXBffyvHZr2dmH8QTfwH1rgT+M3+M5duPuTyMMB1EW4LGwdUjpYbfINYXxU0XaeAwNj5G+sg5gj0JhvbmUd1Ryt42Xjo5R8fwLro23/3mTfu2vINjZVcH3jkZKzJWJEmS3j1uaIKtKAqdIzuZOPwcjtjPwMYeTpydYWvfVsyFM3iUKUpTPsxCCcNnYNWvcKAGYKZNMgffgyeWxxs4hyeUgVAYZYMf58Q8JEcI1IZR8+cZe/6rJB/9xau6x0ORIN/OVCg6LuFIGISCWveREBb/bJ3Xu0WX8rH340u/it5VQ9uhEDz/11Tzn6E8Z69JGGJb2yBTINeocOqpF7ErdTY82k3IdwBFFKmHNnBkqoJVq/HgP/6FZtmsG0hRFPp3P8AP//h3sN39dHe1c/jUJLu2DFAffwndOo1d6aVum3jaI9QX1j7ML30YLB79JIGlZfzhGTyBYxAIw4YOtJnnEbEvEHWGGPfGSXVq1H0NfHXvlT9vhRXx8+dFk+PlGqFgAK+ho9lBUASfi+n05deuDTUXEti1j+BPfBlluAvDHkfzz1LLPEHh1NrqFNGhJG6mwFx2idGnXkEPeOl+qI1Y4HsIV1Br2cUrx8YxazUe/4lfuyn98s6OlUkZKzJWJEmS3jVu8Ag2bNzzMM9/6T8zfm6M7duGyUcjTGRMWsKtiOJZfC37yTYqpAa6yZ1YW+f3cuUJA2gBWtB8BkYcdH+V6pwft76EN9HLoidCW08EKygwKpf9iz7gQ6gKykqJsQu+X7EgliQmBDgNXATF3CJ3t4Rg7cBdk+lglh6kfrKHQPQbqAMpzOk5avOrp8AD7RG0fBEHl1NPvYgn6mfwoVk0jqEnejBbH+LUoWNkFxe5+yM/Smvfpmtv4Ldg456H+eEf/zZnTp1h984ttLa28tKhM+xM9mKmJ4ht6mBhaZH+zZveOGmgmcyZ6Sh5oiC24m31YEQq2LUA9bklVMAmRJedZnnqCD2t+1a9342GUau1VUcyzyoqS8EErQGBK0wUx8KuF6FeJ94WvuK9uAWXiuefoL74MoHu11Djfsrnati11ZUQIpvbEJkCFddk9KlXiGxM0b3pNRRRxGgfphEbZursOcq5PHs/8gWiresvy7jeZKzIWJGxIkmS9M5wwxPsaEsXfbv2c/rYITa3eeht6+f4mSlsrZtWZZnUFh+Trx6n9eE4vvYw9YUrPalXc+oWzjyAwYXDGxrZBvi6icYsrEYJg0sP8enzbZSLVbbsFIjqpQ0+/zxsMKdadLrNlaeG42L4NCitTi4u5yaiZI4tAEHy3h8hMF+iMh/m8kMkNL9BIOFB5C3OjI9iV+oMvCeP5swS2vo4RS3B6IkT1EyHZPcA937ip6+2Sd82fyjGyP0fYPTQswy3eensGMS0Ozg0UWWropDorTL13Bk2tHUQ6I1Rncxf3Qcr0Fg2aSwbXDgO2gVaNj5OfuGb2Obqz6kFW2hMtKPGZ4lwaVNVX6HC52ICv6YScQWg4itZKB4VcutXNlASIarLdaqHl4A+9OmN+Foa1F9XhswTC2DUqti4nD10vDkat+k1VMMkuOn9TJd0cqePM7dYJNWzkX2f+Kmr++7XgYwVGSsyViRJkt4ZbmgVEWhOs+5876cwa1XOz2UQ9SLbRjaQqWucZBMRz8uYpQrT6XmCPtYteXUtkokHaBi7oZFEiVy2u19TSKTiuMbqMmeBfIXBbJFAvkIgX8F4g2QBwIlEyB1buPTPDZvSeT9uffUa1OimVkShwnwlR/rIOXoebsXQZonc81mmqwFGT57CUCEzO8GDn/sXN/1Y4c0PfACzVmF0tohbSdPXHiPV0cVJZRM+91m8CT9nx0bx4xAZSr29i2U1vG0fIh59DJG81L/CESQbcXKLa9fv9uWrtGXK+HMV/LkKin3lQzowdMrLJtXLEk675FIeX1vSLtLuQ5gWE7PTlCbn6XsIVMMivPtjTJV0Zs4cxlJ9lLPLPPpjv3pTp7tlrMhYkbEiSZL0znDDE2yA7s176RjewaGT51k+/hzCrHDP7k0oviAn9S76H9Y4/8OXWSpmCGoWyV0deDuiV3NexhpOyUTJ+6ktFClOlBHJ5uf4wiZBLUClcvWD9k7Ah+VdKX0mBE4kTP7UG0/NA8RGWlGWslRcm3NPPk9suJVo9AXCuz7EifEMs+On2aDOcXZ0nJH73kf31hu9WWut7i176du5n7PnxsiMH0fUiwz1tqPoXl61+mjbsUz+3DTnJkbRK2VS21pWErq39hAVOQ2naJI9uojpD0HAA6pD3ahTzF3Dr6HrUrU18K+sTzV0qnWoL6ytfPC6N5LY2Y4o1VhulJh76Tjt93Xg854ksvvjvHz0PIWZcQYiLmdPnGDnY5+ktX/zW/qub8c1x8qeLjzxgIyVG0jGyu0ZK5IkSbezm5JgK4rC4z/xa5i1CuNuJ5Xj3wGnxj27N6P6QrxWmKL3vXFOf/s5zs9P4yxnCSoNUltSJHZ3EupN4G9fqf97DYmEWTPJHl2g7vXTqNbw2h4s+yq+sqGRnTfJfnGU2T85gxsOYgbD5E+tfxrd5RLbOtDKJWxcjjz5DHrAS9fAK+iD93PgldPUcots4xxnKgka1TL7PnZjTqK7Gvs/36xUcHRZp3jwa4h6gXvu3s7Alu0cymZpfSjC3MsnODV2lno2T1CxSA5FSe5sIzSQJNSbeEu/QKXRZQozDVRNUDXqBEMB0N88mXMCPs4/ncb9jZNMvTQLyQiFxQa1N1kqofkMEjs7UdIFyq7F6DOvEtqQItXyLN7t7+db332WhNekzzzByZwHjz/A3o//5Fv4Zm/fNcfKYpqQ370YK+HhVhkrN4CMldsvViRJkm5nihDiLYx9vTUnn/kq3//j32Vg81Z2eKcJ7voQqB7OTac5/NwP2Nd7D0vPVEHRiG3sItySIBgMYmgafltFN3SUeBBH03EthcLJhaseJKoH2+mubGfSOEH/NoFr2xePfha6Do6gUaxjlW1mfzBJ91NV0rv9WEN+4u1XPpFN8ekE2yJ4Yj404eBmitjC4djBw9TSeQbek8dti/P84XNs276N1OKzZGPbOfDCYe7+yI9y7ydv3nrS9Vzqk21sEceJ7vkk+MJMLhZ46QffYdfAHiovadSXi6R2DhFJJvDqOt6AD4+t4DM8KNEQwqPj2FAay+C8QYWLy2nxEJVaLwhoG8pjYDX/yucKFE3HFc11qVbJZPHwPO7RIsnDFcY3aXR9YmjNJrzLeWJBvK1BdJ+G1qgjynUqrsWR7z4LwmX4kbPUu3bxwmtHuWvPTqKzTzMX2c1rL73KA5/7WXa/7/PXp4HfIhkrMlYuJ2NFkiTpznJTE2yA7/733+LM80+yYWiYbZE0sZGHUHxRJhcLPPfNL7Njx16SlQiFaYPyTB67eqmWqx7wkhjeQLytlZDuIxgM4kZDFM9lcGpv/KASLS2Ea5vJKFN4ixOXCsdelnSUKy7KoTzR0TpTQwptj/ShWevXktV8BtGRJEq6gBACZeUDi6LBmQOvUVvOM/BElMVgntOnz/CeJ57AN/kUJcI8ezZHNNnB537rT2/6etL1nHjma/zwj3+H9t6N7AzNkdr2OASTFKs23/nql+nq7qJX7aYy76MyX6W+vHqKObapl0RXOxGvn7A3gNoSozhZxMxX3/jCAgpigPZoOw3jGG62WYXh8pq+aszP7DfH6FzUMSMambhD13t6cYrrJwy+9jChlA+RK4MQuEKgKArLjTKjT78CwqX/sRITqKSzJe7Zsxlt9LuUkrt46rlX6RjeySf/f//ltlhPelWxUo5QmNUpTxdkrNwEMlZuz1iRJEm63dz0BBvgxNNf4cCX/jMev489fTE6O1rRWgbJ11yefvJJPF4Pe1pN/GYGUHADO7FqXiqFOKUZk/JUBgB/KsbAvbtJxOJUSy61NyiTpXoN7GAMj25jL+XWvsCF9AuLxOoGhV6V1p1tOJUrJAx+g3hfhFIuz/zCPPV8CRDkzkwBzeSm8zEPp4uzmJbD/v13oZz9PmUlwrOnm/f+2d/849uqpNXoqz/gB3/07xEI7t7SS1fCh7drKxVL4ZkfPoNZr7C7L0K0MtF8oPqHsK0AtVIrxXlBebaAXWmgB/10bBugp6sHJRYnf2LhDa+rpuK4QofM2vq7AK7Pi/L3M2RbFCL72jG48gau2OZWtFqNpWKO9Owcjmljl2uUZpprgUM9SaJ7qhyaPkOivZe9W7swj3+bpeAmDp2cxOv389nf+lN8wbXHkd8qbxYrhtfDXS0WfiuNjJWbQ8bK7RkrkiRJt5NbkmADFJZm+N4f/p/Mnz3CwOZtjPgXiW15BEv18dIrx5k6dYjtu3cwEDFxls7SHKtREEKAGqXu7CQ75iU/ukjHXZsZGhzG8fuvau3nlWghL8Lrxc1cOfnQfAbxjVGKmQzHvv88dqVGbKQDhIPu0/C1WCwaac6cPsiuh97H1u4QxUNfoxjZxAtHzwPwiX/1e7TcpDq+1yK/NMP3//D/ZP7sYTaMbGNTuESqbwtquJXXjp/n1CvPsHHzdrYkTLTyAq65UgZMKChC0FD3UViMs3RwnnBvB9vv2oWWiJI99tb7BEAJ+1FxcUrrJ3EA0ZEW9HKZpUqR0995Fj3oI9QZRSgCb0TDSJpMWtMszE+z9+HH6I1rFA99jaXILl5++SCpnkEe+4lfo6V35G3d642wbqwM34vliclYuUVkrNyesSJJknS7uGUJNgBCcOLZr3Hgr38PUNi+Ywv9gTLevr3MZmo8/91v4Q0E2LHvXnpbQgirgZOZoL44ijCbU6rLS+9j6bU5OvZtY6irFycRI398/obcbnRTG3qtQsWsX1yfOPiePIp9FgVYDm3m0MkJwrEE996/l6gXSoe+ymRoD0dfeQWPP8jH/9Xv3bRDMt4KIQRjrz3Fgb/+fylllti5dx+9viLhgT0s5Ru88PTTmI0KW+5+kMENcbwI7FKaxvwpnNISoGDqD3L+B3V8qRjDm0aI9LSTPZe/6vWmV0sRYMQDhPsisFxgvpLj3HeeJ9SdZMP211BECUs1mPWOcOzQYXoGN3P3vt14ClMUJw5xwuxh6twZUj0b+fi/+j18odh1vb/rar1Y8ZfxDuxldlnGyq0gY0WSJEm6klubYK+olfIc/e7fcPh7f0sknmB3l4/2kV3UFR+Hj48yeugFQolWdt/3AD0tYTRVwa4VqY2/gFNMs7T0BMuvzRMb7GHL9m14WmIUp8o0rnDQwpvxxQPoyQDeoIHQVFTTRJTrCNNiJp/m/A9fRg94GXxPAZdpcv4+jo8vYFUrbNs6xKahXuxSlkx6mUOTVbILs3QM7+BD/+K375gpVdd1OfXc1znw17+Pxx9kR3+cvt4NEO3g1PgCJ14+AIrC1n37GdzQgkdXEVYDc/YojfmzuL4dnPuOB1DY9b6HCYZCVOsu9akC7lu8p0B7BE/Cj2aoKMIF10XkyjRwGBsdJX10lGBPgt5tr9HweFhUOzl9+iwen589Q210D23GnDvNfNHlyPklytksI/c9wUM/8r/hDb69mtI3y/qxspu64pWxcovIWJEkSZJe77ZIsC8oLM3w7P/4IhOHn+Oeu7bS2x7DaB1kOV/m6JETzI+fIpxsY8uuu+jrTqEjsOZPU58+TF17jLFvLOFviTG8dyfRcAwRCVJfqlKdL75pBQWF5rHAhuZe3PQjgJJooKBQrlaZOXyK2lKO0IYkLbtzLKsOp043R+S27NxDb8wl3NJNee4Up9MGp48cAgR3f+QL3PuJn7otNmldq3o5z+En/4ZXv/4nDG/bxo4WF2/f3ZSrDY6fmWLs8At4AiEGd9zF8EAPAUNB1HKUj34bRxtm9AdR7GqD/ofvpjvRipoIUa8JGnNF7Jr1xpXkBHjjAYIbwih1Eyp1XNfFtC1MHRzHIb20zPxLxwFI3dWGv3eWmZpg7NRxwokWtm3dwoYY6LEW0qOHOZnxMn32JIbfz2M//qsM3PWeO3KT1qVYOcA9d22RsXIbkLEiSZIkXXBbJdiwMu366g/5/h//OzYObmRrrEZw4F4cRSddbHDk4GEWz58GoHfLTgaGh2jVilRO/oAG+5h42sWuNujYt5WO1nZChhcMHRIRcAVmw8WpWqAIFKHgCXtQDQXyZYRp4eCyXCmycGac0uTqTUe+lgieAT+LvnPMT4zh8QfYsvcBhvvaMTQFxaozNznKc6+exqzV6BzZwWM//mu31Qatt2rp/Cm+9fu/SmtHB9sD84Q2vwd0H+W6zYlTY4weegGAZHc/A5u30JHwI05/B9eKMzu6mcLZJUK97XRvGqQlEEFRFNRkGEfXEQ0Xs9RAKAAKqq5gBA1028YtVBBCUFUc5mZmWT4xhl1ZXRUhPNiCu9HkfPoY5WyGUCLFznv309sWRRECt7TE2Zk0x46dwayWGbn/CfZ/7hfwh2M3vR2vJxkrtycZK5IkSdJtl2BfsDxxmi//7s/T3dfPDu80gZGHUAIJBFBtOJwbn+HskVewas2p7Z7BTbREPYSEoHami8yJ5m74+KZeYm2tRINBQh7/xRGYi+MwQlC2TapWg+z8AktHR4GVMmebEthBhVrNpKgsM718BBAk2roZGe6hZ3AThiLAdbEWTnB+qcYrB0/h8Qd49Md/hcG7H725jXaD1SsFvvzbPweuyd5EltjgPrRED6Bi2jYTcznGT50gMzsBCBIdG2hNxUh4bPRcFwsvlrGrDfSgj47dm4jFk/iFgtfwNC+wUiZMAI5lU9Ud8tk8iyfHqKXzAAS648SGgtRMlxoN0o1JltLngObvwMaBHrq7OgEFhEV99HleXfAyee4MqZ4BHvjcz9Oz5eafBngjyVi5/chYkSRJene7bRNsaE6Df/v3f5WgX2eLMUOwpRfvhu2geUFRcF2X+WyNmekZpk4dwaxXaaYDLm2xEVrFIPVzWZzq6h31esBHeEMbtXSeenp1ndrQlg5qoTJZ9TyZhWkuVJpNtHXR1RKhXcsSTcTx9+/DFQJRWiYzcZxThSBT584SSrbwud/8k3fsJqB6ucCzf/X/kJ48ya42hYhh4h+8D8UbWZnWF+SLNc5Pz7MwPUV2bvLie32eCP3xvWjzOtWptdUSwr3taH4v+dOTq/5cC3gIbG8nLcYp2HOUs83yjSDoGdxEZ0wnUT9PZGQ/erQDXBtreYyFxSWOzzbIzs+S7N7IJ/717+ML3Rnreq+VjJXbj4wVSZKkd6/bOsGG5kjQy1/5Q84feprN/W20Vk7i69iMv3MrruEFRQOa0+XFmkOuWGZhdp5yPs3i5BgIl+6WXYTUFF4ljJOuXTyVTlmZZnXjgip5cvVp8qV5QNDWO0As5CeeiNCilwiE4ygeH1ogCaqK2yiTnzrFmayH8VPHAYW+Xffz+E/+G3zvgk1AB//hLzn63b+lv7eTLvMs/mCUQP/dqME47sqh0EIIbNdlOV8nn80zPzNBOZ+lnE0TDXfRGhtGr3tRc4ILY6UrXQIBDSIK+doM05nDgILH5yfe2kFbMkYq7ichMmiJbhRFRQ+1INCwM+dZXM5yer7OwuQ4F9b13vOJn3rHrx+VsXJ7krEiSZL07nPbJ9gXTJ98mZe/+ic0issMdsdpLZ9A90Xw9d6FFm8DxQBFvfQGYeHWK9iZSZYLJjh1EM1Tz4puAMtRUBRQVkb3Up4qQoDPrxCLd6HH25ujfyjN7EIIVGFj52aZXMwxPl9mYXIMgI7hnez72I+/66ZT80szvPLVP2TuzGv0beiiyxrDcGr4e3fiSfSh+EK4KzWZAYTrgGthZWfJLc5hus3yYShgYVC2PQhoJnSqgq4IIkoZRVWJ63W8PVtRA0kUVV/J+BQQDorVoLI8yXzO5PjoNOVsGhCM3P8B9n7sx4i19ty6RroFZKzcfmSsSJIkvbvcMQk2NEd5Zk6+wukD32b2zEE6O9voMgqE6rNo3jCe9gGMaBf4gqiaZ+WBRfMpJGyEWQOrhitc7MIywqphpDagCFD9MdANUPSLSQK44Fo45SyF5XmmCwrnp+ao5NJ4/AH6dz/I3o/9BNGWrnf1iE9haYbTz32Lw9/7G7p7++kMuSTNaYRVw9uxBU+8Cy0Uw73QtooKrmjmEo6JU8miKAqOWcctL6P4Imi+CAIHPdQCmudSVQnhNqtWmBXccpb5xSWmizrjp44BCuFkK5vu/wA7nvgM/nfo0oOrIWPl9iRjRZIk6d3hjkqwL1cr5zn13DeZPX2IzMw5WltbiQU04m6eQH0GgcAIp9CCreiRVlTDi0BpTl0bXqA5QicUtVkjtlZE2DZo4JSWMbNzlJQIecfHUt5keuwMAKmeQbY//o8Y3PMIXrlGcRXXdTh/8BnGX3uK80cO0NHbR8RvEFfLBOpz6E4d1RvEk+hF9fqaCQHNPtD8kWaudtnnCUBU8gjh4toNnMIyteIiFW87cyWFubl5ytksIBi5733073mQgT2PoKjqerf3riVj5fYjY0WSJOmd7Y5NsC8QQtCoFJg5fYi5MwdZmjzLwrmjhBIpQuEogUCAoE9f2eYjUFaOkG5OrTZXMl7484qlUCkVMRsNsgszNB9bCuFkG327HmDnE58j1tJ1R9bovdlc12H29EHmTh9ieeosmZmz1Gs1ki3teHw+ogEDaLawSrMfL5WrcFFQESu9tpwtIwRklxdWKmE06y7373qQ/t372bjnIXzB6Lt6ZPRqyFi5PclYkSRJeue54xPsNYTAFS7F9Dyl9BzLk+culicTAmbPHlrnTc2H0wWpnkF8gRCpDcOkNgwRSXXKkZ63oZmkCRQEs6cPUq+WyEw1S7wJoJSep5i5VEf5wqoDRbBS77epa3gX3lCYVM8gXSN3oaiqTBTeDhkrtx0ZK5IkSe8M77wE+xpc/OqX1ZQF5IPoFrq8TwSgrvSL7JNbS8bK7UfGiiRJ0u3rXZ1gS5IkSZIkSdL1JudyJUmSJEmSJOk6kgm2JEmSJEmSJF1HMsGWJEmSJEmSpOtIJtiSJEmSJEmSdB3JBFuSJEmSJEmSriOZYEuSJEmSJEnSdSQTbEmSJEmSJEm6jmSCLUmSJEmSJEnXkUywJUmSJEmSJOk6kgm2JEmSJEmSJF1HMsGWJEmSJEmSpOtIJtiSJEmSJEmSdB3JBFuSJEmSJEmSriOZYEuSJEmSJEnSdfT/By6kWrSrhTNNAAAAAElFTkSuQmCC"
null
[ "iVBORw0KGgoAAAANSUhEUgAABCEAAAB+CAYAAAAa5QvPAACvYElEQVR4nOz9d5xd13nfC393Pb2f6X0AzKADBAn2JqpQvVnFlpPYjuM4jkuca+fN9c2NS+7nTbHj3PvaSZx8ouTGluUSy0USRUkU1UiCYgWJ3mYGg+nl9H52W+8fZ4CZwQAgSGIAyFzfPwjOnH3O3met+e39W8961rMUQCCRSCQSiUQikUhuCEIIFiwYq0HZBUe6bYlE8g5FVyCiwbYgdJit3ynIIIREIpFIJBKJRHLDWGgKXird6quQSCSS24t7otBugn6rL0Q...
0
math
grade-7
which-is-the-better-coupon
true
false
Vijay would like to buy an almond tart with an original price of $23.00. Which coupon should he use?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXcAAACRCAYAAAA4qvjVAAAoZ0lEQVR4nO2deXgb5bX/v++MpBlJ3nc7sZ3E2ZxAgQRoAwmFACm0haQsTYHbUi4UHtre0tKFcmlvWygt3AtdaJ9yC+2FspUU7o+ttBAg4QKhFMhCSMjiJE7sxI73XTMjaeb9/TGyLNmSrc3SSD6f5+EJfiWdGY2kr47OexbGOefHvcABDzCkA34OgiAIIsuwMSBfBBa4gEoHwI5rnL87mOnTIgiCIFLFxwsAW5PH/KPaASxym8pPEARBZBdDOrBvBGj3Avs9gDD...
1
math
grade-2
fractions-of-a-group
false
true
What fraction of the shapes are circles?
"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"
[ "2/7", "11/12", "6/9", "1/7" ]
null
3
math
pre-k
circles-squares-and-triangles
true
false
Which shape is a circle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAFZUlEQVR4nO3byW7bVhiG4VeeFmli71r0AtpeQqD7XwjIHaTpvu4ydmIgrgV2oRB0VMsaeIZ/+N6VJYrkWTygLJ7DxTAMw+0j/PUA92t4GlBqdhcLeHcOv72BX65gcfttGD7c9R6Witz7a7j49LB58esV/PHTRqFSc7tfw8ev8Pcj/PkAZ3dPmw1Cpkr27nxjCuDLGs7WzzYoVbLR1L8DnPUdisqSoKkmCZpqkqCpJgmaapKgqSYJmmqSoB3ZavWZ1epz72G466L...
1
math
grade-1
read-a-calendar-ii
false
true
What date is 4 weeks before June 30?
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"
[ "June 2", "June 23" ]
null
0
math
grade-1
estimate-to-the-nearest-ten
false
true
How many marbles are there? Estimate.
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nTpyI+TqpbtSkh6GkRMn1pIQDC5AnYZUIanz+l9///veorq5GIBAQvcc9y+zsLB49eoTf/va33NlFKEqnlyu1aOSksrIy4hxJKgwGA2prazEyMhK1EHPXrl3o6elBRUWFZH1+SAtDyYkS60lJB1ZtzgY1PgA++eQTPPvss/D5fFizZo3k0vrT09P405/+FPNspLm5GQ6HAxMTE8jKykJ5eTmsVitMJlPMMNbo6Cg8Hg/n2fn9fhiNRjQ3N/M6AFRy0ciJmovykkWqMNSuXbuwe/fupMK6ciLXeiLBgVWTs6F743P//n1s2rQJn3zyCQAkLNATg0ePHiE3Nxd/+MMfYtZOMAwDh8OBjo6OiO3z4kWz2Lthe9ccO3aM1+EfCYtGLkgsypPjhi1GGIoVhN24cSPWr1/P3YCuX78Oo9EIh8NBnOFhkXo9keTAknDmxQddG5/5+Xn81V/9VVhIZPXq1ZK0Um5ubkIwGMTJkz8GsHAz/s53voPf/e53CSvopUw/JmnRyIEeFQBYlA7rkoLY64lEB5aUM+R46Nr4kNDT5Ze//KVi3iKJi0YO2INZg8EQNcRQW1uLkpISvP7661GNz9GjR7Fu3TocP3487PlYn7cYi8WCdevWoaenR5GssGTDULdv30Z/f39YGOrYsWNobm6WdfwkQbIDS7qzoVvjMzMzg/Xr10f0bM/MzERBQYHo14tWjPjgwQMsX74cn3zyieCssqVC8qKRGrUW5YkJ3zDU6OgofD5f2M+FhnW1jBocWCXOkPmgW+MTL/afm5sr2dlHKA8fPsRnn32GN954Az/84Q8lv14oalg0UqHWojypkFM1REuoyYGV8wyZL7o1Plu2bMEf//jHmD9ftWqV5GGhQCCA4eFhfPvb38Yf/vAHSa8VipoWjVSosSiPQhZqdWBJcTZ0aXzu3buHwsLCuFXlcvZ0SUlJwWeffYbVq1dLdq1Q1LpoxEZtRXkUstCzAysGxLZUkJILFy4klDOZn5+H1+uFz+fD/Py86GOYn5/H/fv3ASyoCvzHf/yH6NeIRbwsLbV38hRCR0cHjEYjPB4Pl0YshMbGRpSUlPB6bVVVFcxmM/r7+7lMIYp6uXfvHv70pz/FfY3X6416mC8m7Of/6U9/wueffy7ptcRGl8ZHiIcgV08Xubxgumi+oqysjDMCLpcLu3fvxsGDBxO29GY5d+4c7ty5E/c1JpMJDQ0NMJvNcDqdABbSYLV6bjI4OIif/exn+O53v4uSkhKsXr2aS9BYvXo1SkpK8N3vfhc///nPMTw8rPRwk0bvDqwY6NL4fPHFF4JeHwgEMDY2xumWLeWLFAgEcO/evQh5faFjSha6aMKx2Ww4c+YMAKClpQUpKSk4ffo0ampqEhqhkZGRmLtENrXV4XCEVYOfOXOGCOkZsfn1r3+Nb33rW9i8eTN+8YtfYGhoCH6/nztHLCgoQFpaGsbGxtDX14empib8xV/8BbZt24bf/OY3Sg9fMHp2YMVC2opCQknmRt/f34/a2ue4/4vd02VoaEjwmJJB6KKZmZnBli1bcOzYi3jjjV/h7t27Sx4DaYvGbrcjNzcXdrsdTqcTHo8HdXV12Ldv35KL8tra2kQryiORt956CydPnsTs7CzS0tKwbNmymK9NT09Heno6dw7y8OFD3L59G4cOHcIrr7yCl19+WTV/HzEc2GTLDAKBAHw+X0S7DrkcWLHQpfER40Y/OTnJGZIrV64gLS2N63HDIqSni1zGhy6a6NhsNvT29sJut8PlcqG/v58ryisvL+dex7co7/z586pVAODDnTt3cOjQIfzP//wPDAZDUhmL6enpMBqNMBqNYBgGf/d3f0eUCG089OzAioUus91yc3MxMTEh2/X4FB+yC1BqxGgpIPaiIS3zi9SiPFK4c+cOdu3ahbm5OdHlmEgSoY2H2PcQMZoSynUPEQtJjA/pnS//8i//En/+859luRbfni7f+MY38PHHH0s+Hrpo+EFiUR4JXL16FX/7t3+L6elpmEwmSa5BightPPTswIqFqManra0N//Zv/4Z79+7x7nw5MzODZ599FocPH8bBgwfFGkpc9NbTJRS6aIRDSlGe0uhNhDYeenZgxWLJ355onS9JP3RctWqVpJ8fyvT0NKdeHA3WIMk1plWrVslmfCwWC2w2W8JFI+d8JENZWRnKyso0Fz4Twv379/E3f/M3nM6b1IYHAB5//HH89V//taIitLFYtWqVbMZnZGQEt27diipyC3zlwJK+jhazpFTr3t5elJaWorGxEQ8fPlzSoeOaNWu4Q8dnn30W//Vf/7WUocWFRM90y5YtslxHzi8ou2hiCXfu2rVL9jFRhDM/P4/9+/dz6ufAQmhMCpqbm9DU9BIAcOHcuro6SVL+l4ISDmy0yAkgvwMrFkkbn7t376K+vh7j4+OiKSFnZGRg5cqV6O/vxw9+8IOEBXzJUl1dzVXYx6K+vh4tLS0oLCyM+nOr1YoDBw4kPYb8/HzU19cDWKj2X8pnCYEuGopQfv3rX0fMIZ+zPKFkZ2fjmWeewdatWzlZq4yMDPT09ODXv/616NdbCnp2YMUiKePz+9//Ht/+9rcxPj6O9PR0sccEo9GImZkZbN26VZKzmW984xvYvHkzAMTczk9PT8eVmXn66ae5zwiFb3ggPz+f20Zv3rxZthswXTQUIczMzODHP/5xxPPJdsSMx9TUFE6dehWnTr0als6emZmJ//N//g8ePXok+jWTRc8OrFgINj6ffPIJampqMDo6GvdsZ6lkZGQgKysLBw4ckESGgz1X2rRpE9fXJZSzZ8/ixIkTMeOs7e3t+MlPfhLx/KZNm2CxWBJef2BggPMm5Syso4uGIoRf/epXEernwIJRWlzXJgZXrlyJSNvPzMzE3bt38eabb4p+vWTRswMrFoJODbV06Hjs2DG8+eabuHbtWlKfG+uLJbQxWVFRkawH2eyi+eMf/xiz8yafRbNu3boIgVK+nTzFWDSkp/NrhXgCqAzDIDMzU/JkgFARWqUU0KNhs9nwxz/+EZs2bQIQufbPnj0b9/3t7e1R/3abNm3i1ZRwYGCAe41alCFC4Z1qHa3zpVTplnJ1vtRrT5ef/vSn+NGPfkREJ89XXnkF//Iv/8LrtaOjo3jrrbfQ3t6Ozz//nFc6/9zcHKanp/Hss8/iueeew/e///2YhaKUcD7++OOESt9ytB4ZHx8HwzBISUnBn//8Zzz11FOSXUsI09PTWLduHRiGUbQp4apVqzA4OIjMzExFrp8svO/k0Q4dpch4kfPQ8Qc/+AF27NgBYKEwkO3rIiWhIb7vfe97+MEPfiD5NRfz93//98jPz8e1a9dw69Ytwe+fnp6OutBcLpcgw5OXl4cXX3wx4evm5+fx7//+7/j2t7+NV199FQ8ePMCyZctiJrqwqfx5eXlYuXIl1qxZg/7+fjQ2NuKZZ57B2bNnicueIhE+dWesCK0UITj280NFaP/zP/9Tkuskg8FgwD/90z/FXA9SEuoU/PM//7PqDA/A0/jEOnRkvxRiIuehY2pqKpxOJ/Ly8uDxeGC1WiXv6cLuelatWoXf/OY3ou7k+JKfn4/jx48rvmj+8R//MWHI5osvvkBlZSVeeuklBIPBpBJc2NqzlStXYmpqCvX19fjud7+rmKeqFoRIHjEMwzVpFEu5eX5+HmNjY2GOAkkyTABw5MgRfOtb3wKwoHwhlepDKFarlXPMn376aRw5ckTya0oBrzvfuXPnYh46PnjwQPRBRTt0XLZsGe7evcv1RBGLVatWoaWlBQDgdDphtVol6ely4sQJmM1mTlr/lVdeUfSA8MSJEygtLQUg366vvLycWzSlpaX40Y9+FPf1brcb69evx507d0RN5y8oKODCN6TdzEhCaLX8zMwMJ0K71KhIrNYjpFXwP/744+js7AQA+Hw+TtFcCMk0Jbx+/TqAhYjU448/LmzQhMDrzGfDhg0xF2lqaipWrVol2s0hFmy7WKlkaELPfw4fPoyNGzfi8uXLuHz5ctJppWxPF6vVCpfLFdbTRe5znmi43W5UVlZiYmIirMUzXxobG9HT08MrdFdVVQWTyQSn0wmj0Yje3t64ad8dHR1cq2+p2no/evQIfr8fb775pioPbKUmUVZkIlJTU5GVlSVYhHZycjLumiNRC3nx/WNqagrnz5/nde8oLCzEl19+GTdZx2Qy4eDBgxG9oUi4jyRLQuPDMEzCxS+HAZqYmODCJOPj45IINnZ3d8Nut3M347q6OgSDQdy4cQO3b9/m1dOFbce8ceNGrF+/Hn6/H06nk9ieLqGL5vjx4/B6vYovGrfbje3bt4NhGFk0xCYnJ/Huu+8SWQOlJEs1PosRQ4QWINP4AF+tpaysLNTV1XEO7Pnz55P+TJPJhF27dsFqteLGjRuaMTwAD+MjJCNs+fLlyMvLE/0cY35+HiMjI1wDMin/8G63G3a7HTdv3gzbuYRy+/btiPdlZ2eHha78fj9cLhfeeecd4nu6hM5xXV0drFYrLl26tORd37Zt27Bv3z5Buz6GYbBhwwauN0lRUVFS1xfCo0ePkJqair6+Ps2pUC8FsY1PIvhmS5JqfIDoDmxWVpagpoRmsxl/8Rd/wfWSIt2BTZaExsdms+HChQu8P/Cxxx4TvfOlz+cLi/3u3buXUxiWimg9XcrLy2E2m2Om6vr9fvT396uyp4sYiyZWJ8/r16/zXjTbt28PC6uuXr1akh11tHR+i8Uim9q5GhCj9xNf+Co3k9b7KRrRHNjy8vKwc+RoDiwQ2ZTw8uXLmm1KmDCeIVTqXo7Ol3LI77MGg+3p4nK5wuphzGZz2JfJ4/GE3ZzV1tOFhE6eHR0dEed5MzMzohsfNp2f/ffU1BQyMjLw4Ycforu7WxVeJcMwuHr1KtfuAfiqk+XatWsBgGvvUFFRkdR3UM7vLV/lZjWspbKyMrjdbs6BbWtrg9PpDGtKGLpeQonVlLC1tZV4B1YoCXc+8ZIN+CJ258uysjL09fUtaUxC0VNPF6U6eRYVFUW0As7MzERBQcESf6NIon0PHzx4gJycnKiZnaTQ2dmJ9vZ23L59W1DPLJvNBpvNhueff573tYRGPeRAjqiHmAhpSqh2B1YoCY0PPXTUJ3J38ox3tpibmytZxlsoDx8+xGeffUbkYe7FixfR2NgIv98vuHUJG4W4f/8+SkpK0NraisrKyoTvczgcXMYhKZA4N3zRkwPLB9mNTyK0cOioNeRYNIl22KtWrZJcQ0zqdP5kYBgGe/bswaeffiqKgvzs7CwYhsHmzZvR1dUV1zkYGhpKmPBRX1+PkpISvPbaa1FDZlarFatXr47QAeRLfn4+bDYb15BxcHCQCytS1E3CM5/S0lJZDx35dL5kiyMp8iB1J0+GYRKGdr1er+QaYuxZ1tWrV8EwjOKhDrfbjerqaszNzYneM+ujjz7Chg0b0NXVFdNZWLt2Lbf+SRChLS0tpYZHQyTMBFDi0DFR50ulbwoUceETw2c1xHw+nyS6bKEaYnzHJCXd3d1crZMU2X5GoxFzc3PYsWNH3F0eG+IiofWIWsNtlOiInmotB2o7dKTER6/p/LEgqciWYRisXbsWc3Nziio3m81muN1u6nhqiITf6srKSuKMj9SpsHKksVK+Qq/p/NFgGAbV1dXc9eXomWUwGFBdXR21yDY3NxcOhwOHDh3iFSYTk9DWI83NzXSdaYyEOx89HTrKmcZK+Qqazv8VpBbZsgWnrIrH4gxIsQnVGlRDYSlFOAndRfbQESCjXawUh44XL15EcXExXnrpJQwPD/PuFVNQUIAnn3wSLpcLL7zwAjZs2EBMlpSaEOPGMjk5Ca/Xi8HBQVy5cgXvvfcexsfHwx5jY2O4d+8eBgcH4fV6YxoescYklFhFtmITq2cWW2Qba2xGoxEej4fTLxRCMsrN/f39nDIGRXvwUrVm8/1J6HwpZqWvkmmslK+g6fwLkF5k293djerqagDyKTe///77vGqSFkND5+TDy/ho8dBRijRWlomJCSxfvjxuGivlK6iGmHqKbKOJ0F69ehU9PT3w+XxJXTdZEdpo0NC5euBlfABh6tZiEnroKFZ1c3d3N/e7SLWoZ2dnMTs7i7fffjspz01PVFZWyiboaTAYUFtbi5GRkYi28MBXGmJyF5qqqcg2VIS2vLwcdXV1WLFiBa5fvw6Xy8VJLcUjmgjtUpSblVCAoCwN3sYH+MpDNZlMyMrKUuWhI0lprJQF9J7Oz7dnltRFtkJ6ZrndbthsNng8HmRlZWH37t2oqqoKE9v1+XxRd0NiKjfT0Ll6EWR8QjtfshLhQs5/pOx8yQfaK4ZM9K4hJiSqkJOTgyeeeIKYnlmLRWhZAdp4SQliiNACNHQeihrPuAQZHyDy0NHn8/FuOib3oeNiSE1j1Tt6SuePhtqLbOUWoQVo6JxFzWdcgt0nm82GM2fOAADa2tpgMpngcDhQU1MDk8kU970jIyMxDQ/bdMnhcES0XBZj4klOY9U7ekjnj4cYRbbJEggEcO/evYi0cyFjys3NRXNzM4aGhtDX14fW1lZUVFSgoqKCC5uzD/b51tZW9PX1YWhoSHABqdvtxqFDh8AwDJYtW8b7fULJyMjA8uXLsX//fuLqjLRQHiJ458MSeuhYXFyMH/7wh9yh4/Xr1/Hxxx8nzH4R+9AxHqSnseodrabz84EW2fJH76FzLZ1xJW18gPB2sbEOHfl2vpSyXaxa0lj1jBbT+flCe2bxR8+hc62dcS3J+LBEO3Rcv349VqxYwclxLEasQ0c+qCmNVc9oKZ1fCLTIlh/Rvh/5+fkwGo2iXic7OxtdXecBANXVNZzz7PP54HQ6FWmzrsUzLlGMD6DMoSPfcaktjVXP6FFDjBbZ8kOvoXOtloeIlq8p96EjX2ivGHWhRw0x2jMrMR0dHRGGB1hIGhofHxf9eleuXIk4M8vMzMTQ0JCs3xMlVc6lVnYXbedDKmpPY9Ujoen8x48fh9frJVZDTAz0XmTLB72GzrV8xiVupRqBqD2NVY+EpvO3tLQgJSUFp0+fRk1NTVgySzSUTOdPFhJrSJQ414gF3zbr0RKbxGRxm3Wp0Xp5iOZ3PjSNVb2EpvNbrVbU1dUhKyuLS1K5ceNGwt2QnOn8yaL3IttEqFkBYilo/YxL+gCiwojVK4Y1JFeuXEFaWlpEnFlIGitpB7nRIEGuw2azobe3F3a7HS6XC/39/aipqUF5eTnKy8u51/FN5z9//rxk6fxLgS2yvXnzJgwGQ9SdG58i23Xr1kUYn1iftxgli2wTIcT7npycxMzMjOih87GxMc7wsGOS0vgkOuMSO+MtmjMdesYlxe+qeeMjNom8gGSKGkkinlwHmxI8MDCAQCAAt9stuVxHWVkZ3G43l87f1tYGp9OJ8vLyMB2xaMRK55e7iJQPdrsdDQ0N2LRpE4DIItuzZ8/GfX97e3vUM49Nmzbx+j4ODAxwryGtDk2PbdZPnz4d82cMwyAzM1PyMy52vUtlfDQfdqNprPxQgyQ9qen8YqDnIttE6C10rpfyEM0bH9orJj5qletgw4FsSGbxHFdUVABYCN2x4UHS0WuRbSL0pgChlzMuxY2P1GcLNI01NlqT69ACeiyyTYTeFCD0Uh6iWKp1Z2cnKioq8NRTT+HIkSPo7OyEx+OBx+NBSkoKUlJSMDAwgI8//hgOhwMHDhxAXl4eqqur0dnZyfs6NI01Ot3d3VzVtBR1A0ajEXNzc9ixYwcxuzw1oMci20SwiudyYLFYYLPZEu48pByTXspDZDc+ckuB87nR19fXo6WlBYWFhVF/brVaceDAgYSfE4v8/HzU19dz/1faIFJJenIpKyvjjIDL5cLu3btx8ODBhPVNLOfOncOdO3fivsZkMqGhoQFmsxlOpxPAgjNC6g5VbwoQExMTgt/T39+P2trn8MEHH8Dj8cDn83EZoDt37uTOuWIxNTUFn8+H4eHhqGHHZMaUCNmMD8Mw2Lp1Kw4fPozZ2VnBh9rAgjEyGo1Ys2YNvF4v9uzZw3nvsdB7r5jFaFmuQyvorcg2EXIan+npabS3t0c9swXAPS/lmMQqD/F6vRgcHMSVK1fw3nvvYXx8POwxNjaGe/fuYXBwEF6vN2ZyhVhjWowsZz5Kny3ouVfMYrQs16E19FJkmwi9tVnXyxmX5MaHBClwmsa6gJ4l6dVKaM8sdudSXl5OXM8sKdGbAoReykMkDbuRcraQm5sLh8OB6elp2Q1P6IGxVMrdfDl58mTEc3zEOoUyNTWFU6dexalTr4bdFDMzM4nzYEmHLbJtamrC3Nwc2tra8OKLL6KtrQ39/f0YHR2F2WzG+vXrIx6jo6O4ceMG95533nkH6enpaG1thdvtVoXhAfQXOtfLGZdkOx8S293qOY2VdnNVP1ousk2EnkLneikPkcz4kHi24Ha7UVlZycXQWcPAl8bGRvT09ODWrVsJX1tVVQWTyQSn0wmj0Yje3l5FPU0tStKToD+nFFosso2HnkLnejnjksT4kHy2oLdeMYD25Dri6c+xPHz4EIFAgNOek1J/jiIPelGA0MsZlyRnPiSfLegxjVUr3VzlrhGjkIXdbufOfsxmc0xBWTFhw3zAwlmPHOFivZxxib7zUcvZgp7SWNUu16FW/Tkx0XOIMRQSQ+dSzI0ezrhENz5qOlvQSxprMuKqCzuMf8UvfvFLfP7556JL0vM991G6RkxpaIgxElJC51LOjR7OuEQ1Pmo9W2B7xUxMTCArKyusV0xoBlEosXrFNDc3E9crRq2S9CTUiCmFGlpcKElohKWurg5WqxWXLl3C5cuXkw7xm0wmbNu2Dfv27YPL5QoLnYdGUOSaG62fcYlqfNQsBa7lNFY1StK73W5OOmnNmjWSywBNTk7i3XffVXwHREOM/JE7dK7E3Gi5PERU46P2swUWraWxqk2ug8QaMTnQe4gxGeQKnSs1NySecYmFqMZHzWcLWkZtch0k1ohJjZ5DjGIgZehc6bkh5YxLbEQ1Pmo9W9A6aurmSnKNmFToNcQoNlKEzkmZGyXPuKRCVOOjxrMFPaAmuY6ioiIu3MaSmZmJgoIC0ccQzbl58OABcnJyMDg4KPr1oqHXEKPUiBE6J21utFYeQrTxSYTS7W7VglrkOtRSIyYmegwxqgUS50ZL5SGipprprd2tWlBLN9fTp0/HfD/DMHHj1mLBOlBytJTu6OiICD3y3c0LITs7G8888wy2bt3KlThkZGTgww8/FF0sUiuQOjdaUjlXPOEgWZZ6tqA32KQDg8EQ9SZeW1uLkpISvP7661G1oo4ePYp169bh+PHjYc/H+rzFWCwWrFu3Dj09PVGTDdRaI7YU9BZiVBNqmBu1l4commotB1JIgasR0uU61FwjlgxaCjGy8jK9vb2cU6Fm6R81zo0ay0NENT5qOVvQI6TLdWilRowvapKhikVnZyd+/vOfw+v1akr6h6S5kTNbV279QFFdR7WcLegR0ru5Mgwj6DMDgQDGxsY4uZKlKHEHAgHcu3cvIl1f6Jj4wjBMwpIEr9cb9dBYTNjPv3r1qqDfNVRdfHp6WlPq4qTNjdvtlux7yNLZ2YmKigo89dRTOHLkCDo7O+HxeODxeJCSkoKUlBQMDAzg448/hsPhwIEDB5CXl4fq6mp0dnYmfV1RjY9epMDVCsmS9BMTE4I/u7+/H7W1z+GDDz6Ax+OBz+fjFu3OnTu5WHospqam4PP5MDw8HPUwOZkx8UGtLS4YhsHWrVtx+PBhzM7OCtY1AxaMkdFoxJo1a+D1erFnzx6ujoYE1Do3yaB0ixLRVa1JP1vQO6TKdeipRkyNIUa9SP+ocW6EQop+oOjN5Ox2O4xGI65du8brBrWYWGEhl8slyPCw2RyUcMrKyrg0YpfLhd27d+PgwYMJG+mxnDt3Dnfu3In7GpPJhIaGBpjNZjidTgAL3pucN5bBwUEMDAyAYZiwx/379zEzMwOr1QqLxSLbeEJRW4ixu7ub251IUediNBoxNzeHHTt2KB6GU9vcCMXtdnOFs2IYHmAhNXzlypX46KOPBKnciG58SD9boJDZzVVPNWJqCjG63W4cOnQIDMNg2bJlgsfNl4yMDCxfvhz79++XVEk5EWqaG6GQ5kSIHnZj0bIUOAmIkZlCklyHnmrE1BJiJE1eRg7UMjdCIUWjLhTJjA+pZwtqR+zuiaTIdeipRkwtMlQkystIjVrmRgikOhGSGR9Au1LgSiB190Slu7nqqUZMDS0u9KguDqhjboRCqhMhqfEBtCkFLidyZqYoKdcxNDSU0COrr69HSUkJXnvttagSQFarFatXr8a5c+cEXx9YuLnabDa0t7cDWEhakCJVXw0hRjXIy0iBGuZGCCQ7EZIbH4CsswU1oWR6qxJyHaTrz4kF6SFGNcrLiAXpcyMUkp0IWYwPQM7ZglpQunuiEuilRoz0ECNJ8jJyCwOTODfJfhdJdyJkMz4sSp8tqAESM1PkgHT9ObEgOcTIV138a1/7mqQGSE518VBInhuhkO5ESHtXiwJrMNizBZfLFebhqkEKXEoYhkF1dTVXWCa14QEWdgzV1dWKd7Zka8QOHTokS++eUIqLi7nvmtQ1YqwMVbwQIx8ZqnXr1kXc4PiGGGPJUPGVl/niiy8kOTtgP3+xvIxcoTeS50YIfDXqpG5Rslg/MHRdyb7zWYwapcClhNTMFDnRQ40YqSFGoWcemZmZKC8vV5W8TCJInRshqKFFieLGh/IVJGemyIkeasRIDTEmk+21IE75r/jlL/8v7t27l/RYAoEAfD5fROGl3Oc+pM6NENSgUSe6vA4leU6ePBnxXLLp6PGYmprCqVOv4tSpV8MSPDIzM4k4bNWD/hypMlRLkZf57//+b6LlZfhC6twIQQ0adXTnQwikZ6YogR5qxEgLMWpVXiYZSJsbIQgR+IxFTk4OsrKykJ2dHTWNejFTU1Pw+/0RRodlcWM8anwIgfTMFKXQeo0YaSFGLcrLJAtpcyMENTgR1PgQAN/0VqkzU5RKb02E1mvESJKh0qK8zFIgaW6EoAYngp75EICeuicmQ1lZGdxuN5qamjA3N4e2tja8+OKLaGtrQ39/P0ZHR2E2m7F+/fqIx+joKG7cuMG955133kF6ejpaW1vhdrsVNzwAWS0u5HQ4RkZGcOvWrZjZZLt27ZJ9TIshaW6EoIYWJXTnQwBqyEwhBSX156SGhBCj1uRlxIKEuRGCGjTqZC8ypUQiRmZKsjn6sdJbxeyeKCa5ublobm5Gc3Nz1Boxn8/HvVZtNWI2mw29vb2w2+1wuVzo7+/nQozl5eXc6/iGGM+fPy84xFhZWUmc8VE69Z8dg9JzIwQ5navp6WlOjSEarEFaPCa68yEANWSmUORFKRkqLcnLSIUaJMJI1KiLyCgNUhQHgKiPoqKioMViCebm5oY9li9fHszMzOT9ORRlGR8fDzY1NQXNZnPE3JhMpmBxcTH3WPxzs9kcbGpqCo6Pjwu+bmlpaRBA0GAwRP1e1NbWBl9++eVgYWFh1J8fPXo02NLSEvF8rM9b/LBYLMFdu3YFAQRLS0tF/7uKgVJzw5fBwcGEf+f6+vpgS0tLzHm0Wq3BAwcOJH0fys/PD9bX13P/HxwcDBsj3fkQgBoyUyjKIqcMlRbkZeSEVIkw0luUUONDADS9lUISWpCXoZDvRNBUawKg6a0UktCCvAwFsNvtMBqNuHbtGq9C18XEmn+XyyXI8LBZpovR5c6HYRhcvXqV2y4D4Lr9sQeb7Pa4oqJC8gVA01spJMLuyFmDIKS6PxmUUBfXOkLUrcUktEVJLOkqXRmfzs5OtLe34/bt23j88cejtip4+PAhAoEAZmZmuIfNZoPNZsPzzz8vybhUkZlCkQzSnCGWUHmZuro6+Hw+XL58mff71aAuHg1S5yNZSNWo04XxuXjxIhobG+H3+5GWlibovWwtzf3791FSUoLW1lbRW07T9FZ9QqozFEqovMzhw4cBAE6nk3h5mWRQw3wkA6kadZo2PgzDYM+ePfj000+Rnp6+5M+bnZ0FwzDYvHkzurq6RPV4SM9MoYgH6c7QYkJDN4cPH8bGjRvhcrnQ09MTVtQrBJLUxdU2H8lAokadZo2P2+1GdXU15ubmRO8EOjExgeXLl6Orq0u00ADpmSmUpaMmZ2gxofIyVVVV2LdvH7KysnD79m24XC7i5GX4oOb5SAbSWpRo0vh0d3dzf2Sp+uDMzs5idnYWb7/9tiieDk1v1TZqc4aiEU1dnHWWWG7fvh31vaSpi2thPpKBJI06zRkft9uN7du3g2EYrFmzBo89Jq183eTkJN59911RvmQkZ6ZQkkeNzlA8osnLlJeXY+PGjTHfI7e8TDy0Nh9CIaVFiaaMD8Mw2LBhA5eZkugQXwwePXqE1NRU9PX1ibJbIDUzhZIcanaG4sGqi7NGKBSz2Rx2IyNJXVyr85EMSmvUacr4bN++PUyye/Xq1aJvqQGgubkJwWAQJ0/+GMCCl2OxWESRMCc1M4UiHC04Q3wIlZdhGCZCrYMUdXG9zIcQlGxRohnjEy1klZ+fD6PRKOp1srOz0dV1HgBQXV3DbU19Ph+cTqcoB6YkZqZQhKMFZ0hL0PmIj9wadZoxPkVFRZxHw5KZmYmCggLRrxWtZcGDBw+Qk5ODwcFBUa5BWmaK1GitsE9LzpAWoPNBHpowPvEO6nNzcyU7VAzl4cOH+Oyzz0S9kZOUmSIVWi3s05ozpHb0Oh8kO3WaMD6JmrGtWrUKBoNB0jEEAgEMDw9HtIpdKqRkpoiNlgv7tOoMqRU9zocanLolGR+GYXDhwgUMDQ2ht7cXDMPA7XZj7dq1sllVhmESfnlSU1OxYsUKZGdni359lomJCa42Z3x8XPTfVenMFLHQQ2Gflp0hNaKn+VCTU5eU8SHJqgqpjcnJycETTzyB1FRxO0nMz89jZGQEgUAAgHRnKEpmpoiBHgr79OIMqQW9zIcanTpBxodEqyq0HcFjjz2GLVu24NixF/HGG7/C3bt3lzwGn8+HyclJ7v9ytCMgtXtiLPRS2KcnZ2ipyHEeoYf5UKtTx6vCarFVFWp4ACA9PR1GoxFGoxFerxd79uwRxaoyDCPo9YFAAGNjY5wxnJ+fT/rLFggE4PP5MDMzs6QxJUNZWRnKyspUocHmdrtx6NAhrrBPKjIyMpCRkYH9+/crVtgnxOmYnJzEzMyM6M7Q2NgYd6Njx0SS8YkXOWFbyg8MDCAQCMDtdi8pcqL1+ZDaqTMajZidncWOHTtEd+oS3nXdbjdXmCXGdg5YuEmsXLkSH330UcJ4bCIWV1fzob+/H7W1z+GDDz6Ax+OBz+fjDux37tzJZavEYmpqCj6fD8PDwxGGJ9kxaRWGYVBdXc0ZZKkryoEFkdXQa8qJGM5QsgQCAdy7dy9sF57MmKTi4sWLKC4uxksvvYTh4WEsW7Yspqeenp4Og8GAvLw8FBQU4Mknn4TL5cILL7yADRs28D430fJ8hDp1y5YtE+Uzo5GRkYHly5dj//79oiqgxA27qSFUwnpKYlFUVIS0tDSMjo6GPT8/P4+5ubmoxiYaGkgiFAW9FfYt1ZkCFsI/WVlZyM7Ojpq2u5ipqSn4/f6ImxxLWVkZ+vr6ljSmpaDkeYRW50MLag0xjY9aNJDENj6J4NuigBoffRb2UWcoHKXPI7Q6H1pw6qIaHzVZVVaIUw4sFguOHDmC6elpnDhxIubrqEDnAnos7KPO0FeQEDnR4nxoxamLeuZTXV0ddtOYnZ1d0kVi0dzchKamlwAAaWlpmJubw969ewV9hpwppCMjI7h161bMRm+7du2SfUyk0tHREWF4AGBmZgbj4+OiX+/KlSsRoZDMzEwMDQ2ho6ND9OvForS0VLZrWSwW2Gy2hNlcco6JhZTzCC3Ox8mTJyOeS1ZyKx5TU1M4depVnDr1algRe2ZmJhoaGpb8+RHGp6OjI+Iwj+9WUgjZ2dl45plnsHXrVi6/PiMjAx9++KGgDBU5b/TT09Nob29HT09P1J+zz1PjA5w+fTrmzxiG4dXae6mwXq+cxoc6Q2QlmWhtPrTk1EUYH7VZVZJkVVj0Lh7IKl3Ew+v1RpUEEhP2869evSpbxhd1hsiKnGhtPrTk1IUZHzVaVT43+vr6erS0tKCwsDDqz61WKw4cOMDretHIz89HfX09938SDaKc8Nm5zs/Pw+v1wufzLSmdNd7n379/X9CYxIDEuZfTGSItcqKl+dCaUxdmfNRoVdeuXcvFUGPpM01PT8cd+9NPP43NmzdHPM9X7yk/Px8jIyMAFuK5bHW2XhFa2DcyMoLCwkKcOvVzfP3rXxdlDNEK++RA784QaZETLc2H1pw6zvio2aqy1cKbNm2C1WqN+PnZs2dx4sQJzkAspr29HT/5yU8int+0aRMsFkvC6w8MDHBbapIqyZVCy4V9idCzM0Ri5ERL86E1p447CRRiVZcvX468vDxJNJAWW1U+N3O73Y7m5mZcu3YtKXXaWF++WAeHsWDFO/XOUlQnWMQu7JNTdcJut6OhoQGbNm0CEPk9Onv2bNz3t7e3R/0eb9q0iVca78DAAPcaOb+PiSInmZmZkqtHh0ZO2N9dK/OhNSkxrs5HqEDn448/ji1btuAf/uH/IUKgU4iAoJgUFxdzCtKkCjjKjVYL+/jCMAzWrl2Lubk5GAwGTs1YbsxmM9xutyyH7iSrR2tlPrSm1sDtfIRasLm5Ofh8Ps6qLgUxrKrdbofD4cDNmzdhNpsBIKLtgNhYrVb4fD4AC9tpuQwPyd0JpSBRkSjfwj65yM3NhcPhwKFDh2Q5Jw0l1Blqbm6Wbe6FRE6kVI+OFjnRynyIUbg+OTnJGZIrV64gLS0tIiQqxKlbypi4nc9SrWpqaipnVQ0GgyJW1e12o7Kykms77fP5IvraxKOxsRE9PT24detWwtdWVVXBZDLB6XTCaDSit7dXchVlkvooxYOqTizA/h3kdob6+/tl/33V0NpE7fOhNbUGzvVY6h+G9Tq++OILDA4O4sqVK3jvvfcwPj4e9hgbG8O9e/cwODgIr9cb0/AkM6aysjLuoNHlcmH37t04ePBgWMvpeJw7dw537tyJ+xqTyYSGhgaYzWY4nU4ACx6WlIZHCTXgpaC1wr5k6ejogNFohMfjgdlsRnFxsaD3NzY2oqSkhNdrq6qqYDab0d/fD6PRKGthLaCOJBO1z4fW1Bq4nY+WrGro+U9dXR2sVisuXbqEy5cvJx0iNJlM2LZtG/bt2weXy4W2tjYA0p7zqLE7ISDcC5YDORr8RaO7uxvV1dUAgOPHj8Pr9eL8+fO8voeFhYX48ssv44aKTCYTDh48CL/fz30n33//fdnrW9RyHqHm+aisrJRNpd1gMKC2thYjIyNRi2Z37dqFnp6eJbUF54yP1kIlbLyXDcHV1dUhKysL169fx/Xr13Hjxo2EXziTyYSNGzeiuLgY5eXl8Pv9cDqdcLlcnDcjVQGf0mrAS8HhcIii/SQmSiaDaMUZioeakkzUOh9ac+o446M1qwos3MDtdjtu3rwJk8mEmpoalJeXh4XhPB5P1Nql9evXc//2+/24fPkyLl26BL/fj9LSUnR0dEgWaiNBDXgpDA0NJVRCr6+vR0lJCV577bWo9VdWqxWrV6/GuXPnkhpDfn4+bDYb2tvbASwkLShZ/Kt2ZygRaoucqHE+tObUJZ1qLQdihUqam5vhcDgwMTGBrKwslJeXw2q1wmQyYcWKFVHfMzo6Co/Hw30Z/X4/jEYjmpubJW1drZY+Solgd9IGgyFqmKK2thYlJSV4/fXXoxqfo0ePYt26dTh+/HjY87E+bzEWiwXr1q1DT08PMS0u1OoM8UGNkRO1zYfWnDrO+GjNqi6GYRg4HA50dHREZLksNkKLM+TY4tFjx45JenCtpj5KiWC/T6zihNCCXYPBELUmI5m06tbWVkkdBqGoyRnii5ojJ2qaDy05dZzx0ZpVjQdbH8PuqhYvmoqKCgALu0G2XkYOtNCdkEUrhX1SoQZnSAhqj5yoZT605NSFdTLVklVVG1rpThgKVZ3gB6nOkBC0FDkheT605NSFGR8tWVW1odWW02ov7KPwQ0+RE6XRilMXpm9ht9thNBpx7do1XlX+i5meno5qiV0ulyDDozeBThLVgMVC7YV9FH5oST2adOx2O/e3NpvNnGMnJaHdAsSSEgszPqwGUiwjIiWhNyU5NalIQI19lPiiVdUJSiS0tYl8aMGpCwu7sdBQiXyQrAYsJmot7KPwR0vnEWpAzWoNwKKdD0uoVS0uLlalVVULWutOGAu73Y6uri4YjUY4nU44nU7s3r0bb775JhoaGrBt2zZeuyGTyYSqqio0NDTA4XBg9+7daGtrQ1tbG4xGI7q6uqjhUQgaOZEXm82GM2fOAABaWlqQkpKC06dPo6amJuFaGhkZiWl42Jonh8MRZnjOnDkjakF61J0PoH6rqhbUoAYsJmor7KMIh0ZO5EWNag1AHOMD0FCJHCRTnLegcP2v+MUvfonPP/9c9O6ES5U14oOaCvsowtB6axMSUaNTF9f4AOq1qmpBLWrAUqCWwj6KcGjkRBnU5NQlND5ApFWtqqqC1Wol2qqqBTWpAUsJyYV9lOSgkRNlUItTx8v4sMSyqllZWTFzzWmoJD5qUwOmUIRAIyfKQrJTJ8j4APGt6uKsOBoqSYwa1YApFCGo8TyCIj2CjU8obrcb3d3d6O3tBcMwETdRGipJjJrVgCkUIajpPIIiPUsyPpSlo3Y1YApFCGo5j6BIDzU+CqMlNWC9wDAMrl69ysXTAXDafKyeGLvTr6iooDfKGJB8HkGRHmp8FIaqAauHzs5OtLe34/bt23j88cej9lp6+PAhAoEAZmZmuIfNZoPNZsPzzz+vwKgpFDJJrjqRIhpUDZh8Ll68+L+FvS9heHgYy5Yti9nkLz09HQaDAXl5eSgoKMCTTz4Jl8uFF154ARs2bKBnaRTK/0J3PgRA+yiRCcMw2LNnDz799FOkp6cv+fNmZ2fBMAw2b96Mrq4uGo6j6BpqfAiAqgGTh9vtRnV1Nebm5kRvZT4xMYHly5ejq6uLnmNQdAsNuxEAVQMmi+7ubmzfvh0Mw4hueADAaDRibm4OO3bsoGE4im6hOx+CoGrAyuN2uznDs2bNGjz22GOSXm9ychLvvvsu3QFRdAc1PgRB1YCVhWEYbNiwgUubTpSFKAaPHj1Camoq+vr6JNt10tRwColQ40MYVA1YObZv3x4WBlu9erUkYbfm5iYEg0GcPPljAAuJCBaLRXSlC5oarg706hxQ40MgVA1YfkL/5iz5+fkwGo2iXic7OxtdXecBANXVNZyemc/ng9PpFEUg8+LFi2hsbITf70daWpqg9z58+BB+vx/3799HSUkJWltbqWMiEXp3DqjxIRSqBiwvRUVFnLfJkpmZiYKCAtGvFa3n0oMHD5CTk4PBwcGkP5emhqsD6hwsQI0PwVA1YHmItuthyc3NRV5enuRjePjwIT777LOkd6I0NZx8qHMQDjU+KoCqAUtLom6yq1at4q0WkSyBQADDw8NJKYp3d3dzxlMqQzk7O4vZ2Vm8/fbbqvW0lYQ6B5FQ46MSqBqwNDAMk/CGnZqaihUrViA7O1uycUxMTHA1XuPj47zniaaGkw91DqJDjY8KoWrA4hEv5LaYnJwcPPHEE0hNFbc2e35+HiMjIwgEAgD4J4FoNTVcS1DnIDaqMj5qSUlUyzgpwvspPfbYY9iyZQuOHXsRb7zxK9y9e3fJY/D5fJicnOT+z7efktZSw7UGdQ7iI60ZFol4KYkpKSkAgIGBAQQCAbjdbsVSEtUyTspXMAwj6PWBQABjY2Nc1tH8/HzSO6FAIACfz4eZmRnBY+ro6Ig4G5qZmRHd+GRnZ+OZZ57h/j01NYWMjAx8+OGH6O7uptmScaiurg7LoJydnZXcOUhLS8Ps7Cz27t1LvHNA9M5HLSmJahknJZJEyQZ8yMnJQVZWFrKzs6OmUS9mamoKfr8/bLcTSllZGfr6+uJeUwup4VpGS3VjUkGk8VFLSqJaxkmJDbsjFYuioiKkpaVhdHQ07Pn5+XnMzc1F7HJiEW9ZaiE1XOtQ5yAxxBkftaQkqmWclPiIbXwSwbfHUrxlqfbUcK1DnQN+ENVSQS1S9moZJyUxbBdZObBYLLDZbAmz6+KNiWGYhGFCr9cbtfBYTNjPv3r1quBzM61z+vTpmD9jGCau9qJYsE5VR0eH5NdKFmKMj9vtxqFDh8AwDJYtWybZdTIyMrB8+XLs378/qVi/WsYpNwzD4MKFCzh58iS2b9+O7du3o6ioCEVFRdz/T548iQsXLhB1s5IztDkyMoJbt27F7FS7a9euhGPikwU3Pz8Pr9cLn8+H+fn5ZIaa8PPv378vaEx6gToH/CHC+DAMg+rqau6PJHUuPLDQejr0mnxQyzjlpLOzExUVFXjqqadw5MgRdHZ2wuPxwOPxICUlBSkpKRgYGMDHH38Mh8OBAwcOIC8vD9XV1ejs7FR6+LIan+npabS3t6Onpyfqz9nnl2p8WCYnJzEyMoLCwkKcOvVzfP3rXxcy3JiMjY1xNUlCx6R1qHPAHyKMT7SURClobm5CU9NLAIC0tDTMzc1h7969vN+vlnHKwcWLF1FcXIyXXnoJw8PDWLZsWcwQZHp6OgwGA/Ly8lBQUIAnn3wSLpcLL7zwAjZs2KBoaJHEzMJ4GUpipIYnSyAQwL179yKy9Eh1jJSAOgf8UbzORy31CmoZp9QszvATmloOLBgjo9EIo9EIr9eLPXv2KJbhZ7PZ0NDQEPc19fX1KCkpwWuvvYaRkZGIn1utVqxevRrnzp1Lagz5+fmw2Wxob28HEN8gTkxMCP78/v5+1NY+x/1f7NTwZMbEBzUWa6u1bkwJFM92U0tKolrGKSVazfBj25cbDIaoh8G1tbUoKSnB66+/HtX4HD16FOvWrcPx48fDno/1eYuxWCxYt24denp6ErYzV2NquFDU3OdGrXVjSqCo8VFLSqJaxiklWhZHdDgcaGhogNVqBYCYCQGxMBgMMBgMnDAoC9+06lBaW1vjqo6rMTWcL1oo1taDcyAWihoftdQrqGWcUqF1cUSGYbB27VrMzc1FNSJyYTab4Xa744aP2F2aHFgsFhw5cgTT09M4ceJEzNcl2q0lQkvF2lp2DsRGsYQDtaQkqmWcUqGHDL/c3Fw4HA5MT0/LbniKi4u5fzc3Nye8UaotNTwRbrebE98Uw/AAC2UKK1euxEcffSRKGEwIaqsbUxLFjI9aUhLVMk6p0EuGn91u5xap2WyG2WyW/JpsmA9YuEHwCaeqLTU8Hlos1taacyAlRBsfFiVTEtUyTimIleEnNmyG39atW7mGbaEZfnLR0dEBo9EIj8cDs9kctivhQ2NjI0pKSni9tqqqCmazGf39/TAajbwr0dWWGh4LrRZra8k5kBpFw25CUKpeQS3jlIKTJ09GPOf3+0W/ztTUFE6dehWnTr0aFr7MzMxMmAYtJmVlZZwRcLlc2L17Nw4ePIisrCxe7z937hzu3LkT9zUmkwkNDQ0wm81wOp0AFpwJvudbfG709fX1aGlpQWFhYdSfW61WHDhwgNf1opGfn4/6+nru/0INopZDuVpxDuRAMeOzlHqFDz74AB6PBz6fj7tZ7dy5k0tLjMXU1BR8Ph+Gh4ejevDRxqSWcYpNR0dHRGo5sLDzGR8fF/16V65ciUgnzczMxNDQkKz6VDabDWfOnAEAtLS0ICUlBadPn0ZNTU1CIzQyMhIztdpkMqGmpgYOhwN+vx9tbW0AFrqWCrlhrV27lgsPxkpymZ6ejpvi/fTTT2Pz5s0Rz/NNmsnPz+dSzktLS7maG75oOZSrBedALhTLdlNLSqJaxik2es/w6+7uht1ux8TEBKxWK+rq6pCVlYXr16/j+vXruHHjRsJdoMlkwsaNG1FcXIzy8nL4/X44nU64XC4u1JaMV6qm1PDF6KHPjZrqxpREM8YnEcmmJKplnGLCMEzCWp7U1FSsWLGCO6ORgomJCe4GOT4+Lnvs2u12w2634+bNm9zOpby8PGwH5PF4omY6rl+/nvu33+/H5cuXcenSJfj9fpSWlqKjoyPpVHI1pYYvRg/F2mp2DuREMeOjlnoFtYxTTOIV1S4mJycHTzzxRNKSILGYn5/HyMgIl2ihZF+S5uZmOBwOTExMICsrC+Xl5bBarTCZTFixYkXU94yOjsLj8XA7Jb/fD6PRiObmZlFuBkLmSEyKi4vR398PQPic6KVYW83OgZwopu2mREpitC0usJCS2NPTE3VMahmnmAjN8JuZmcGWLVtw7NiLeOONX+Hu3btLHkO0DD8ljc+xY8fgcDjQ0dEBl8sV5s0uNkLszZnFbDbDbrfj2LFjos2d3W6Hw+HAzZs3ubRwj8cjymfHwmq1wufzAeCfGh5Koj43mZmZkodyQ/vcSPV9YuvGDh06JEvvnlBCnQM+dWNKogvjw6YkxiJeSqJaxikmVBwxktzcXDQ3N6O5uZkTumSN9NWrV7mbMgBUVFQAWDh8ZoUvpaCjowOVlZXweDywWq3IysqKMHzxaGxsRE9PD27dupXwtVVVVTCZTGHnVULgW6wtdSh3cbG2VGtJjc6B3CiW7UZiBka0Q0i1jFNM9Jrhx5eysjIcO3YMvb296O3tRTAYDHuwzx87dkxSiSA1pIaz6LFYWw11Y4oSVIjBwcEggLiP+vr6YEtLS7CwsDDqz61Wa/DAgQMJPyfWIz8/P1hfX8/9f3BwULXjFJNkxxnrUVRUFLRYLMHc3Nywx/Lly4OZmZm8P4cSnTNnznB/o7q6uuCbb74ZrKmpCWZlZSU9ZyaTKVhTUxN86623gocPH+aeP3PmTFJj3Lt3r6DrP/bYY8Fnn302+Pbb/1/we9/7XrCoqGjJj5ycnLBr7N27V9R5iEZXVxd3vePHjwcPHjzIe14KCwuDBoMh4Tw1NDSEzdH7778v+e8lBortfNRSr6CWcZLM4OAgBgYGwDBM2OP+/fuYmZmB1WqFxWJRepiqxW63o6urC0ajEU6nE06nE7t378abb76JhoYGbNu2jdduyGQyoaqqCg0NDXA4HNi9ezfa2trQ1tYGo9GIrq6upEM5ei3WJr1uTEkUVbVWS0qiWsYpFnrM8NMCpKaGA7TPDcl1Y0qhqPFRS0qiWsYpFpWVlbh69aqk12AxGAyora3FyMhIVI0qNsNPiUJTtUJiarhei7VDIdk5UALFO5mqpV5BLeMUA5vNhgsXLkh+HSHs3buX2F70JMIwDJcavjjLSonUcD0Wa8eCROdAEZQ7bvqK0tLSIICg2WwOms1m0Q+8Fz+sVmuwuLg4CCBYWlqquXEuldbWVsl/N6GPZA+6KcFgX19fsLW1NVhRURGsqKiI+Nuyz7e2tgb7+vokGQO7duR4WCyWYEtLS/Dll1+O+zo519RixsfHg01NTVHvIyaTKVhcXMw9Fv/cbDYHm5qaguPj44qNXwyIMD59fX1Bo9EYccPl+2hsbAyWlJTwem1VVVWwrq4uCCBoNBoFLTa1jHOp6DHDjyIt0YyeVA+DwRCsr68P7tq1K+rP2ecrKiqU/rMEg0EynAMlIML4BIPqSUlUyziXCuupxhpvbW1t8OWXX45pfI4ePRpsaWmJemPg87eyWCzcTUJJD5UiDkJTreV4yJFqTYkNMcYnGFRHvYKaxrkU2NCb1WoNWq1Wwb+PwWAI5ufnRzxvtVqDFotF0Ge1trYq8jegiAcN5VIWo3jCwWLUkpKolnEmi94y/CjSMjQ0hKKiorivqa+vR0lJCV577bWo+oZWqxWrV6/GuXPnkhpDfn4+bDYbJ2E1ODioupo5LaGYtlssbDYbent7Ybfb4XK50N/fz6UklpeXc6/jm5J4/vx5SVIS1TLOZKHiiBQxYYu14/W54VOsvW7dugjjw7fPjdqLtbUGcTufUNSSkqiWcSYDW3Aqtzhif38/LSzVGHor1qYkQNmoX2LUkpKolnEKRS8ZfhTpGR8fDxqNxpjngXI9zGYzkWtNbxC981lMNCn7UOSSsk+EWsbJl+7ublRXVwMAjh8/Dq/Xi/Pnzyc80wKAwsJCfPnll3HDIiaTCQcPHgzTqHr//fdVo1FF4Y+eirUp8VGV8aEoR+hNo66uDlarFZcuXcLly5d5GaFomEwmbNu2Dfv27YPL5QoTR6Q3B+1CQ7kUgBofigC0nuFHkQe3243Kykrue8QaBr4k0wTP6XTCaDSit7eX+EiDXqDGhyIIKo5IEQMayqVQ40NJCi1n+FHkgYZy9Q01PpSkIU05maI+aChXv1DjQxEFrWX4UeSDhnL1CTU+FAqFCGgoV19Q40OhUIiBhnL1AzU+FAqFSGgoV9tQ40OhUCgU2UlVegAUCoVC0R/U+FAoFApFdqjxoVAoFIrsUONDoVAoFNmhxodCoVAoskOND4VCoVBkhxofCoVCocjO/w8462uPLbE5fgAAAABJRU5ErkJggg=="
[ "about 40", "about 80" ]
null
0
math
grade-3
identify-trapezoids
false
true
Is this quadrilateral a trapezoid?
"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"
[ "no", "yes" ]
null
1
math
pre-k
ordinal-numbers-up-to-fifth
false
true
The first picture is a house. Which picture is fifth? first
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Qf7AY9QeLOSmAT9p/BieLnob27Hes6kXEJ2HCG5+JIhHg0eUVuPSxeykcvsUzG77QoHTRMVZ1+FCV7iyrgfnlv7O+FBtMPuGJULIHsSOqoGR5rwKWHUdZ16MSVQh/d5HzfDBtt13miTE9WwLrmZ9Y9wcA0qV5kD4lrFqwWa9Dc0WpLd358XLG9Uas3AhVWga+fWEe46AmVSjxwKsf+C2dRVNFCy7tq7Mvb6RMUmPoY6lu73dUrD2Fczudbx4PnJiM377Wew/AG05vrsbpreykd/7Y9IRXfXYe+R7m//6MdT2x+wSxh+BFFEGJpmlYtpbaLulxQLroN5Au+g3rep2fV9ukijgimTUS0pWFoCiKcxts0FZX4sb3J6Crr3EbpKSRSuS/+y/o6mvw3fqlHgNTbFYOMpe+5LeA5OphIo+WIWWS2m3qgTaNAac3f482jR5GnRlKdSSylgxzuv4v1DhdMXBiMiYW53Huj/ObC/zrE7KVEwEvXILYQ3AT8LfcaEsnzC9/6pVKAxXFLWMm1b8v5z4BR/WHqaCkEq/aYkJs9lj7xdb2lkYc+9MjTgOOxdCGitXzkLvpA0x48wjqDxajuaK0m3KEVKFE3PAxUBfM8us+0sW9dS4d26Qz49K+emjP30TeX3OdXj5UqiM9Lsk0fKmB9vxNNFW04Nrxu3dUopIjoVRHISk3AUp1FPqPS3C7tML2nkmKizstHrHSML/yOTqPcJfE8adPoLUDsrVTAQ6KKMQegp+ADkp0hwnmF/bB+n/clgu6sDbfApeQQF+75VW/wB31h18MkL36GKgI30mJKBKSoUob5nLfSFdfi/IF45G59CX7D4CAU2xgcndDe/4mDs8uxZT9hYxvxXfJvZx9u9bl6Sh9owH6RoP9wSSPliFryTBkLU53OhNXqqMY9Q3Y7rRwSp1t6oTp3/fDWlnHvq4D/vSJzvIa0L8YIH/1MSCCnSIKsYfgJ2CX7+jWdpiWfQj6svfS8VSiCuGfPMu6njfr573GMDgB8u1zQakUvLTHhPIF493mXepCGqlEXPZYqByW58x6He5b+qKQw2PE/yaVMC4blRyJed/N8FiuqaIFpX84ykpB2hF5tAy5L4/GkMe634FpqmjBkdlljNp4ZH8B+yUjvRGmlR/Beo69bmFPAsInhiQgfNs8QBXBuA6xh+AnII+E21UaeAhIAEA3t6Jz70lWdaz/usSb8wEAfbnFJ+oPXWirKxkFJMC2nNd8vAwXS7bZf+oPFftdvaGJZS4bfaMBpze731g++/YFHJldxvkBBNiWiY6uqMCBgs+6LdEk5Sag/9h4j/WHPJrK/gGk1dsuafMQkIAA8YlLLazUH4g9hAYBF5SEUmkwbytjHuT0Rpg2HOa1f8A36g9dXCxhL7jak+YK/lMdsIGLTMzZnbUu1/Ir1p7CcYa365lgWyYq69afp8uamYvTWR87pq9ocfsPxaB/Yp+KwR2B4xPM1B+IPYQGARWUrNUaQVUajM+WeHZCvRHGZzmmimZCl/pDtUaY9gHo6mqcJvZjS/2h3d4PxgvkKjn6ZbB7EJl0Zvz4Ze9/W3cb5N7QlUq760GUlJuAWaUPI2pA9w3wqAGRKNw1Abkvj2LVvvXsVRgX7wZ+FkalITB8wqb+YK1udFuM2ENoEFBBybz9a+EMH7A7l6slCPpyC4xP7eRt2dDdOMx/+1qw5ut4UvLW1ddCU7qfl7a4wmV23DP9QFNFi0dBTG8w6cw46tB+bGYM5p2cgUf2F6Bw1wQ8sr8A807OcHnr3x3mbWWAIVR8wvNdu1C3h1AgoIKS7IVJwneiN8L0bInN2bsCoN4Iy65vYFywC3Rzq/BjgHC/q1mvQ/NxZpurTDj31ga/7i2x1S4DAO257stcp7ewu8DIhYYvNb0kZZJyE5AyWe3VfoE8hHyCye8a6vYQCgRUUAobmgjJnNE+6atz70ncnvk6zNvKYHxqJ+dLiFyQPp6DsCGJgrStra50mQKdCxZDG6q2rOatPbYo1ZEYuZK7PM3FvXXd7poIyekt1bznxKFCyCcoBj4R6vYQCgRUUAJsUiT4FXfBUVbojejce9JnM0HgjgDm0xMEa/8GD3tJPWk+XubX5H5ZS9JZ7SXEZvaz/9kXs+IuXO1feIts6W+D3iekT+cxLh/q9hDsBFxQosJlkP3Hw3c/UMghW1HgvwF5iXTJeEBx92KdbO0UQVOo6+pqBGn3/Fsb/La/JFfJMfVAAeMHUdI42/KI9txNxmkD+EKQh164FPIePiENMp9gk0I95O0hyAm4oAQAkjGpkEzKBPoqEP7Gk6DSPJ/1ZwuVkQRJfgakc8dAOncMJPkZoIb1572fsGw1wt94AuirgOThbISNYJdemS1slb/ZULV1Datj4rq6Gt72o7oeRJ7ufQx5NNW+gXxxn3eqB86gaZsWI2j0+KEBmoa+0QDtOf6TToaNSYVkYiYQo0D4W08hLPVXvPchJp8IdXsIZgJWZki2LB/SRUZQA2JA/98V3tqVTLsf0kdHgXLh1PTlFlj2nkTn5zzNcCiAGpKI8P9dAIrFzfVA5cyW1XggIdmjOKu2uhIVq+cjImEActbu4EXMVa6SY8onhWiqaMHpzd/jWuX1bt9nLk7HqOfv7jf03ODmDE0DoEADsGnrOlMTpexFf/h7A2N5GzbIludDarjjE6eJT4S6PQQrASsz5Ij1VANMyz7wqo2wkQMhXT0ZYep+ngsDsP5wHeZNX4D28ga9fPs8hI1K8aoNNhyeJLx+ljRSiQc2uU9j4SgIK41UImfdDt419do0BntSNGcnmthI0rjE9vxhTVRyJHKLRgl27JcXnxiVAtkLk0Ax9An6h+swv/oFrGcD0ydC2R6CiYBcvuMb6cIHIf/bfMYBCQDC7o2H/K2nIJk6QriBiRSLoQ3Hnp3ido9JkZCMB179ABHxSbAY2vBd0VLe97uU6kgk5SY4fQB5feqpaxmGY4oFfaMBpYuO8aoYwCfShQ9Cvn0e44AEANS98ZDvWBCwPkHsITgQR1DyIh+R9Nnf2TZWOXVLQfbvv4f08RzO/Xszdi7EZnkxVpZUbV3jNjBFp2VgwhufQapQwmJow5ktq31256kr+Rsn6Dv/4eF/3dm3L+DoigrvG+IRb3wCFETnEwCxBzEhjqDEcYUxLGcQpPO9XzKS/OUh7hu+Pl4d9XWq8qqta6CtrnT5vSwqGjnrdwCwKURcLNnmk3FxXsOn70yJeXxwXtpXj4q1gTFDDhuTyotPSP+SLxqfAIg9iAlxBCUuKPtAtm4qL01RFAVZ0TROScl8DZd9m4j4JCTnz8R9T7+I3E17kLtpD4bMX4Yh85chelC6x/qeluZis8ciOX8mAEBTdsDv6uPuoAFBZvLndl5grXLNO8o+kK/lxydAAfKi6aLwCW8IansIUILWomR/eBBUjOuskGwJS+4H6ezAF0+Myx7DuGz0oHTkbtqD/Pe+Qf8HCtHRchUXS7ajYvV8XNqzHfWHiiFTqqAumIXY7DGIiE9y2o7F0IZvV89zG5jSZiy0l/WV+rhUwfJwKQ1BU9f7+86K7A8PAjH85fOikmNE4RNdEHsQB8EZlJR9EDb9ft6blcwdA0h8vx7Ohui0DEgVnm//J+fPxIQ3PwNgSwZ4smgp6g8Vd1MXtxjaoK0+AU3ZAWirT8BsaENEwgCn7XnaM4pOy7C/dWnKDrD9tVhzcW8dzO1sc+QIu6x07XiLd3sb3qDsA8n0X/PerFQEPgEQexATQRmUpFNHCKKaQP1KCckEz8tZ/iZuuPu3peT8mbh/1au4dOetiE0yQHdldfW1OP/WBpffKxKTAQCt9bUuy/DBxb11OPbccVA0i4fl3UsngtJU0Sx4H86QTh3BSjWBMSLwCWIP4iIog1JY7r3CtT021XMhP5M4zrUETUR8EjKXvgRN6X5BDh3Y3qqcH3yITrXda7IY2gTbV9Keu8kpLQEt8Ky4i55pFHxFqPoEsQfxEXxBSSYBlZ0sWPNh44S/nOotibmFLr8b+sRyALaUFEJxhoGquK5eGI2+fzoet6XA+KQXxcd5XwbwpirABpkEYdnCXdqUBLBPEHsQH+IISixeo8PSE0FJhPu1qNgoIDaKRQXfr7fLoqJdHkpIzC1E/cFiXtNb9KSj5apfxFvPvl2LX2p6zDz98O8faISlJwq77xOgPkHsQZyIIyixudegFF5fjopnkUbATypOro6Gy6Ki3d4r4gt/pFJv+MJ5moBA0tFyTKPgM0LUJ4g9iBNxBCUWUFHhwvcRx2JW6CcUCb2XMKNThwEQ/qABYDv00N7S2O0zx2DItw4egF6CnF1QXRIx7qB886hSqvm7psCUUPUJYg/iRBxBic0rt0OeFqFgdf/JT8sFzk7g6e4EI9Wd4CQ0zRV307Kb9TpB02q4TQ9AwbNEDJuTWV6QMknY1CVOCUGfIPYgXsQRlNi87gfSuzngt+U7V7S3NCLCyVuUELQ6XKZ1vDCbOC6f976MOi8FNykIbjv9x8b7Z2YcWCboE58g9iBexBGUCLxRf7AY/XN9k7W0w2H57uKe7fY/uzuyHsyMXDXc30MgBBDEHpxDglKIoaurQWJuocvTeUJw8f1t9ku3UoUSscP530+Ku4+l4KbT2Tot2Ow4c3G605QKBGEg9iBeSFAKUq457Oc40nXAIGfdWz4Zh7a6Epcc3pJSZyx0egjDW+QqOfplsHgQUdTdHDmOnwlAv4yYbhlQCcJD7EG8kKAUhJj1Opf6cl1Ld9FpGRixcqOg42i/fhXfFS21/12qUCL1jjCrEGQtYSl347jhTdO2HwrgMxlzv4wYTD1QALlK+MMGhO4QexAnJCgFCWa9zi6eWrF6ntPLsRHxSd1SmMcOHwt1wSzBxtTRcrXbODKXvihovqehc9LYzY4doSj7zJiCk1kzBzIXp5MHkB8h9iBOBFBoJPgSbXUlzmxZzUhUVV0wGwBQf6gYF9/fJqiqQ0+GzF8GdeFswfuZWJyHA/lHYGpjqwjtQLfZMgVKQoG2Mn8i9cuIQe7Lo8ieQQBA7EF8kKAkYjSl+1G1dQ3j8urCWajastonqSMcSc6fiaFPLvdJX0p1JKYcKMRXC49Cf9XLtAAUhf5j4/Hbbbn48UsNGr7QQHv+ptMHXL+MGCTlJiBlkpo8fAIIYg/igwQlkdLe0sgqICXnz4T2+0qfB6Qh85f5LCB1EZsZg9nlD+OfKypw5atGzxWcIFfKMHJVNrKW2C4aZy0ZZv8zgG5ZQ+PuiyFLMgEMsQdxQYKSSGl2cbrOGVKFEplLX0LVlhcEHFF3ogelI/NPLwkiJ8QEuUqOicV5aNMYcHrz92j4UsNoCSdqQCSy/piOoY+luX2wkNmvuCD2IB5IUBIpbPIR5azfAVlUtGA5jBxJHJcPdcEst+kzfIlSHYm8bbkwtZrQVNEC7fmbaNPo0abRO5SJQv/cBMTd1w+xmRw3xgmigNhD4EOCkkhJnbEQZoMOujrXeYkiEpKRNmOh/cRd5tKXUHewuJvSgjta62phaXd+GCIiPgmKhGTIoqIRnZoBVdowxGaPFfR0nTfIVXKkTFYjZbJweYUI4oHYQ+BC0XwewicQCAQCwQvIPSUCgUAgBAwkKBEIBAIhYPh/w3L1LoOX4foAAAAASUVORK5CYII="
[ "house", "paw", "dog" ]
null
1
math
grade-7
front-side-and-top-view
true
true
If you look at this object from the side, what will you see?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA8gAAAE2CAYAAAC9VbtCAABiw0lEQVR4nO39fXTUhZn//z9DEkgwMQlYJSk0GZTg4u9jMoSzoALJqP3UBW8SbT/goUhiQwG7lRl3wWoLTNBVC9tmoB8Fv2YlqKzQ6jejAtVWyGigC/0RMvRXKUZKBqQJWiMDoSSYhPn9MczIXUJI5ja8Huf0iLmZuSji8cV1va8rxuPxeBARERERkYCIiYkJdwki0ksDwl2AiIiIiIiISCRQQBYRERERERFBAVlEREREREQEUEAWERERERERARSQJQDcbjclJSX...
1
science
grade-4
use-climate-data-to-make-predictions
false
true
Which two months have the same average temperature in Portland? Use the graph to answer the question below.
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"
[ "November and December", "July and August", "April and May" ]
null
1
math
grade-2
certain-probable-unlikely-and-impossible
false
true
If you select a marble without looking, how likely is it that you will pick a black one?
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"
[ "unlikely", "probable", "certain", "impossible" ]
null
3
math
grade-4
angles-of-90-180-270-and-360-degrees
false
true
What fraction of a turn is this angle?
"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"
[ "1 full turn", "1/4", "3/4", "1/2" ]
null
1
math
grade-5
is-it-a-polygon
false
true
Is this a polygon?
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"
[ "yes", "no" ]
null
1
math
grade-2
which-tally-chart-is-correct
true
true
Henry bought some cookies for a party. Which tally chart shows the right number of each cookie?
"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"
null
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1
engineer
grade-6
identify-control-and-experimental-groups
false
true
In this experiment, which were part of a control group? The passage below describes an experiment. Darnell was a chef's assistant in an Italian restaurant. One of his coworkers told him that adding salt to water would cause the spaghetti to cook faster. Darnell gathered six pots that were the same size. He filled each pot with the same amount of pure water. He added one tablespoon of salt to each of three pots. He did not add salt to the other three pots. Then, Darnell boiled spaghetti in each pot. He checked how firm the spaghetti was after five minutes of boiling.
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dIeSIoKlXAm8Fzz//NJ/+1Ed46fvf48t//BW+8Y1v8OpLr/NTn3oPz73zCvdf/xYyGFAjEFmalAJ08ocSsCIk1lukB9su6ZoVVx/Z56knr7BeLvjud29S5DM+/7lPs7s75/GrkVwdE7s506Jla1yBWZKJE4gaA2RKofA0XURYS1OdUIznKNOBWJPJGiEi0TWsGs9kYoihhdhBDAkscQGiBSHw0ZIpSV4WhLZBKkH0HqUVtmswVUF0DpQnUxky1xhjiCEiRODatct0NjCb5kjRsTw7ZXfrKiJ6vI+YzOB8RESLQCfALgLRI0VExEDwHhU0koBWbbqnIYV7UXhCdCBCYkR4SYwgYsoRD7nDfxlh+ZudP+X45Cb1MxilH3X8MIT8TxOSX3QGhvznxRzoJgy/YDTbtkUp1XtzAe9bjDEURYHW+2idUiPL5ZKu6wjBY21H17W0bQ1CMZ1uIVWO957T01O891RVxXQ6paoqHnvssRTiH9ylrmuOjo44Ojri4PCAk6Nj6rpmtVrRNCns1lqhlMQHS/C+d2z+xd/XHzY0sPmyhp/DLulcmrDGmM2XexEJfHhiPMz3GoZS6g2hxcXXrJua3f097ty/x/7lK7z++p/wR3/0RX7+F36Gj33kx/jd33oNKTOq8TZ3D4947Mktlus1TeMxOkPKiIzn57t4boDJZMLdu3fZ3d1FCMHR0RFVVZHnOa11tM2cPJOEUGFblfiYYsmduzd434/9NZ591w53b3+X47s5/+Qf/zYf+uATPP+uJ4htC2LC177+Mp4C5xVCGrSqqGtL06ZQfG+yQ2cTteg9H3uedz7zCJ/5zI/z1a/8Ia+8+NuosOZ979rnqScv8e1v/QZZqNkptqkySbQWEUqmpeKsOaFbd8zGl2kaULFmb2eKtK/j21NcbFGmI5Mtznq8VXgfCH6E0ZIYc1y3BhEwuoCg6VpHVmUY72lPF2TFGFBMRhNiZ1EiIzQNWZYjhQalMFFi2w6QSGPQwqIySbM+QynPlUuXcV2X7nvosN0aYzQheJpmDSLbhFcxwrgqma9WLM9WjLZ2WNUteRY4XTVk+ZQ2ronCJ08zJkqLECBFApUGz+7iHBNCbELlgfbz8LwbHrvIk/xRx0UjNBjKAeR5eDxsrB6en29lBC7SgC4ew2fbGOkLXu2QO4VzJPyit3sxfRAu5H7Dhc1HiHOj771ja2uLGK+R5znHx8cslwucc6zrZboGZZjP5xvgRinFarXi6OgIrTWTyYQ8zxmPx9y86bhz5w7r9ZrFYsHx8RFn8znee7x3m/e2zm0+U9oQQ3/9fw5C8izLHphAF43gmxnE4UY+zOt6M2P58P8/fC4Aow1125AVeb/bZbz4vVf58IcO+dAHf4w/+O0XmYwlXqzY3Sk4OrzHZLqFV5rMGIKzD5z/4eto27RjDpNkPB4zmUyw1qJcSzWVNE2DDCUyGqTIyfLA4b2X+M3f/DU++9mPsrVjsG3D3dt3eeXFF/nIB57n6qURjz7yJMv/621+9wtf5srVp1ivA/dPOx5/7DqZEpRlzmpxxunRTX7qUx/klz//KZr6Dr55lSt7NR96X6LxdOtXadaCvZljNg6oOMcHEKqC0IAwGNERYiSjZDrK0SJnd9bRnHZo0SFZI2kQKoAPRCXBB7yVCOURUiKEgQjRA30IDBKFTiFvEBBEb5hE4jzG/rsUMfFd44V7HDySiI8CRESkaBtCX0rQf+cielImUiYQKfoE2AWBkqCERESBCBEpG4wRSJEMATKlXIJgc139m4OI51SthwzSYDx+kAf3p0Wf3+z3YTxM/7n4vB/mEf4o40fNhw7Pu7iRPHxdF5/nvXtoDcsHDHJmNKPRiO3tXaRMTIa6XiNIm1HTNITQpPWkFGVZ4lzg6OiIpml45JFHODk54eDg3iZPeXx8tPl9cM6stTjfPfBdSZlYGee250f+uv6FDA0J5QMe2MEuGsaHv+hhlxoef6uddXj+wwb1DYfJaBYrdrcmNM0xUld865vf59vfeomPf/TjfPhD3+T3fv8rRDSznX3GlaGtG7rGU2Yjokg8zIfPe/H9q6pCCEHXdWRZCp+XyyVKw2L+OkaXFGafg3tLuvqQ6+/YQ6opt2/eYDz6OO9/37v42u/d4uT4iC9/6Us8++xfoCpaYrzDv/Vv/iQ7Wx3Xr/8YL79yj4P7aybjff7Hf/IHqK0tZlWGjoJL245ZuSBnTuwOePRSy6/8pQ/QNoHLe2uEWzAuOlRcUa9aMpFBCXRrUBVGeVpnCdYwyqaURlLlHmk6iI4YamJoUDqijACvQYJtG1QuEFIihU7k8dAbKCHBSURI2ZkYZDKaUUHUgErGiICUMXl5QiIjeJKxEojE9IoAAoJKxnOws+nMRIZqHJ/mxJBDUxotJT6k/KiSKY+qVaS1DpEnWlFKvyQjfn7iQIySGB9Gyocn/HD0+YeNHwa6XMyRDmvi4pwfnI5/1nDyB3nHb3Xei6H4w+mBi9cWYyAGd772UWmDGgC2GJEoyrxCzFLuMqVTAl3X4Zzj5OQEKRN6nmWp4KGqKozJUcpw5849Tk6OODi4x/HxMccnh8znpzjnyHPDaplQ+M52m2hAyqHyafCII1IKhPxn+w7/rMYGJb+Y20iuuH/AgA5j2HUeNkjw1sjkw0b4QVRR4qMgKg1KglRIMeL48Jivf+k7fPqTn+GnPv1hvv2dL/PEk9d46aVbVKN9utZTZAa5WRBvYYz76zPGPBCyrNdrQgg8c+0x9vfga1/7E5plxvUnn2Q+v8fJyW2O57fZ3Qm8+vIrPHXtcR65us8Lf/JdXvzOd7lz6zmKIhnbJx97jL/8Sx/i0uWneP2ZHXa3H+f+wYobr36ZZ599nB97/3vY3iro7AGLk29y+ZKmyGo6e8SzT5eU5Rb18hjvzyCztPUc52pUWaX0bB8Ka6OxTYNrjtC5RYk1bi3JM4uzDu/XRLVOvFSdoTU4G4lWEEKf2NcGAQQfgZ472OeCBZLgJYKIHKhacYgy0sKXISZjKCH6BHIllzJCEISokCIS5Tl/IU2LlLcU0Z/DLv380kqgpSQGSfQBZSxFkQoI6tqhTPJOBYLQAz6pFDICHvrrfCsP7OIcvTgnf1TD+cNQ8otve9GReKsc5MPX+aMY0h/kJV8Ec+BBGt3Fa3nYuzxfl5EYHSCIQIgBb8+N7eAUBQ8xCkIA7wLOeoSKNE3NaDzGWsvBwQFta7l27Rrb29tUVcWrr77K6ekZd+/e5/j4kBAdVVXRdQkIGgxvcrxCbyTPDWW6z+mePwjg/csfbwn6PLxLDj8vGr6L+ZQfZjTfymAGkagq+aikix6Tl0QrKMwe3/n2DV741gs8/cwl/spf+wt8+EMf4//8n/3f+dafvMYjj7wbGNHZkMLKfpK8mZd5MUc1vL+1lslkwgc/8Dwf+uA+ijN+69e/R2hqRLZkPNFIucut1w/47rde5pc+/3ne8/yzfPdb3+L2zVt85Utf5XO/+FEEgnr5GtvTiG9fZnsauXp5l0yv+fzn3sn168/w6CMTJtsVy6NTDu8fsT3K0XLJ2h5CK1jVr9N1DWWuMSZAB0EIhGhYLWtG1Q6QgZ6QK2i6FUJaUFDXjsloH0FDDGtCWCcPT0ekDGgpcTJtTAgByiBiTOBPBKQmeJtQaxQhpAkqVOztUEhhtQd8m75modICEwnckj0jIAZBJAImLT0REWqoxkrouBAQe0YD8ULRq1T4IFKZqQyYPMMYneaTCOmIqs9Vy7SGLngbb6Vn8LBhfDjX+c/rZb7V837Q8x92Qv407/+wIR7whov5yOF5P+xah6GUQCpF3DiiigC90wTrdU3XtSnvuJxzfHzMfD7HOYcyGqVShDqg4FlWkOc5AsnJ8SnLxYq7d+9yeHhIUWTMtnZpmprXXz/kzt1baJkwjhR+636NPhTxyvi2G0tIMc7GkCml0Fq/4Xi47OsNJ3mD13g+HjaUF49NzjRGdFbgo0NnOVKOqYp9To9bfu8Lf8jWVsbHfvw59vYNP/Hj78HZBiMV85NTbNu96XtfRAKHcGF4rG3bvlbWEoLl8n7Ou955iUyvqaqOUbUm+mP2ZruENuc733oV20Te9dx1drcnOGv5/ndf5vT4DLxjeyIR9j7R3mJ7suTu7T9ktfwWH//4PrPZAW37Lb7/7V/Fdi+yO1syP3qBk4PvMp16VDgAe4tMHKHFAt8t8C7Vh0vlQbaEWINdAR6ZGbRwqLjEiBNUPARRI+gIsSG4mhBWEFYgLFJ5tOk9siE0k5JB8AEGz+RBhHcDBohEUg54fHC40BFiB8Klg/TzvF58eH3v9cfhXsdNNJAOhRAKGQREj5ZsFp4UidJldMqxbgxcjH2u8vyxyHk66M02y2Eu/CDQ8WFD+mbHxfM8fM6L0dmPeq6L45/l/R/2Ki/+/8X/u3gv3/ycHqVlqtoxAm1UqtKRcVOvn8CZE+7fP+D+vUNOTuYsl2vW64ZmnWrAV6sV6/Waqqp49NFH2d/fx1rLrVu3uHXrFt57rl17iueee46yLLl9+yZ37959Q6ov2aBz+xBj7MtqH0wTvl3jAQ/zIpgz5CV/0E0ebsabhefD329mMC+GBAAqy/HRY5TCRzB6hPOBzEx44YUXuXvvnUy3Ay+98nU++OF38Z7nX+Le3Tm5HpNXBW3o4MKOevEaBpRtuM4B+RdCsFgs+MbXv8xf+OkZua557JEJ//7f+J/RhZv85/+3/5LFfEmmpnSN5s6tY7a3Zzzy6D5aTnn++euslh3TMhDFkmiPycuKTEVCOGYyrdi+kjE/PGA2G9HVh0zHU0K7og736ZolBIXwC0ZjAEHo1riORLwJqRpGaonHYpsVudgGoRC+I4oWsppMOYg1MVhCbCE2WBfJpIeoEVIkQCekEkclk+eXigw9xGF3T+GuxyOC6z3LAEOeU7iEYipABFJgHRFSJ0+SmMCgGJMHKUXv1PZzYBMBgBjSKCJ5vd73YiBSEknVPEqD1hqlEkkLwsYj7Wcrg82P+D6f+aAiz/Bv+Pt8Ym6mSz9JfuAaeUtv8a1C7h/Va/1Rx0WU+82Mp7oQ7Q3Pe/g5b/V3Or9LqZIgCMHTtZ66blmtatqmo2k6lsszlsslbdcQbEChkEKeOyFdx2Qy4/r16zzzzDNIoTg5OWKxWNG2LU8++SQ7OzvcvXuTl19+mVu3bhFjZDSq8HbIoaaQPIRhfgSEjBv2jpRiQyF7u4YGEs9JiU3eoI+mEBGCD0SZ6B8gElLZu8YBkbxDJcBfnCQDkpl+DsjbeV4iIaoJro3kRrBY15RViW0dRVawmp8ym2xxfPIyf/hHX+UXfvGjjErDlUtbvOud+9x8+Y/5xMc/w7IOfP/mGUGk8C0t5As0EwHOeqQEpTXQkWUF01HJfD7nxqvf5e6Na7zr2Uf58uPfpcxOuXZ1xr/xVz5LZd7Jb/6j3+aXfu6TPH65RKK49ljJ1myXT//khzg4eI3QtaAbtqc5Tbvg4O4t8sJQ6o7F/XvkmWZ1cpOdLcAfcHJ0l/3dbVwjoGtRRJqzJalIKMdkFUVWsV6fsVonA7U1LXC+Ifdr0ALna0RoUblDECC0EC2E3sNQgSAiUlik0AilCd4TvEMFDSIBJ95DDLH3Bum/t756pr/DIFJVVXTJbIUk1hARKKGI/TyRMWHgMXoi6oGFuan5FiHlRjfZSE+UBh9avExgU4wGEV0S7NBrpHbJnkWDFyoZTdEh8QyWLvrQ51X7tAOJahMvelfi3JBsRhwM7GAxJT/Iev6ohvMH/f6nDcWH17+ZsRz+fvOUWNwcD17L4AWHtLFFjw+9KIyLNNbRrGpOz5YsThcsVjVaKJb1mq6pCYBWCqELRIhEmerJnffs7Oxw7dpTjEYjbt64xY0bN+i6jitXL/PUU0+xWMz52te+xre+9U2m0zFFUXB0fMBkNCYEh3PxQSETee55puPt9zBTSB4CSoASEEOH9y1SOaK02FDT2BXlqKD1Ha2ziCynixKLQpmSs+WCRx5/jCCg7iz7+5fJsxG2ARlz6qVjb+cy9Sq58FVZYNsG71uINa45YqtQZEoTOjg9W7B9aY9oDG00fP2bN1mvM7o2gpvzM59+kndfb/i3/vJ1/lf//me5NAv49Rzpa7A1p4d38HZFkUlst6YqJEeHt3F2jmtPWZ/dRsUF2CNyUfPSC9/m8s6Yn/rEk4jwGpOy4R2P5bz7nQ3/5l+9zjNPrJHhRbr11/mFn32GT37sCrZ5hauXDHs7JbgGfEOuIjtjQyFq/Oou2p9guiO0P4HmCNecsD0raesVTdNRryxSj5CmTEIX0dGFFdYt0CZSlskYtU1DXijQDXBKVgmU1thGI5gQmgZFpFAVyo+gLRDOQIh4v6JtjzBZizES2zp8K1BqTKbGdG0kMxXLdUcMklG1jfOwWiUCsZCRiEWIjtXqkLZdYMoChWB1VmNkhm8dSqTwuWtb2m6VKjO0xAWfcmMxheEJZQ1E2yBCjTGWoBzFJMejUHJMoS5T5TN2djtEdhetJUJPELpCFRpTdqiiL4/1AU0kg80hgwdnCT4dibIE0cdkD6NIwBgS7yMiSgiC6CG4uDmih+iTBzdUwkghkjdNnwcm4FyHDRYX3ebweIIIbzguPh5lZKDMECPeOZy1eOfwzmG7jq5tCd4TQ9hsAt65nsydjJe3FhEjSgiUEBDC5rPH4BAMR4dWHq08UliCr2m7NcvlksVqzXy54Oj4mNduvs6LL32P12+9zuniiNPlEY1donONyTUejzKSYlSAEMSgGFcznn/u3exsbdOsa5p6zdn8mKrM+MCPvYe7d27whd/9J9y/d5vpeILRGmctuck21ylFTLhv/1NLRaYNIibamVEGLf+Za23+TIaGtEPphOOnkE/xQA4hV5KDo/uMRpNUD60FI508NGEUjzzyCN/85p+wu7vH1mSL1157jZ2t3VQtYDJGuzmvfP8lZrMJupAcHx9TVQVFmaF0IDdw68Ytrl9/H5/88Y/zj3/zdzg5vct0osiLgpdfuslXv/IdPvHRd7JanrC3Dc+/c8qNV77AR3/853nPO2bcvf0Kf+lzv8zh0Qmv3rzF+z/wQf7g97/I0dFNlkHzU594L+9+z3N89zvf5PDuLZRsmVWaj3zoeZ5/bg/ckmuPjSkrxyhveORyQdvd5tErINUhpR5hCof0NUIIlHIoYQnW95MxqRUJfNKdpEN5QER0CPjgz/N2yA1Q4iwImSVfQKZFMIAiAoWSfkMgVrJBiAwpFVErgtd4J5LAhQIlNBJD9IHgIko4lAiprNBBFB4pTKo99gkplzLRjLQ2JI3DgJI5MUacC2ijsL3oBcS00TUN0UuEUHSNBTQyyg1HLr3WIXWa3N57ROxpSD5xPKUIaBmROhJsC2pElhu0ygmdo2nXSAnbO5qzJXRW4rzHW4tWC7SKGFWQ9TQX75KGo3OOKEDrjDzLUCbvSxd72lQffXTe4ZwlOo8xeQ/lp+hk47k+5NkNj6V0akJuU7WTeNNCy4te4MPA6fD/oc/NXsw3Pvyciz/fmJMMD+hxDsmWFN5Col31eVrO8/jOOdquxjnH2XKRAJ2zlIdcr9dY24FMgFCIPuW8ZUQKgSLZBh/Pc7ZPPvkUV65cwTnHrVu3ODo6YDypmExHvPTSi3zve9/j9u1bqRAmUz1+kNSLbNcwENMvflfDeDjP+XYODT1zJaSpEqNi2EOJAi2gaTu2pzOqakxnLUcHdxBCMJvN0DpyeHCXxx+9ymKxYuUc+3szMiVYL+focSqjm05yppMSZRS2aVguE52gKhVerdjfLXj+XY/xuV/4NPPj23zjG1+jKAs+9bFPsjy7wQt/8gI/+ZHn8C4J0/7C5/4iB3duMxp3/MWfeY5Ve5O/9Ivv4u69A77+zY6/8DPPcf2a55svjIjO8jM/+xM89dQ1vv0thbfvJDOaw/v3ePYdj1LmDWfzW+xsV1jXUq+PGI0E8/kp+7vbNE1NCEnzT2uHkpoYLbaraYKl0EnEIxIRQiUUmQQ04RPa7InIkIQ5UnpA4F2gbWvySvd5xv6b7ye/FiBUEkHw0eGCSwR8adARnItYZ1FZunlSgvKR1lk6F8mkRmtFlJHONRADRkuQHu9bYkz/770nz0q8T5qfxmQ45+hah+6rvIYa7qZpWK1W5NkYKTX1uiUvq7QR9Pw9ZwNd65A65ZxCtMReODiECDHV3YfoiL5jOpkgqnHyWMwYmhVhUbMz3uPSI1c5XVxi2VScrS2L9Zyu07hmhW8TAyL4BBgVk8kmx2Vd4gkO9LEwpJEukO6VUqjcpFLRId8pHkKkh9wsbNJS57nRVJYrxKCf9EZgSNCLY8QHFdXj4C3GSAznVTrwoLNybijfDPjp88h9vu+i0b74eu89Q8I3hIC17QOliMcnc+bzOWdnZwn5vlD5Jze5Z7EBgYOnr8zxKKXY3d3lne98Z9K6vHeP+/fv0jQNe/s7hBB48cUX+e53v8vh4QHj8Zgsy1itVjjXMZ1Oe83Q+Jbg8WAo/9wYzDTJzrmMMQp6hwmJolCGMs+5feNV9i/v88y1K5ydnTIaCW7fvsWonFKVBltHtncmLM8WXL68zb/71/8af+fv/B1ee+VFnrz2NLfv3QahuHr1UVbrhhgjRjm0bPncz/00V65eoqlv8Oz1bb76pXuszzSf/fRfB/9u/vO/9X/kW994gfe/5xpHhzd55smrFKbj+PhldmY5n/7Eo6jwMo9eVty5NWd+8Md8+hPv4KnHUilWoW4xv39IoQ7Y25+xPSu4kUXW8xfZfnSXo+aAUblDVy846Y7Y2dlCsqZtwShFDGu8s0QfENIkLyNYQgy9MVEQAwKJFCZpOMYW7yJKp7xaCCnEVTIhkd45uq6jqPJzOc8YiSGBJEpqBAFnW5yFVHsNKpegNEI4QmiTNzF4AAZwCTBSCqRJiuQDtUqbAgh4b4GAMRWtTeWv3nmc8xSlIYSkUUhI+WelEoJpbct6XZNnU5TU1N2aLAeiQEqFkgYbe16d070uogLh+3A2LfQYPF3XEjtHtJbCR/Bj9Mjj2xrbrBhN9ym2SkY7VyGOaBzUbWS9vsdqccJq3tLVluPTJU3bslguk4xeECijU9ms0Wipkf3idzF9F865JAvXCzf3JRoXDNIbF+aD3p7sc78pN3/u0Z0/96LhfZgX/ACa7d0PpQU9nL/cMEyCS3MnDsyEsHnce5+kBi+8n3NdrwY05/T0tKcKranr5G0ONeQpL5quZWDPCJF+xpDUi0IIVFXFs88+y/7+Pqenp5yeniKl7OvQNbdv3+bu3bvM5/Mk1YcnFRqkKKRt615k440g8TAuGss/HwZTZ5sHhEjlaUnQFbSAfJSzPDuhMFDqwCc+9h4eeeQyX/nql1if3SXLJGcn9+naFeul5fL+jOeuX+YXf+7j3L/9Ar968iqZXvPMk5c4OJwTujXb0xkHhydYv+bKFc1Pf+LdTLe3OD6Z85mffJY/+L2MGzdu8idf/T0+8fGP8NTjT/AnX/8mH/vAs5x6z9niiLwM1PUBXdfxjicLlsdfY3fvEo/vN9x77Qtc2V2zVXpmTxnOFq9QFFMe3YnU69foRMWVnchisSa4wHQcQSwQcoF3FqJib69ktVoyqaZI6fGuJTDkkwRaRYo8Eb9jLyoR0UiZJa8h+p7sLXqEN2yAKCGTELKPgehlqvILkaE3Dci+2kH3aj4R1zm0CCgNKJFoOhECHtUjdYlTB60LyODRUSeUWwqCH4jIPtHAxQV6kVCch6Sy3wSSeIaQyX8yOkeIlq51BB8xJifGNSm9JhDCoFRASp/IzT4So8R5h1QRlESqNPG9A+danBfYLi3Y4EZMu3WqU16vyVZHjPQRulwRqNBKMJ0ItiaX4PIuoRE4F1k1jlW9Zj6fc3I2Z71Ys1ynczbNmqZpUcaQ5znG5MnYyD6cDYEBh7/oZW54qkDcoPND5Vv/Z5QXPNIBaGRzsKFEif53ceHxRAA/D8X9hr0RQnzAMDwM8iSjO5wn6ckmQ3meFhnCbudT6Nt1Ta9JuWK5XLJaLXrSuCP2BQxZlvXfUbZ5r+RMyX5Djb2nLDZK8ltbW1y7dg2IHB8fb+rJ1+s1p6en3Llzh9VqhdaaLMvouq73TJMH2zQNSiZtgIc3lmFTGOhGf24M5sCfS194nyB3HvAIGTk5POLpJx/lr/yVf4ff+Ee/ys3XXuCv/uXP8NhVw4ff/zS//8Vv8yff+DZXL83Y353yiZ/4CJf2t7l582t8/OPv4Otfn3D/3g3+g//gf8Ph0ZL/7r//u5zNG5q647ErOTIccOv1rxHjY9TrFdtXH+XZ61M0Y/7xr/8PvO/Za/zExz7Mf//f/te88K1vc/3pXYI7xcVTZtuaUIMUNaFeENvIU48UFLpgdfQyl65cxtvA6b17UFgm1Yijkxs0c8kjVy8zyhy+mzMbG7zvCJlPub24phqNsI0FWnASXEf0CVW01iNReF2km4sgohBkCBGTwk7w/UJIC0owKISfc86UMnh/AaWNbBZZ7CenUioZOy9wriPzPuWa+7pe71ukT54rUiOUQbjUP8eHwfOTqfY3pFzWQBAOIaBklqIJqZEiVXEIZN/HxWGKhHprnZGZgs4mA54Z1edik1K7lAKtMowOSV2I5KU4F5AhIIgbXi9K4ENERI9REqKl7dbEUKKkJ1OO4Baszo5Q7QGNDziRIxQYY9FSoSkAxWhcUs1KHn10lyjBtXBytuTg4IDT+byXDUvh+WJ+jCdRVZTU6b1F8njPjVt/LwDBOQI9cAceoDdF2Zd8PughDuNhnufDf58/58Fc3eb0D71m+P/NYxfYAglA6vOLwWFdR9u2LBZzlsvlhnDeNGtgUIrXFEWx+fui8pPpN5muc70+pt1I2XnvKcuSq1evkmUZ6/W6v9ZI13XMz05YLpfUdVJJ11qR5bo3mHZjoNu2vlAG+cYCmTfjcL+dQwO4nlqghEBJg+wniRQitSSoFNOR5FOf/AD4u/w3/8//gi//0W/w8Z/4MO94ap8nHn+EV1/6Bu99zyP85X/tFzk9ucP2lmY6WiHCkueuz5ifvEoMB3zmpz/Ot775Vf7oj77JRz74YT7+0XfwyO4BTz9ZsqpvkQmHEYbPfurd/OLPfpLXXrvPrVe/x1NPPcXV/T2+953v8uz1H8e6Fev6kCIvyQT4zuK7JavThul0yrRIeUYZOmSWsTMeobxDA1d2drDWkkWNEJ61XRNdR6Y1UUfQEhEd9XJOkSlsu8ZIk9A7kfI3zbomuAjRsjUpiEH31Sz0PyMi8XbwPqSwXAZCFMnjVKklgFZhs1sPuywXslHDxA3e9nkji7NtAumEwhhD3bVYD0JJpDYYXdHZ2JewGVSWo43AWbAeQlRkJkdIg/PJMLrOIUWB1pLOeowxGKOp6xU61+kzKEOW5TRti3Ohz2ultiFJYCP2C6HAuQ5iqhDSWgMuKXuHQc80qXPLCHW7RMmC0FlcY5AqpJC9PqVd3GG6cw1rM2pX03pHCMvkldkM7wOOgPWO4DxZkTObTJluzbj2+BWuP/046/Wa+WKZFL3PzqjrmrquWa8b2nZFbswFz3IAeVLedujV1Gf4h5vS3510r0QPvnDhUXGeZDnnND+8+mLKb8vkqBJ6AEkQNhzHZENiAhV77c+UF5WpOj8Fgin0DhF8SjmsVgtOT09ZrVYcHh4+kLMUQpDnOXmekWUZWZ5vDPaDyk+pHcUguNFiN46V6CXdrl176jwiyDRnZ90mND86OrrQqkJtQvtBYUprCeSoC+H4xXHRWL5V0cy/7KEB8kLhXEQLSZEbtJBEL1Aykmfw/Ec+xG/+5q/yD/7ef8ev/Mov8NUv/X3+wd//f/PkEznr2rK9+ySf/IlnufH6t9F8nFzPOTu9hWs0jz/+OP/2v/mzaL3k1/7u/4Pr1x/jIx+6zh/+0e/z4Q8/y8c+8iyia7l0WXHjtZtMZhmjYsXeNmQ6kj29xxd+56u8+51P8j/5N/4Kd++8yLjKOFtDlgt8aGiawHQyZbmYMx4VBN/RrE65dPkqy5MDpDQUmaKtW9r1iqosWXlYLpcIGdAZdPWaamtK6IELYmB+esr+pSuslzXaKLTUeCXoOssqpnDGNp5QyURNEaqf0LKHzVwf2rn+sZ4Hh0CQvDmlAsElodTUrVVc8DKHScODTcRChw6mr9gR+FaBF8lo05N8e/K794YYS4TUCBUIXUo3CJMhhcF5jzQa2zmUEWhtqJs1xuSJX9eDKt57tMpSNU7scDYQgziX7gtD+KRRql90JBWhoqjwoaULbTJ0IeVTQ0jfsxKezERkLsnz1AcmiAhGYkPH2fyQLgocI4IAHzxt29KuGrrOEmWgrlO46b1Ha02ep+uXChCKqqrY3d3luXc8SZHlnJ7Nufn6De7cu9/n1gaPjcEO9t9/EhI5rxuUPaH/3ICGMHRXfOOCfisS+fB/Q3RyMW/3cCHIW6HGaQQ62z6g+FPXqd3D/fv3mc8ToDOcZ8hRFkVBlqX7KXotAKXURogn1Xf7ja7lJjIgeYPGGMbjMZcvX97oZAqRcpvL1VlvRJdUVUWWGdrO9R4tGyBKCEGWZYm79SbjzUL0t9toaoDOpoRvVhY8ce0qf+N//u9xcP8u/+v/5d/kP/6P/0M+8sF38ZWv/AZ//KV/wk998h387M9+lBe+k+HtMU888QjOrnj/+x7hzq0/5rvf+13e9+7rHB8e8cyTz3B09H12dy/x/ndf5tbN7/GlP/yHfPYv/jK/+Y/3+Xu/9rd573P/LhN9yPGdObvbGmUCy7NbSBzBRbYnu3zio+9hvbzP/v4uVXaFg8O7lCOPsy0xJvpI1zZs7+5w794dRmXF7u42t2+9xtbWFnlR0LUWkylCcHRWILXCWfC+IYuCMstp1y3BB1xwCK3Ymmxh20TkzVSO0SqFFF1kWm2haTk5PqbMMybTCm2gbs6Inacoc4rKoLo1REvT1pRlTqYUi/kZzkeq0YgsKLzoWCzm7D1ymaO7d5hMRhijca5jIJJrLQkG2tbStjXGmETbiYqyGGNdwFqB1AVa5324Y2m7BOxkqiAKT4w13ksQBWCIdHgXyLKC4APWOrIsQ0rZh1Ka9XpNWeUbT2E8Tn3hu65jPB5z++4ddnZ2MEXB6eGcPC8ZjaccHN5hmo2SwK4SKKnxvXFJVT3gfarmkBLGo4K6XjCZFlSF4e7RAdVkm3I2I8g95o1gUTfIqOg6Qde1OOdxdknXrujqFXVdbxZjWuRQ1+3GWBljmI7GjKYTpqMxj17aZrZzievvfJbj42O+9rWvMT9dsF4nj6wsR4yqSZ9zjOdOJheFalza0B6qNHqgEq73FC8+pmSvPxt874mdl6d6P6TJ3liu6v2D4NHJyQmuD7+HZmFnZ2ecnS2p6xopNWVZUpYlWifWynCPk/ak33iWie4D0EebUhI8LBdrhvx2Ss9o3ve+92GtZbGYk+em78Gz2oT+g6TiRQ9z8KK1lnif3t9vFIrOc5UXjeNAZn+zlMe/7NGj5AOSGXjttZf45re+ykc+9H5+4Rd/mv/xt/4u77i+xb/+Kz/Hf/1f/Tf80R/9Uz7z0x+jqhq2t0YEuyDPApf3FD/72Q9x5XJFdPcpzJKzk5eZjDIWp6/w3uev8vJLl3j1lS/TNZ/kox97B7/2a/+E1fouTz2ZE53HNgvaNvSTOse2Lc3qPmVeQaZQ1BjjEyjlbOLPhZRSMAKc6zCZTF5n68lygXVrpCrRmcd2gUBEiSH3Z3GtQ9mk6Cyl7KlVJJ4ipNa2OiP4VFsiZYbRKS9HtEipaRpHUYTEUZVFCpMCPQKbWtlmJnXBDD5g9Dgl950EaUAEtClpzmpG4xl1vUKoMi1SUvYTkep9pQ6ImMAiGQIIg1QGvCdEQfCpIVdSe28RIeJdRjQFSkmMVngXCS4ZXCkGkCJ5tCH07SuERwh6GontdSmHvGviHzrnyLLULbBtW/LewEKqHpNS46xHmZhkuYSkR7z66XeBZhMcQbjUasQ7kIlfinCUYwO6QuYKlWf4aFE6I7gWby3rdYtWBUYJqiLrG2a1rNfnno/3HkLECkG3XnB8dAeQBASXH3mc+eIUbxPlZjoZoY1EK8lkOuP48AShJEZlyVOPIrVFEZEoA8E5vA0bmo+USS1ca4OUAmtdn25J4Eb6nn2fYolI8WD+8+GOj0PPbqAHhcLmM1rXsVgsaJpkKOu63hi9FHbnG4/b6HMwR4o+Xz7ooFxA0gfepuzfa/j+tM42XuZkMqEsSwaB8UGfoe1qhiZpKV+f0lEhqnM7w7l2AUB8yLO+6FU/wCZ4SKbu7RgaEsnX2tRw6Oj4kD/8o9/j/e97mr/0r/0c//v/3f+W73//G/zcz32a3/rHf4d/+Bu/ygc/+DRlkWHbmizTCAGzSeDJjz3L6uyArj5leypYzm+Q6x1865hd2ebZd1zhpd/4Ii9//8t85MPX+e3f+R/5vd/7dd5x9YNokTwxgkcqidEQhWNpVxQ55NkI505QKhBxdE1LUVY4u0Iqi5fgfEdeKZr1graxjKqKup7jY45UCpVJbNcSYkDqHGEivnNpQkeFNBIlhlapKXOEVBhdJppN8GhVIHNNwIN0KFOyWNZkefLqlCwIApy36JgMQoiOLCtSv5RgyfIk5W+71DkyKIkycLZYcOnRKywWK2TnKfMcFx1SJm6n0hEZJNFFrI9oFRFSIGWWxHZDwDoNwqBkhhKGIALWSvKsQGUZJtOE2GJ9ivOFUlhbY7QDkgp68KHn4/Vhou8pRlqm/i0m0tQBa5MhzXPDer3C5CXGFMQoNnw+51wPMgFiWDAS4gCCSWIQOBtQOmzoJtLIPrcXQCnIM8pijK48UXjGY0tVeLx1HN2P1M3ZA6GsUgotRY/a5snzWi5p25bgLbIv9w1R8Cff+Dovv/YqMkpUZtjb3sEFEEGgFRgFHo9tV7TWEl1EaEWVF5i8IPikayJiInlHDy5YgkugaaKJxVSmKmOiYImIdwkcEzI8UPP+hqMX+B3C7rZtU3XOYpGahnXtprNiCKlZWJGXG2rP4BEKkQjjqanYObi4IfXHlEcNoQ+RRdJh8L4vYtDnZa67u3uMRmPW6xV5nqe2uMv5hm50EcTJsqw/v99IuAH4YBNbJJ7Xh18k6A9e5iA3+XYDPjCIb0RFsBGVaaqq4qXvf4/f/d3f5vO/+Bk+8MH38E9/+ze5dm3Gr/zrf5n/y3/2t/md3/kdPviB9+IJOLemCGsEa5SA4M7QqmVrMsIuW84Ob7F/+VHODm5y5dKYdzy9x3e+/SV+5heu8cEfe5rf/e2v8umPTHj8cs7W1lZScO4swTfEKMmzgAhLjBHUq0XiLEaHtZ7ReEJjLQFH1ImaMSoz2sbT1St2tscsVw3N+pS8nKBVhpMO59YomUIgrcG1IS1dOfDNJCKcS2YZY+han3ZLI9N5XPKmMlMwP1lQVw3j0ajPC4Xe4Aak0sTQIHRJsGu8jZiqIvqOpqsxOiPTGdYKnG9Alig9ZrWqGY8qunZNVCaJXCCSJqb3OC/pHBgjk/FXic+Hl+n5QqJ0CoGDAxc0ShZkJlUHOedwUpCZZFQECq1030el5/cJtaEpWeuRwpNlApMlOojzHc51lFXBYrGgbWuqcoJzacJnpqDtVkQXkCpxOZNbI3svMxlNIRTOBbK+/YB3DqFN0iggQNtCkZBok2VEPMaUlIUmephMM+pVIl7X61Xqqtk2tOuapl1zcnKCUJrpbHtDvnauSwo7TYtuHe1qvcnFHVZ30CqjqiqINkUTJJpU2zS0TVL4b/OcrMjx8Vzpy2jVL/IU8QTbV7AEEMI+iAbL2FP43tiTKhHM7UaXdgi3EyVotVEHstZuUP8syyiLirJMxnKgBK3Xa6Q0/ZlTxZkUfSQgXdr84S09uMFwn6PUgr29vbQuuo7JZNSH5oseVIp9pHGeF01sEZ0YJPH884cQzjUQHvKs3+585ZuN9K05hdEjiFAWFYuzA77we7/Lj//4e/j5n/8Z/tbf+k/42te+wsc+/H7e975d/vCLX+EjH/koly/t873vfJ3p1DEdSebHdwm2pswEoauZjcfcvXsXTaRp1kxHW3zwA+/hd//gG9y98wof/eh7uXvrT2i7BS6q1NMbNbh3GK0gj7TrHhUNC2CEkhItDYoSSZc8U+9QKLTJyXSOleuksygkq+UCpQxlkcoCO+/xsUOrnKooWDUd3jpcH3I+HA5oYwCPCwETAkJHlNbozJBtJrRlXXeJIC2yVDc8oJzRQ9CEmPUVVFkPKni8N8isRAhBVUlsLRiPL3H3/i2EGPWTJyHRiUCe4ZXDB9JrlUKKlExPVTUQIsn4Sd3Xc9sULoaI0AZlMqwf8mJ9o6kQQae0QojDYrUXwuekXnSxAiT4iHUteVWhNFjX9uoyqUZba01nBdamHF0i0ZsNGj2grVJkdL4lxt542g5phs8T6do1mbWQRdquBS2RUuFiEkXa3ttle2+XR4AYAk3TcXp6zNHBIfOzE8Y7l1ivlyxO59TNmvU65TS9yNCZ4sr+BCEEi7Lk+PiYrm2JytMQuH/XU9d1QpN7pX7XJXBlvYxEqZAqR5lsA6bkeY5SijxPRmrwkIbjQaMZegX5sGFJhBCxNpG6BxnCoW/3fD5PXvLGi1OMqorM5JRlyWiU+ucI0W+KLvRsjHTtWpGI+nLoo26wvgNxIeTtieVSJuchxqGvTsL/syxja2tr87kGw7larTZtKtL6CQ/wJx8AbkRAxH5zkRc5qG802n/ueJiCkqpUOLsmuD40Pzriq1/9Mp/48ffzqU99iuvXr+Ni4Od+/nP8J/+H/xd//Eff4Jd+6ZfIshLXHTDanzA/bhlXOdJ3LE7n7O3MGBUlh3fvsXf5cVoXubSzzZXLu7z+2ov82Id+gl/+lc8zM8dkWWC9blJtNBpjCqRMnMFONThrMblDoJCioCgqos/IxIQYOnBNulHOUJoxFBHfBgpdphtZWzIVMSLHioi1iRtpigKt1zjb9mWBJu2OUqY8XbComIESiBixtkNIjVSaPDeE4MjKCu8i61XT7/ImGc3gSEpnBaETEHXiSnqFFDlaQfAaQoFUgbIsWK6WbM+mKDOnrgWRCiEMPkYUCbHVOuKdJQSDCxITQ1/zqy+oRkmEFqiY1KScDXSdS/XaPRiSJvy5/F2McQPAJO2hXqFenTfKS/SZkHqUB1I9dvQp7G0sXddidHUObCjDul5gjEAH3fPjUx5TkPLmWhti7Pq/wbm0CSml8DHx+rLE8qZtO2yTFJG6xhCjpChyhI7kxmCMJKsKLpWPsL13leAsVZVxcjLn9q1b3Lp1g8P7ByyWc6xNBta1DZnWjMoKvac2ec8YI853KU9qGxZnfsMakFKS5zlZUdDaltYlYE+vUr6wKArKstwALNiI71tBhJh4EmlDdmRKczFXN9B0zs7OEiVqPt80DRt6dRdFwaiPaGbbe+mOS70BR1L4ns6V2A1JWcr7IdcqN8T5lPO+gEDHN+psXuxYMDQ0q+t6E/IPHrD3to/Skt+jtCBuqo38Zo49TEy/mMO9mMN82Fj+uZB3U7Ig0dAyQpBkWYVgzRe+8AWeeHSHT3/60+zMKm7eeIWnnnyWdz2/z6//wy/w+BPP8uQTj1AvTwjOoSXkWUZoHK7tCG1gUo64f3iK3/EQJFLA449e5Xuv3KJrVlx7/DFC44j2DNsmkETpMi2e4HpOmqXrFhRFgQ/r1GMkG9OsA0oUiFgQQsRIjasdud7BFDmLs2PKckbUBjqNW0nyqqTQCt85ossRIVV/ONvgnE3hkTLImLQBQxCE4FBaEkKkczVIQVlU6FygnWQ0GtGslhs0uSiK1Ko2DgiownapuZsxuqcRGYo8o+lsyjHm273RbumsYTq9wvHpMVs7MxCG4F3ywJTs85aW4JPKjuupNEZK6FLqIPXrTgBQzBLiTVsncVYtkFrgOov1MRl+71JvcFIYd053SYhwEnXtOw0S+za7KbdpXUs1KliuF2kRjctNeKWUwlnfI6/yXKegH0IotMogtok7FQW+z68JmcClpmkYOwd9XyJiwPlA5wPewcnqmCACMp7XPI+qkvG4oqoy5nWk2prx3PaMZ9/zPMeHc27eusHNG7c4Ozkk1guW8znBW0ZVQZEbrLX9IpeUeUHT9Aar7zujtSZoCC4xFaL3dN7TAV2t6fKcdp1jjGEymWxaMAzXhxAb5SGnI9a2tG27AXNWqxWLxWJTmeN96po5qpIhHo/HySBnBdV4tskzDirpIBMKrxVK6R6hho0AczivQpI9eVhJRQwCKc97/AwGvCgKui6lCAYverWsKcqypzLVtO15/jJGeQEwOu8AGfoChoc9zofJ+WluvJG8/naH6X0TtJymWZJlkqwc4YMl+hXf/Maf8PqPv5fHH9vi5o1XWC8WVJnk3/63/hr/0X/0t/jmN77Gs898lmAyVqtl6vHiQ0IUjWHd1gglmExK5meHTGaXyFVkd2vErMqI3Yr7d+dMyxrpHUpl5NogREwKJsKiDRCTSnrqA2KJdJjcU9driqJIi9wr8iKj7Sw6z5C5oG4OGI9yigKausNaT44kyzKa9nxH1zojiqF0MCLQfdQYU5+aQEKUpUuIse0QRYlRklZCUWQ0q0Szsfa8g2UEYlRorbBNhzIZmBznaowyCK0J3ZK285jRFN+2gKZuLLOtbW68fovtnX0QyTiFKDAyTwR1b3C96KsLoq/kUaAEwSXNGiX6mnSGnFifYhAGKTUxJppVnue0TVq8Xtg+xxh75kASFU58PYWPiQKglEYqT+g6nEtUIxEdbbdiFMfEaAnxPJ/nY/KwE/lG9hBHCvGkyJGxRgmJF76XQPMp3o6edX1C8Auk3KLIFJlQ2KDQUdFa8DEpFDnnekL6CbZtNsZp6C0zmY4pc81oNuPZ2Yzn3v0ejIDXvvt9vvPNr3P//n2UErimoe5qtFTkeUqXmDyjLEu6rqNpEyK9WM5pDw+pJltEoTfUmVRZmbz64Nt0hN6YZ6krqdQqVRcFR9O4jajJ0OZhMJjrumaosiqrctPxdKAIJaLpUDThU908gr6J58ZbS1587EsSh9LMgHPgwnkLl4ue32DALlb3DCF40hWwzLYm1PUybZybuU+vmnSeG92o8Ud33sTuTcZb1d9fvL63c/RqRZbpbIRzC6KzOFvznuffwdPXPsav/9rf5b3PXqUsBOVOQdccMxlJfvEvvpOvfOXLfOj9l7n+5IyubUCmPt9SWEQmaPwSbSTlLGexWLKqYWfvMXaj5trVLZrTO+zvb6OJRCGIF1p1DgBB8J5JucV61bI4bRmNt/AeOrtiazfnbHmS3H4ZWXZr8kyTyEOO6e4Wp/VZookQWa3OELVktHsF0wUWZyvGypBVE5quo+0W1E1EG4FSBQqFdY6o0uyTUaKFhhBwXYNWGYWWrIPjkccf4Rvf+AbFqCBfrZhtTdAyUVysEOiqovUe23Uok+NlKg7QZZnybotTijIDMWaxmLNeNzz11DPcunWLJ598EqOTIIb3qQokzyqk8NRdjQwaa3saiwo4b9N1a402Btu0yF6VqOksI11QFtsQclarE5p1S1Fm3Lx7g8eefIrgAuv5mhAj4/GUum4hasbTEbbzLJdrxpMZldHcP7yDNp7xpGQ6q3j9tZvs7m5jMrC2JssKZtu7Cd1tAtV4hFSSpmt7kYYx9VnD1mgH266o7RIhPC60QI7zK5Q8xbm7ZMwwZkp0qe5dlIoilxiZ4ztLHSJSKUyes46xB0lWrJc1nUsbQTUebbyzoqgoMsMT77zOo9euc3w85/69u5ydndLUK06O7nN4cI+uawjWQUz183meMy7HzMapVXOQgnVT0zQrBBpTTqnKrPfIPavlguDTYjdFjopjVDTgwPnA0dEJy0WqvV4ul9jeE5VCk5dTtNZU1ZjJdEpVVSjTy+aRaFrODflQ05d8prYvSUfTE2KktfU5B1RFwKFCRGmJwWw8yQgIPxjM5BUWRbFhPVyk92iTHCMlR6yXKwiRoihYr1YIESmKjLpZbQQ2gnfn1U2kMlohBF1je4ARBp5nomaZxDeWg/i42iD6b9fQAFVVsF7OKUtF3TZMqpK/8NOf5pmn97l76zv8vV/9u/yNv/E/5c7NV3C+Zms0433vu87VqzOuPrILOASpFts5j87A5Bm2s1jfYoxCKk8Mlq45Q8acSSVpm4jvVqjSEFUvLEuXNBOlRIsk3KpUhpE5XRfwNqCMwfkO6yxZKVOuJilgoGPA0YcZWqOMxodeExJP3a6pbI3JwBTQubov08owpsA5T9Mkb1bJDEdMikMyKYwr0etT2l40V0rGVcXZ2RmPP/44h4eHbO/usK7rPjRP6uQRkVThe05lFLqnkmiEsKm8rQ9nlDK9VqUkz0uapktAglR9VURCmGW/qIaacREi9HnBKPpFEy7ki6LsQ7Hk5UmZoZVhvV5QjKZsb8+YHx0y279ElmnazqV0hEzeiXc9h0+r5D1ESV7otBh67YGySjnLzJRIpXu0PQE8IfadIaVKik7E/nNmiBgYqpoGByTKmO6nrQnuDLpFqpWPI/KsIEcTgXFW4RyJYtN2rFcNkkDoEpjX1A3rtsG6wHxxlhadkmQy5RcFcHn/EpcvX+KJZ55FSWjbmqOD+xzcv41tG06O7nP71g2OD+/ie4GJ8WjGLNOsmgVZmQEzqqpiVI2JMXJ2uuBseUb0AakNWiuUiKmnd5NoTaktRNhQhoY5UJYlo2qCKUqqqkKqgV8rCT71aB+4nYNqkqIvZwyJU+tDylf6Ps+c8qdDD/K+i6cQSKUfyBXGYDdGcQB7BpR8yPEPOW3vXRKl9r4v0xxC8vNS3rgpHY1cLBAdQvYhhw7nXu1Fz3IIyf/cVPr4kARbq6qiKAoWi7t88YtfJM8+wF/6S5/nv/ov/zNev/Ea0ypnsVzRtDX7+/tcu3aNen2KM6mHS5QK5wMqKDJdQIh065Rr0yrHh8h6vSQzksm0QGtHXa+AKUDPWRuIux7VU3wgkOeGxqZa2HGWIUQCLLKqwLuOxOcLeB/xXiKFRElDZopUiSE1Quq0qOoVVTWlLHPaxiJiizEZee42ifZE9M37UCRNRK0TdaTrXI/8xuRBlyUn8wU7O3scHR1xfHzMpUuX8L2ijwsP14oPk7yvghDgcH2pYZqQw2QaVeON2osp8j6hn0QOlBYor4ghbPJT0LeQCOdaiEL00nPiYn2wQIpU9z1fWEJrGW1t8+rLLzPbv0RRFFi37pVlzIbmopTCKE30SeGnLMvUI77rABiPxyxO5+zsFUgJzjqkNAhx3r5Z6r6agyEl0mtuYpA+IwpHQCNF8jKWJ0uCuIeZGxpX0doSlY2QWQVRcuXKIygUmVbkxZit6YRLYYe2c7TO89qrN1iuV8wXSVl8sVjS2g4tVepOqXKstRyfniClIDOK2WzCdDzi6Xe8iyLTrJZn3L59k5s3Xuf4+BDXdnRtzfFiRV5UiNglZLyYUI4mxBjpuoBuWhbzOSakncDZ7oGywDwv2JlNybVBG8lqVRCDICtyyrJCZxlVNWbQV/U+JtHiHjhKRQ26z1sPRqjnb4ZA6MPoDfCyEeo4N0CDsRx+9y4+gOY7N1QnnT9v81yfylSHskzjBi1PHsjbvlmIfbH6ajDQQ9704nMfRtrfzqEBFotFbygXzCZJgus3f/M3UHLBv/fv/FV+8id/kt/6rd/ir/7K55nKKevFKeCYzSbcW8wxqiTTGm1ynE0Jea0zpIoo2WE70LpASFKXR2qq0QQRBHXT0dm6JykLxNBMiPMv1PmO0WjEum1Yrs4weUaWF2yUyYXq8zWW1J0gJBK6MigRWS4tZZH1n7EHZ8oReZ5hbd2X+CU6xoD4WWs3BnPgww0cPmv9RlMxywtckBsO6aVLV3j95g12d/cTtzDT4EWf6O4/Vxh6z7DJEwqRQKVBvCIl0JNBWh4s8WN/AcnsPb1eFKFzqbLDu/5caKQM58axV3qnF2vw3ifKkZSbmvGjoyP2L1+hyEtW8wWjyaTnKwZMPpTQtUhZbgx6iIGyLKlXiRAulWE0GnH71n22tzzKZITo+rYCYeNFD96K7w1A1htkIQ1K532oqSAmfc2iSO1116sFJ2dLlrUkkOOjwrrIKy9+H2MMZVlSjUdU5TiFvjpDKMX1p5+gdZa66VgsVtw9uM/dO/eSck+7RipD5zqyZbYxOFVRUo0KMp3m0HQ6Zbp9mXdt76Wig6bl6OiAg/t3OZsf0rRJEHu+aulsqp6zQVBVE9rWbehC7oLiTyKFO8bjEmPGjEY5nd/uN79eMg6wbd2bOcmgRJBaJSfCgewR8HPvrM/PX2i/u9mg6fODMlW8pcKKuLmeATUf6DvJw/T9Nac5O6yHgQY0eITWWpomkmXZhj8K5x7iMAZKU18vuplPw5p/GOj5c2cwrW2ZjMbcO51jesLu3vYzXL9+nddee4X3v/+9vPzyN/j+97/H8+9+J7ZZEEJktVoxGo1ouwZtNCorEbFfWAKMyCmyGU29IMsMkuRJedcQg0HrQFlA06zTzqXNprokVUSEfpI5xjt7VE3F6WnyAMtRlW6SS2CRR4BPeZugIiEkrp5UOcQGIQ1lqem6XrihbSmqikwragcRmcIeneF8S9s5TJZCqdh6rAsonVo5KB3orMNtuIyC6XSLo6MjJpMZmTng9OSMRx99HNulksAhb5N2+XNhDdErPQw0JKUERud9eZtD65Tn8S7g+6T6OQ1j8AISuhnEoH6TwAfveoVzlZ4jRPLgvQv4XmREScNoMuWVl2+is5L9/cvcvnuHqm9H0nVJCkwIkVpfeIs2ec+LjWQXAIBcajKdgKS2ayi0YVCillLiY+hVdfwDXkYq0RYImSFM4iVGZI/yJzEYIQQi+gTCWZeEgIOg6TyH8zubhaUyg9F54shmBUIlVZ2iHDGZTdndqijyy1SZ4uikYFW3HM9X0GtA674Xet02zBdntG3L/OSUra0tdnZ2mM7GzGYzpuMtHplss3/1cV579UW8bWn6Ou56vWa9SvoMIkZmW3s41+E6i9AK0xsTa22ai80aZVIRRJmb1C5EJRBPCMFiUeN8khS0PqTeRIKNx6iU7vVBeqOTvtiNAR2A5/SdDwIxsRccSUpHg6LSxZr1wWgZIzdtMEII1HW9iShijBuOqveeurb981J6IYlnn8u3pXMOHFCxYVIMKPlgOB82mG8GAL0dQw8Xd3Z2tillOzy7z/PPPcLjTzxKWYJzZ3zmM5/hj7/42zz62KWU95GK09NjtreniX8VQGmJ1EUCZVxAak2W5bStIwaFEB6tUy2ptSuUElSlZrFssSEgfFJ8TjqLEvqQcuD+FUXW1y2netnM5DS1xZgRJii8FITQ4UPAeRAihYI6KwleYExSrTk9O2O9Xm7QvmFCAIxGIyDV72rdMBqNkFJuQo5BvGAQQnX954wxUpYlTd3x6KOPc+vWbR599AnaxpEVeT9JE5A1dO4TUiZeeEweedum2mLTL/qm/7ssRxsEOM9zUh+egbZjUL7v4Oll8iZlEj2I0m8MuuiragavM5W6SZSUVOUI7yNHRyds7+4TPH3KQW0+e/I2k6ehexHeECygyPO8z1VlG57eer3s83YZIfoesU+cvKG1wTBCCGnDkwolcggSF+jFmBVd16Jii+sMrvW4NtK6FuskrXWJjJ1EXPHWE53DB0MMqcXGvTsLohTkWRKgkH0KYHtSsru9RTVe0rQ2CW7UdV8X3W0Mg0CxqtfcvX9AURRMJhO2t7eZzWaUeUZeTMgnO+hLGtvWnJwccXpywmrVi1Ez5Gc1BUUyIt4nRLxds14vUUrQmrqfXzl5VqZ7nWVcvrybCiPWDeu6xnUeF5LYge/D88RqSGLSieVwHtYOHv2QEhoMXwhDl89kLDdK9P7ByqPBYBljNkZ+kImLMVJVqboIElMkzYd0HnnhPp8bQN2/9lyN6aJXOTz2ZoT3t1uAQ0PaJdqupapKiGueeeYZZrOML33pS3z+cz/F0f17XLv2OK98f48bN27wzLXH+hxN14dimtYHcKBlnortuy7l5KQmzyY4uyLiyLRCyIDzNRFBlo/QTSrzG2phpcgQQiN6nc4sywhNjVKK2WzG2SKVhsmx6tG1VHoVfUiKPCEprAQBIUrKaspycUIQYPISpeoeSFljdEWWFTR18tZGo6RMc3JyghQtk/EsSZ7VNW3bURRlH8baTf1ulRWJXG0KnA2UoxHHR3MO7p8wm82gVz0XAs51E1PIlb7/kAQ0aHHWY0qDMQlhTKVnkz632mBMjsk0vk1UFdPz7IIbGlxBEoJWvaF0SSexr6pJ5OUkHCEFSUBCKbZ39jg9PeP46ISdnT2s9X0tckZrbb8IEpKaWmVEiJ7gPWWfzokxYl3HZFxxOl+QFSkn3rQOIVM5nojn+pBSptRE5x2xF0TRWiO8wofUM12QKlmUKdDKsFy5VNnlAtEKcAnIGyg9UimkjsgAGoORke3dKYvVitXqlLP5AcEnz0tlBpNVNC55uZmIqFwQXWTVrZmfHrNcLqnKEW1rEVIzGo1YrVYcHR1RjSdsTSdkSjLpKT9GZ0xmu+T5KKHr3rJczmnqFXW9InqLkCmMLgSYTOHypNYffAJo6i4pUmVtgdE52W4Ci0aFSdVDHlpnsU1La32KdCJJlzMlPiDGjbyF7g2P1PqC0fG9cRxqt+0m551y5G8EXdJmLTeGdQilB5K+UorOnteCd12H0mZjrIdznRvGByt7Lr7fW9GK3u6xMZhbW1u07Zymafjrf/1/wbhy/J/+k/+Qd16/zBOPbnH79m0+8pGP8KUv/wHveOoJfEg6eQDKZDjXIqJD5wVaFVjVF/OjyPKKplkTgqfIDEpHXFvjRUSqMnWO8x7rWkLoMFqiVC/ZGpPBrNc1WVkymUxYrmrqdUNZjFEqdVGUQpBaI5hEpZARH5LnkeUF3fEpAc9kVKGUoWnWm/roMstY+SUAeVEkgQIbaGkfyO1siL4DmngBOR50HieTKWeLFZcvX+WVV15jb/cyA98whViO5GXG/vE+v9TX/XrfAQrV905xMTDdGhGHnigxpiqknlifeIxJCDn4sCF/9w0sEvDi0nvSd0QckNn0mVLOd2fnEqenS+7dO+Bd738/Z4eHaYJozbppNjv9kJs6D6HceUuDEHGxSzSUw5bgukQPi13igwrwBAj+AYUaH1wPXAgEhvM+ZYkNEIJDBIcPDc7WiX3RKYJPHTJzrXuCdl+SF2zfRsMiG8WdW68ThdxUqGRZQdeLWNhm0Xd+VGilyDJJrgtGheLy3owQ4cbrd5jHgHee6CyrsxNW6watNdPplMv7V1gu1lTzBUWRUeQ5ea7ZqnbQGvb3dzk5Oeb+vTsJMOoahlJWpTXjYkISmvZ0XUfXWryPdF3qgnn7dkue50ynM2bj6SbCWSwWyFXLcmX7dmypN5EQgiDojaY8B070ucr+MGdTc78HyzeJbxTtHUCqAei5KA4yRF3Da4a1kQyr2FT+XPQef9j4QSDR2zlSEVxPZWiaVF74D/7BP0AIwS//8i/zu7/zBbTOKIqKuq65du0aBwdHKKXY2tpKu4hSCCFxztN1lkAKf4RQrFctwUvKckRZjHABOh8Q/c7TthatM8bjxDEbdqZhDCVXo/GYrut64dIpy+UyhZUqw3WWMq/wPlJVE4TKOD1ZImWBEDlt4ymqGUaPcD4hz0VRJZX23tsZT7cQKgmdlqMJ1SQJe8yXS3RWUFRj6tZyMk/UFmVyrE+qNReRwCR5ltRZLl+6wq1bd9J1mhzvI7bzFHnVf/YWY5JIQn12RpZljGcz7HpNDIHZbEbTNBzev8/+/mXquuXkZA5ZQlKDp6/M6OvGpSaJPoReMCLRpbTOyLKC5WJNU3fs7O5yfHycJrtJ7XWRiu3dPZrOMj86JgqJjyCUZnu6xfz4lMl4RKYVx4cHGK2oisR/DNYxm83obEP0AaUl29szuq4h4tFaJuV2o2ia1GtHiSTgHELqLomCKAVRCqQwKJkjSEZ0a2vK/OSQUZUxm1Qs5kcsFies6zNSHyOFlqBERIkIIbXQbZqa9WpJ29TYtqFeLTk5OuTo4C7Ls2Nc14BraRdH2OUh7eoYuzohNgtyOkbKU+nAVqW5/thl3n39CR67tMWsNBQq4uoFB3dvcuPma9y8eZM7d+5w//59jo6PmS/OWK7XrNuGKBLNbjQZM5lNyYqKKBWdD3Qu0XGq0ZjtnV22tneYbe8w294iz3OsbTFZKtc8uHeP27ducHhwD2dbJuOKS5f2ePTqJSbjAtHjA0pAmRmMFERv+3bWaYP1/kE90kDs1YvOBTx074kOo2kaqp46N5QP3759m62tLZqmwXvPM888s9lQ09pMwFZVVZvzDyH2kKscDPSQBhjs0BBpDEDRkC7LsmwT+r9dQwNMJjPqesmomuC6Y/74j7/Mu597nPe8+53cev0F/v7f//v81b/6ec5OLNPpjGZ5RgyCdd1QVSO6tiVJVukNJ0wICGIwJoki4oUgRFBBII1JCGDnKXJD8AmAMCYnBEvbWnKjNpp7bZ8zOeepJRK1NpYiT8a8Ksc9lw2KasLZsmEyytFyaHsw1EKnjoKElIPcaA70u6LWCe0djHVVjvubmBLbrs9lJsTcbm6y0mpDM0uGyuO9wHYeyr43Txg8qcQ9s12HUaIXTIiJIC1Cf2sCVZk2iuBhOtlK3u/ZmizLkdJgrU/VUA/00+47fz7U6mLwwJq63lStZDkobYidYDza4uRkzs2bt3nXu57d1C3HmDxN2+tdaq1p+81Vm5STlr1XElPDc5SWKO+xTY2QGUomcNEoSd2m/KAxJi0mJXsgTPZeb59OiAloMhmYLHUAULrXOQ1J5SZ9nhXyoofZh5ZDsDd8joteU6qE6edDcAgRET3XUSi9UVGKQnJ1d4KLka61OFoqI9A7I6RMm/Px6QoRLcFrbCdY43G2Yb1aoJRgXBVorZhOtqiqqq8Ln1Ov1jjfsa4XBAGFyQgitQxOpO2cqhr3BsdiXWS9XtF1LW3b9GrmOUpr9nZmzCYVy3rNcrGmbVYIISlKTepomaINSIZzMFKb9hnxIvNCPWAwjRk6R8YNzjEAp4MgyWg0Ynd3l9P50QaIDCHQNE3vmYo3CNu8lcN4MX95kfs5eLFv55AAtnO9OKhOnpcL/Oqv/j1ee+01PvWpn2axWPGtb73A/t4lnA1cunSF+XzRk71zvA3Jy1HmAvev51UOvCqVUOgQBSFKhMwRMscHRZSp7G5Idscg+r7FjrJMIMxqtULJVO2itekrUBrquk2L2bWUZdkjh5KinLBcNdRtwHmNUiVaFYnSE1O9vNbJ4CSxhZSMdi6VG45HU6pyzHKx7ptAZZTliBCgaTqk1OT5UEe7Sp7ShcR6aiCVKDh13fYgitmERMOkSMozDllkG2rGRQGF8XiCEJKus2xv7yCE5uR4gdTp89gunpPRN/Shc4rJxfA5yzWIwNnilPGkomnXGzpQiILJbIu8qLjx+i2GcHjo12OM2YgtZFqxWpwhiRglN96DFnLjORhj0EZQNyukAqUkXR+Kdl3DYrEgN1nfodMiooXgiM6n44IXksQ+BJHUOjjLkoKODw7nUsmr7c6PrnW0jaVdtzSrhuh8QtbbDtu0dHVDvVpTL5fUqwX1+ox2tWC9OGE5P2J1csTqbDiOWS+PaVdzfLdCxoZcO8osUBhPoT2zsWE6yqgKRW5AREvXLFnOTzk9PuTk5ITDw0OOT09wPjKdbXP1kcfYv3yF8WTGbGsfrStcSBuqjxIfJVJnjKdbmLwkL0cUozxpuoaOZb3gbHHKYnFGUy8QdIyqjO3piNmkpCg1JkvGL7XQSKrwEHDBYr3dqN9fnC/D3M2ybGOgBmL5xbTMcrnkrI+K1us1k8mEa9eubaItKVMJ8tC696LHeHFuXgyzN0yH/kh9pcxGCHlA49/OkYjrPiaxVWfZno6o8n3u3Pkex8enPPfOx/jMT3+W3/7tX+fao1coigqiIMsSIJAaM0m0VChEErCgI5os1a0axbpdUxUqCRW7hi5EZEwhpNQe7yB4MCpHFpKuTaFUrg1iJnouZNvTa0BJQ1XmzE8OiaJ5oGxLGY3ZVCZkrNbd5lqTl5MEJnKTJWqKXSajm402KODQKrTs5b4WiwW7u7t9LXvXN3xKLUnbtqZuFqmskcBA20iNy5K02bpuaJqWUqfSrhjPQw/bpt7nZTECksCwEcXGWGT9ZFmvG3b398mzNet1A14Q/MDffPCmvhn5d6B/pAZZK3Z2dpKUWacYke6FygomkxnWel5/7SZXr15FyJSnNcawWNZUVdH/Pmcax/0mkxZe4hV6nE8AWDCKer1mPJqitKBbt6k1r/Os7AIhLickNVgYqFExsSNESD9TSJqAROsahJTkhSHEFZ2V4BviAy1uw4bRMIR5D+fMNosVSJUSHhsHFZ9+9DxVIRQh6xiPpkx2ZhiT0bR2o0vZ2hVbky2kNok61+f4OpuuI3UYTSmm8547SS6uKMdUowm5VqlufL1OG0CPQvvg0TpgTBJtxmSU5TnYOPyUUrJYSoxOwi/jUU5Rapbr5MlrGYkydbcMMfUmH0SEpYQQw6bQ4SJCfVEwI0V2alNCuVympnLb21ssFgums8tcu3aNoig2hSd5nhOtZeAOD/fi3Eieo/APU5kuhuVJY1Y9wA99u4YELtQLp8W3XjW84/qzvOfd7+f1127y9NPXeeyxJ/jCF36f2Wybo6MT9nb3sV1qcpWbjGxDFfA9ObdDyEBeKNpuhYsBZBK7jSislcRYkGVTnE2K1VImGpIxOTGIRF+oux7UGHhb6XnGJI3ItrGsVkuKImNVLzeGrG47ytGYpvO0XdJ9FOQ9qTtDyiRAoYVm3XQ9zzJD6aQV6SNkRUlWlCyWa5o28Q+1yambjrrpUDqjHFV9KG+xtu0VtPtKnI14anwDd20INYQQtF0NriXiLxg4vyEfl2VKD0QnqKopSmaslg1dFzC6fGCyDecfJu3FQ+vUqc/7XuuS0NNELEob8JHxaMLepX2+/Z0XNuEa9ATmXlNz2Jxc223oK4QkCydlLz4sExgQ+00gtSxINBYhIdgU1omYWn0IWgiW6Nok4NITsb1zhP7aXWgRGopRn76IrjdCjs57WtsrBnmPixEXE2HG+1QVZq2j6+zmaNuW1nZYL7AerE9K9i4kmlYUSR1q4BNmmU5GUQScbejaNbZdo2jRokORDkmHFhYpEqjoXUeRJ9UipRQn8zPuHRxSt5a8HFNUM8aTHWZb++zsXmFr+zLlaIZQeUKdRa9zKkAZQ1FVVJMKk6e0jfct69Wco6PbHB7dZbmaE3GYTJDnhqLMyHPT6zMMuUO74UoO8+ZiieZg3If847kKUdwg5aenpxvDHWPk0Ucf5erVqwAPKDMNhvfhssch5B6M48V+Q8MxaIte7PXzdo4UklvLZDLtZchSOwWlNIeHxzz22BPcu3fAJz/5U6zXa1579XXG4ymnp2eJH9h5cp2TShMdSghicLTNCm+TnJjolWRijCidgcywXuKCQeqKiEo1xn1uLzOpo10IkcVicYED5olRbJRzqmqMlJLlcknsRW+lTADG0K1QSk1Tt7RdIESJUjlSGIgShekR3pTYHhC/oQxwkOZKhNwkXpCuK2z+zrOSLDM4l1RsvLcP7KJDSNG2LXVd9/kkNvL/Sgm8t9hm3VdZiN6YwVBlZLIMKVJon5mcPC9ZrerU1qGvkrk4EYcJ/rCC9WDAlVIsl0vyPBHQV6sVxuS0TUOWFTxy9VFOThqOjo7OSyvFuYcqZEybUr0i2HPvftgEBvR8MNBd1yD7PKjvQzSlFGdnZ5hMQXQIPCImNZsQHIqkVJT4nZ4sl/1PzWhUIrVIClNE1m3qcd806aft0qKPQWwW7bDYHgQcQtIJtR7rwAdJRBNVlvKZJkdqjQuBxWrFvXv3ePXVl3nttVe4d+8Oy+UZna3xrsa3S1xzhm2XBNsQfIfEoZWgbWtOT085Pj5O4iejCZPZFi547h8ccXi8oGlSX6fxaIftnUtcuvwI21t7FNU4qWnF1K20aboNoJIqm0om4xGjUUGWKdpmxcHBHQ7u3aVrVmS5whiV7oVKHTm1kZvU0LAuh8N7v+FaDrXt5wR284DHlxqtnaF1Kjne2dnh+eef75kI2WbOwRs9x4sGclCrH2rUHz7+vNSRQ28wV8ua8WhK4u9JxuMxBwcH/Pqv/3ralVtHkVe8/30f4KWXXiEGwXKZvLmN+55mHKl8KtA069QwXniKqsTH1HoiSkVmSiKGrgNrxSZ/GnzclCAmY6hZr+tUM54V1OvUDEoKRfAwm26R5wW2bVNOLM83yeyqqvABympM3XrapiMEUP17Jf6ZfCDP2DRdb4xTnkYKzaiabPI0Qw5PKdXvrKn6oSgKnO+o6/UDFROpTlpvjG7btg9MTDjP27Rt0+dBU1oDYs997HUQRyOapgFkosW0PjVVC+eS/+dj8C6HheARInmAxiiKIuP09JiiyIgEVqsaJRNDIAqYzWZsb1e89tprKcfZL66E2lpEiIzLatNwawjFB+M0fL6kOp73bWz9xuAOOamz09O+ratD4hG4pAp/8ZOEsPlefHBICVlhEqeVHlkVeoPq2x55tq7XFXCRKBSxV7oZjs1iNAYfJQ6NFwaHJkSJDwLrUmWN1IbWOuaLMxarJTZ06FxhCo3JBLZb03VL6nrOannCanlCWy+wXU1wqYfQarXg6OiA+XzO0LI4BkHTWNrGY72gtYG6sfggqEYTdvb22dpORrOoxmR5kvYbwJooI1meuJnjqmA0LslzQ+zX32q1YLk8o23rxGCIKbVSVRWjcYkpDFLyQBnj4Cw8jGwPxg3YrIGzszMODg7QWnNycsLQSfLy5cvs7u5udDMHb3FQpL/4+IDIv9UB/LkxltAbzCKHs8UJiqS7d3B0Sl5scefeGf/d3/k1Ll19mtt3jnns2jsZjSZ864Vv8sjVS8zn9xiVyUMIrkl1wyqJSaT8isO7QFlUxCCxXerPbUyOJKFtrvMYnWNk0lr0PiJUr0OoTCLmxlRN09qGgO+bRlnKSUaWGayTLM4ayirH+Qbna6oqx3WeKp/irMJZhY8SIdPiSTx7gcxyjNF03Zq2XW0My+CxDTfaWr8xHpuQ1KU8WWZKgld0bb+AIXlGwSL79rECT7Bd6lMYbZKjDhYpAsb0zcJ6xR7nUl5YmpwYUjvgqpriewVtKSUuepROajEP8tPCxkgmbzYpp9PX6A/UkdVq1Sv1yAc6K3rvUUbzyCOPcPf+QW9E03enTZZEakmiw9a1+L6hmI89XaWXHhs8k4SE281iHTZEY1TKBSvNRYApXXNESI+QDoTF+QSMOdcQo0/izL2xHARtsyxDy1T+mZ7rsL2Kftu2dLZJ1UHB9nqbbLibUhukVgipianCls5Zms6yrhvOFsueJlTjIxR5RZEnDnLaaNc0qyXL5ZLlYs5iMWd5Nk+A0mqJUbCzPeHypR2MjNy59TqvvfxdbLPk8u6MySinyCTBdpzOj5ifHZOay+WMRiOq0YTp1jaz7X2q8QxhcmyQdD7pgvogcEEiZMqLTiezTRrn6OCA5eKMdrUkuIZcB8Zl6so6KVIf+ERaT3MlhNC3LDlXEoLBaNFzf1N6ZblccHJyRBSB0/kCHwOPPf4Eu3t77O5f6sV8qt5g5mRZTp4XG0BpMLwPzts3Hn+eSOyJaBCWGNmiNCzXNXm5gxdTurDNN1444Atf/B6jradAjnj0iaeQCsoigD0h+CMka7QOmxI1pQx5VhGFYVV7jB6R5yOEMHR1Bz4wKgyjXBNcg+2azZe3rlMddzEaM9naRmU5dw8OKcYVRZVzVp/ShCUydwhTo/OI1lNirLh37x6IllEF3i0pswIZcq7uPc2L372NlCXrxhGNwowqljagyxHKgM48TbugsyvKKkOISNOuMcawv38ZrQ1dl8rn9vb2aJqG5XKZ8ql6jGFMdArbWLxtUcqjlSXGmqY+oyzSZz0+uIdrayQd3i4JvqYqDKvlkuVigcpLqmpM20RsHSiLKa0NqGqC7GkneZUjdWTVnuJpUCrlEKNPVThagdECgce51I3TaOiaGmc7yqJgOpnw2iuvM64maGmYn54yqgqsTdJ2e1cuU4zHvH77LlEXrOqAqmbko1Q4oDLF1vaIg5PbrJsFk60pnbfM56dMJhOyIme5XPbRQtUDIGkDid6RZxlFZvqKqpKukyhdJANYaurmFESLkB11M6duzhiNS84Wc6oicfHatmZ7e0aZa4yS5EZRlTnTyYiqzBEy9RxarhesmzWtbbHe4oLDBUfnuvSYbYneIUVEiXR93qYjemjWLb7zRBfp6o6z+Yqz+YquiSiZNrXWJYQ+eCAIvLN0TY1v1zRnpyyO7rE+OUD7FXsjzW6l8Msjbr/6HV5+6WvMz24znSkee2yH8VhzenqXm7df597BPSazadIfne0y2bnMbPf/x9x//mqW7ul52PWkFd+4U4Wurs7dJyeeISdwSM6QFEVSpOgPkkhRIkEbNgzDMPzdMCQY/iMcBBqWCYs2FEhawxxG5AwnnDNzYp9zOldXV9q14xtWfoI/POt9q/rMWJYNka0FbFR19a60a61n/cJ9X/cditlN0DM6l1H1ksEZhCgwyXT8KMiTCZOixHUt9fqa1fkjVueP6FaPkf01yzxw98aUxSKnnGSokY4btc6xrR6G6IDr+57r62uECDjf0fUbkhQePP6Y88szysWMi8tLlNH8wZ/9QzjvMWnG4dEJeTaNRdJY3RdpwXwyZzGdsZzNmZUFRZaSGU1mNHliyBNDoiRagJFq/yE/Y+36mOljQVgCcehN7wnCoNWESZ7zT/+bbzOdFXz1S7fQJucXf/EX+c1/+ff5hZ/7MtvNNbFr3IFF48why4pY5XhB3zukSEh0dO64waK0GHmOAdu3KPFM0hBwDL3FIcgnU6pqw9nlBWmW09c9TVfHTJF2TZ5PaJMMZwXO9gxDhx7DtoQQBCTD4Llx8gKPHz/l5OYEHzo651FpRtN3mEyhu9gK9+PhrbXEWkZxeUpRFGy3W6bTySh3yqmqDX2/IJU5xuT7VqYf6pEBGnWZIYBRHisD3rb0bUCrFKksSkSgxS4wyzUNiFF+5GI2tNYJ7WZDWcZ0PhdslAW1DdpqVBJb1B3lKf69x9CycdECu01kjMdIkgQ7RJ1ckeXU24qiyICY0zOdTlFac3m1YrXZopVh6CxD7/YCfa3l3nVi0hisJYR8Dme3y7M29P0zcfTz1fswOHKRjLCQOAfthhZhBAiLNtC7KIkREpJEk2UJ8/mU9TrmiG83/ajpG3OMlMIYjZRFpIkHgQ322ULDWXbZ2LvKKVYun65ygP0o4nkIxKc/x4/k9J03eufeCgginX7oRw3x0GN3VHYxanGFJBjD+dlDNutzFosFi8UBJycHOBfoess777wTbZiLBdPZkrywqKpB6Yyhb6lXO65RrLi9jfbguF03iABd8FhncV1DYxuUistaEwryVKITgRIZteiiPtnFZasxKlb143La+fiM9P2YLZSmnJ6fcXjjJlXbUTUdx8cnHB2d8OTJI4bBYdIEERKkGnWeO1qRDzgRxwom6GcbevHpr/MwDJ+qSj/LdHIJsDw84tGjJzR1x40bNwHBersBJRmc46OPP+EnP3mHzaZhNjugqQdMWvAbv/WdUdqi9hVitO5FpL/WcWbVjta6NCtAKKyNKDKCRoyt+Q5vv5uL7myAZVliTMr52SW79Luu6QmOGOqVJBRFijYRGNG1ATuI8W0mQDisa7h1+5jHj07HP2+cYaapoe+jjnOXtLfDdMVBc9iLnuNBOeyH4tNpubenhTCQpioKqm1FXW9wvkcID6LH+R6lQWsYbEtVr2m7LQGLkI7BNuRFJPtsqw3OD3H54+1+eVJVFdmoM22ahqKI2/ndXBT+P896fvoAEEKMoueEqt6Q5/koabH7+WxRFCyXSy4vL7k8v9hTtyMXNKHvLUbnpGlOXbdYu9OZ6mgXDRIp9d5z7GzAO/bif4jout2/u1YmouRMnHnG5VuMT1FCYpSOwOYAwTnKvCDRenyJzSgm0UEjUAy9o2k76qajqhtWmy3VtqZtukj7ETLKhrRBSf17tKvPb3B3I4zdcuL3W0bsACfPDlL2HzvaVkSftWM+ekNdteNcvIqVf9/Rtw3X11ecnj7m4uKCvm9JM8Prr79KlhiePnnMk0cPwTtuHB9y6+YJy9mc4+NjkjSl7QbavouZ6dMJeVmgExORd5OSJE3xAtresqkaNlXNelsh8KSJYj7NWcxLJkWCFLt4jSHGxQSHVtFw+zzsGARnZxecn50hhOD8/JyiKPjyl788clrjCycvCyaTCWVZkqYmgl+MHGewKfkkZ7qYMplPyMoclWiElggtxxGKBwUq+WxD0CTA09Nzbt6+w3Sx4OzsDOc9R0cnSKm5vr7mG9/4BsvDYz55+AipElabmi99+Q9wfr6maT2B6NPdGfB3D2cc/ocI6RVjhII0eDcemCP1O84ELd7HuVzcFDu8G7NM8hzvGfVrcfPddUOEEjtHlku0jtkxXesZ+siclCoeWFINJGmcO66uqwj3IG4OpYpVhTZy79xp2xYfxuB44en7dg8YWK/XODfss5+3mxXOW0wiSTOFDwNNu2EYGgIDAYsPPUoFlAbnOpp2Qzdu1BHRrpbnMTmyrrfRly8D3vf44PA+Lm28G0bZTvwzF0Ux6vWGPXFmVynF74e9bs17PzqIIopzN3jfqQOMMXFbrtU+b/yluy8SnOfs7IxEJUhUrFp0FmEUQpMmxcgH9ftDZnewxmVQHNHs7oe4FIoHe57n45LO7xdLOxWCGTV/8ec98yeHEKEvy8WMW7ducnJ8jA3xENw5c4KI8jWdpCRJhKuYtCTNp2Rp3Do7L6jrluvNdpydu/3y43nx9s4/vfvzP6882AF9vd/9+O6gfPb/fz/Zzk7r+2m3jUcET1vXnD895cEnH/Pk8UMuz88I3nJ4MOPuiy8wKVLOn55y/8P3qbdrlgdzjo6OODk54fj4mEk5Q0odwThDDERL0pysKJlO50xnc9IsJ6Co257tdku9WWPbCq09y2nOcjFhUiRRv+l6vO0/NSeXIxvBOU/XtNiu552fvIdA7eM23nrrcxT55FPyoLjwid83iSbNErIsQSVxEVmWY3xIke5fUFJKptPJXn3xWV+Rh+k9s9mcp0+fUjcdd+/eZb25ou8qfv7n/jCzqQAsv/YvfpOnDw/5E7/0der6mj/4s3+Uex/+mNdevhMrrCQ6RoY+bqSF0jGqouuxHhTxzY7Q0fHjNQiHTjIG28TWK0ik0YjhmUg2ywqmU8dmU3FyPCFLS5q65fDgmGrbk+cBbTyyUzgLQy9IzGgVFJY0U9TNNUdHR5yfX7E8mEZ5E7EVHtoaJWUUs/eWvmvodBxQp0bTtTVpknCwnHPv3j0mZY4ADg8OePjwIV1XUZQJJpEI4eKCodeYRCOIgfZCSpSOlHTbOfqhZrAiumy8RY6SD+c7+qEeD+t4aDrrKIqcqtqO1Y6maeJY4vLyci8c//0qzOcfViFi8uPugEwzg1gLmqZhOp1yvb5gMo1VbL3dcuv2CxwdLLh4esZ6vabIcoxOCT4w9AGf7hJGY6tutEBJM0YijAflHudm8D6g9TOYbOwmxop+fDgi9Dl2HsELcB5vXYzf8B6jDQHBCy/c4vAwoekMDx6tCNIwdAPr7ToKyu0zDFlwIUZ2jPv3gEaoWN2YJGD7bv/12klclHwGq3DO7aul3dd0DHmIK7UgRpfmDuEX40Eg2i/HbOE9QDm2/vFwlR6EG6irjjaAeC7HZrteUa03nD1+xMHxCcdHNzhaLijSLC6h1muqzYbFfE45mzMbReRPnzzi6uoiumy0xA6xEjRJQZLl6CQHqai3Fc4O1HaNsx3COaaTGVmSo4XAAG2S0LUDyAhB6fs+vhzHEc+OjhV/3ycYo7i6WjGdTvnKV77Ku+++M2py1Wi5DHgZlR9qZ9dUu1FLOiotRohH92wkEkMMe+LCyfz3dPz9/35pgJOTE+7fv0+Wl9y8eZOnT59iEsnXv/517t59kR+9/S2ePHqH1cU9Pny/49aNGZ9/6wUWkwxlPqYbAung9lbJGONp95qtjV2Pw2OHkinGiPHtKkY/sogauHEOKlVs+3ZbzjwrmJRTzs/P8R4Sk9HUAyGMboQwoE10Hw19wPaKwXiU9kjlkUawXsVlzQcffMT1VcV0rkBYTKLoKodWGm3kaOGze6ixGSVFfd9SllGCtPPRTqdTjFE0bUWSxsrYJJp+COPss8PoEHN9RolGlmWEUXAdYSIiAoZCFBoniWIYuvh2FQmMURxZmVE3270kp6qqvaSp7zsgxk7Eh/lZpfQ8OcYYjVAihmMFTZom5HlGXdfcmB3irlyUguHjzZko7t59ke985wc8fviIF27fZlrkWCtQMhltqtHvHKNBYgU5uNiixogJRddGPFxvo40zipmjhnQHno3jgHQvxXLWIuMZ+azK81EL2rWWPE1QMkGplG9883Wkyui6jvOrS64uV2yrNdtNzXq74erqau+KafruOfuewiiB1YHghk+5WvxPHZDwzG/9/Nc1+t7dWDXvhNWRHfTTo5Cfno/uqtCma0nTFJ2mQGDomthN6Qh5Mcbw8ON7PH30kKPjY27deoG7t2+w3e6C0yJU25go43rxxRc5ODjYy5hsP8ScJwWJMpg0Jy8DBM1gG4ZujR0amk3kABSFRemESZkxlSZae12UEtq+Z+haglAjFzeqImazOe+99x5f/OIXqeuae/fu8/Wv/wGuri5Zb673M1AIcZaJRBHDCxOlx/nkpwnrcY8QE2Oti/blNE1pu89uiqkBVus1aZZxcnLC1dUV2+2aP/Nn/zRvvP4y//Dv/S2GYcXjR6csJhl2GPin/+zXePWVf5fgLG+99VW26yf0NqBswBiNTgS2H4FiyqBNSj84AgPZ+IYbXKRIowTWjTBdIWKMq2dfbURHQoyhmOQzumogyzSZSak3MXvHuhqlE9I0xzuLtbECEtKOEqQIbNBCk+clTx6fI9WcqXbIUeYCPCejGOiHFtPHIXOSarox0/vk5IjLy0uUEuR5ymw2o20q8jwlLxLSJNvrE7uuQ8kErTTOgcCQZ7HyrZsNfTeQ5ylyBFNorcnznE1VI3tJWaaRTi5jAqMxisF27NL0ttst8/mcy8tLpGS84XbhavFrFrmYUWqzazWbocPaHmM0k8mE8/Nz+iHKWNbrNbN5QZGntJdPufPCLe7fu8/11QXHR0eEPC6Gsqygty1SBybljNV2i7WOLEuRwhF2sbJas9m2HB5O6YZm7zN3Ls5e0zTFI3DWkpqCrmnjyKXtUCY6XDKTjPk0A2kuqbcdTb3m/Lzl/MqSzRrK2TF5npOYjBs3Cm7p2zgXxtjdmrptWa/XXF9fc319zaba0nUD/dCznC9wfb/nsQoRA+O8A+/iAR5///HwHHO8n/XgI9GeuPTa/fcOqff8jHN3nz3fXno7oLIUo6JRodqs6QZLnmYUkylD15CYDBkCF+dnrK6jEuHk5ISXXrzD/QcP2daREDSZTFgu58yXS4IQIDVD11HX2/j3G7OHlDbkkwm5Txk6jxta8ILgOpoqgDRkaUFezEhTQyIVUhGdUaOzRxFRh0pIJIHtesPF2Tl+OWfoImD79dff4Mc//hE+9Hgfdb5CxPjnEPwodZMEEbA+xplIrTBCgwxI62n7hnJacLCMo4fvfufH/5qOx997aXj2Bv/xj9/m5s2b/NW/+lcROP7B3/0Vrq8v6OorjpYH2OEKrQ0ffnCfv/W3/z5/8d/5txHSkqUTvGvHRUqClFH8Gva6vijJAUuexVaHMOBdgCAYhgalQcnRSmcdCD6VVmitY1LOWK83aJ2SpRMuLi64/cKMTb1G6V0rJUa8mcOEgJRuFLJPqDYdZVnywQePWB5mTOYpdujifMSPOkgZKzXnBqzrcW4gSUwMzurjgfno0aO9e2cymbBdxQo6D3L0rGva1mKHgE9BGsPQO6RQpGmUztR1jbMK7wQ60VgbD880M6w2FjvOK13wKKnp+oY8K6mqhlQpsizj/Pycuy+9xNnZKc49Y3byU3uf3WJCiHiD7yqnOFeKjoy2jXPas/MnzOYFk0nJw4cPefGlV7h18wZX59eIfbREFPz3m5Z+cEwnGavtdu833h0IuxfQMAwjRq7BB0uqc6Aj2jXHhZD3SAl13ZEXUeOZpCUiBKzr8TZgrWI6lWhlCa5ndX3O40cbzn7yiIPjuxwcHMU52Qjz3c1Fb9x6YS+m7/ueqqnZbDZU2yYGmT19zNDVe/vq8xXgp51Bz7b/z2PK4iePOU3PIi/hp2ZuEY7yzJUVrzEXqa1Zr9fsnsdJEef22/UqvsSzgJIREyfcwGZ1Sb1a87H6kNt3XyUrIt6wqjbcv3+fEALT6ZSbN2/SVBWXl5LLy/MRpzgi8UyOkppETxEudgzO+Sjt6yq6rht5BiV5MSUdFSK2H2i60QZsY2d1dXFJWcZ7RinB3bt3+fDDD3njjTf48MMPGGxcygZ2o6OY8RR2L53nxPO7sU388EynUw4ODnj1ldd56aWXPtMDM/IwneXs6Sl3XrjN/+gv/Dm86/nVf/oPuTg/ZbtZU2Tp3nY4KWfcuv0iV5dbvvXt71NODxAqQ+kUk+RYB1Xdk2YTyumcqmmZzBZIZWjanrYfUCYhL0q0yeh6j1AJOs3wIqK/rA8kaU6SZNGpYQNFWlDXDXleUm1qtDTMJnNW1xHaGr3X0dZpTMowuNEZE5cfXd9gbUdZ5kynJW+//WNmB8e0bR9zuYuS9dUlidLMpyVD15IoSb1dI7HkqQbnqbdr7ty+SXAD1xeXKAR5Ph1jhsHonMlkMQrNBdtNhxQZicnROoNgMLqgyBcEr7m4WOFsHCfsvOYHBwfUdc2TJ4/Il/PoyxfscVpxcRBHAtdXF9y6fYOq3kQhuR/2jpwsLeg7C0FGFqm1NHVNksbxQ9NWWNdzeHjIxcUFSZKwWCx4cP8+MjUYLbk6fcKXv/IF+q6mbSpOnzyKVjsTpUJxfrXl+OgGVVXtyTU7Gr9SMRZkvVoxmZR7H/tkUrJaX5FlCdpI6roaF4aR5r57ISVJQtfUHCxm9F2DdxFUbYeGo4MpbbMheMfDR5/wne/8Dt/+9m/zwx9+n3v3PuT6+jrOY/cKgEiQmk7m3Di5xRtvvMlXv/pVfumP/zJ/6Od/nruvvMJrb77JdLHAZBlN35NPJqRFsf82SMng/f6js5Yky9BJQkDSW4sHdBID2Lre4vzOPhCwPoyi+I62j172XUdCiDIkO/QMfYezfbQbS7B9R73djIL4LX3bMPRRw/yjH/6AJ48eENzAfFoyn5YoEVhdXfHowQNcCJTTKYuDI0ya0/aWqokSoM2mwuhot90tMnf+bWsHqnpDVW9YrS9p25pJnnF0sCBLEmzf07QVKp4iXF6eU9dbHj16xAcffICzgfV6zc/8zB+MVmRl9mOL6XS696zDp33su4WY1rED+uIXv8jXvvY13njjjZhg8BleGqCqVxyfLPkTf/KPcXVxxnvvvQPBcnX5lBduHdHVVySJZFpMuXFjznKWIkRHtW354Q/e4XNvvEAITTxcJEynC5p2y2q7Js+ntG07RsSKCHqQDWmak6QCW0eph/aCXVB78B5nY6FkTIofHMNgR0H3QJ6VbLdbjEkRYvSBEwPURBAMgx+37s/YiM5Blue0TcdsPqHpSn74ne9z+/YCQQvex/znsTCI7W/U91nbswsVe+ZUMXH5MUY5WOvo2oGiTEiTnLpq47ZXJwy9jcAPYca4CI2SGUrFYLNhsCP5KbZ6cvRqBw+0dYS/ulHzF9wYqib21cowDGRZQtu2e85lnuf7A+unMVrxiumIsQqULJeHNE0XRw1Fyur0IdMypWt6hmbLiy/e4vLqjJs3btH1LSYYsiyJCxudxopwtD4Ow0CSPvO4R0fSgA/R4uiDRRG1ktbGQb5Sgn5oxy17j5YCN7goZ5FRjiWFZ+hqpEoZuhYpNFIMSOU5XBxQFOW+ev/kk094+vQpeV5yfHxMXk7HfKa4Qe5HS2diFF1TkaWab/6BP0hepDw9PafrG64uV5ydn/LB+x+hdNRNZlmGkgap2L+Mmnon7ZL7lhx2Ix49vgh3hCQ3Fp5hX617b/HBjwCT30vjiV2Dw3sBQ7SPSuewYgCpKEatcttUmHEjvbMx9r3lwf37zBYL5vOYm75abaiqGH9CUPHF559xXbOswHqo6zYyE0IE4TS6GTmsUYKUJRpH4PL8KZPZjMRMOL+8oK5rsiyjqiqePH7Ki3df4Od//uf5R//477Gtrrlx44RHj09JM8N0NqNvu/2Mf+f88d4zm804ObnJiy++yHw+38NLPstLAxwuZ/ziL/5hUiP58OE9Htz/gL6tODmcYbsKJT1lkXGwzDg5POL4eIqzNW294d13PuT2zUNOjpfUVce23jJfZujE4fwGk2RsNiuyLIOgoywnQJIXJHlG06oobk0MRulIdwlD1OSpSC9qh5a+tyznE4bOkqUpFxcXzGcGaQRV02ESidIglYsi/NFmGWeZ8aZMUo/zLeUkYTks+eEP3uaF27+I9w226/aVGUCep/u5Yte3TMop3nv6biBNo8Rou4k8ySKPmTsdnqLMMCYZJUqxYuy6gSxNESrGqgYf/eDODXSdoO88xuweltiO5FlEyW23W0yWQxjlK8EixAgrthLnh1FIn3J5eY1zE7wfw96u1tFTv4sUYNdqPt9aCjCK+XLB2dMHlBPNZFLw6NEnfO6ttxiainp7yauvvMC3fvu7hKND6nobKThFzvX1NUaZfUvfNDVNW48HeE8gRg1vt3VcZmkRD0StyXI9HoQGkyiaZhslP0NHVhYRmDImaQ5di1GBttmgE0MXWpTK0CpQXV4j9ZQ8SUHAMPSs15u4QDIpp6ePKctpbNPHFM4kSZjNZohJlKz0Xc/Kb3j33Xep65bbt2/yjW98k+12zSsvv8Fms+Lp03POzk7pugEQ8aWfZNi030uMYgXt6McZ3k7utZck8Xwq4y4qYlzSRcchMdNR7Ccre30oQ3TU2mceaz9G7yI1Wki6rqXaCrQ2I5M0jl1s33J92e//7lFS1tNUK4Jv6Yc4Y0zTCGhJ8wIXgC46oXbdRJ7nFPmUIo+IxbinUGzqNU3TEZyjHzruffQBzjleffVV1uspr732Cq+/8RYffPgOzgeMSUlMQtP1SBFBKrsPMQbrHZ/c5JVXX2exWMQFk9K4z1hapAF+7me/yY2TA37zN3+Tjz/6MIbSS0+Raa6vLjk5XnB0OGE5S0lMHPKqJMP2HXZoePuH75L/ga8wKZdUVcPV1ZqyzJhO5vT9wA4OsZvb7HzZiYmH5nazwVnQghGM4ehdnGklOkGpYayk3Kf0WE3TYLze6+C8j62r0h7lYjRttXXM5jlK9VjXIGQPIjCdljgrubqoWUzlXqy+S4bcIfm9j6Sl6XTKjlepVBkZlVUbD8xigtKSEKILwhhNlsX0zNhqtSSmAMV+5qW1jllFrWboPX3nSVOzX37twMl1XTPPcqTabVpBEGeFQYHz0bcedWtibInnn5bA/NRNtnOo7KpLLdK9RpIQyBJN21QE15GkkvVqy/zoiMkkp6pXFGpCwJCVyegECfR9x2w2o6oi7GEyKYB2nFNG6dQwdCNR3xOCJU0N601FkkSiTtPUTI2hH3pKiiiB8g6jFW7o0FrRDS15HhBYEp2SF5pqe8Gqcjx98pg0z0a6j4tVf9fSKs1qdQUjN1MpQzGZcLhc7pcnbrBsNmf88Ic/ZDqdIoTgzp27nJzcjIeitbz44pbVahXnn1UVl0ebDWUWHVh9Z+n6Bu+7UTsaodpWRFtoCEMEWPMM0PL8t7vUpZ++nlHRf+//8wLsJrppZJIikDgfAwUTpZEmjm6atqeqtjjnyLOSrCyigylMcdYw2MAwNPje4YVEqYRyoijLkvV6Pao6Wppmx7rMyZIcYwy3bh3Q3qu5bKrx+bVcXlZINWbFj9EzX/nK1+i6jnff+xEv3LlJO7RsVldMizK6xwYPwTKd5ty8eZsXXojb/jiD51PRNZ/VpQHuvHCT3/md3+bs6UOuL09ZLmYczOc8fvAxr716h+Viwo3jBXmmgBjboGXMQ06Tkqenl9z7+BFvvP4Ky4MbXK+i+D1LE9qmRSWGzsY86iRLcRaquiZkEbJRbzXWRU2WlDqCKpzDiQBa7t0/2+2W2WxGU8UKptlWWGcwZY4QMrpr8CitMF7RtopqG9sDpRX9sKWY5FxdblA64/joJm//8F1+/mdf29s0CW5MutToUUAfvIiZ0kGghIy5NUKSjLbAtq0xJmrxmnZLICEvIrr/8nKFEArrYqRDdPeEcVMZpRMhRLG9VkSHA5IkMSNW7nkZjPzUQbgjQ0UYhR/tm9XYXjf7+IDd9Wl5TEDIWM1oramqislkQtteY3SssFerK2aTKYSBfrvizp1jHj56QlokgKPrKvIio2mfCbR3wnU/xj5475Hao5TEulhZIuKLJ01yAjF+QZmEYEfqOi6ClFXMt9aJibEgSkZCFAOJjtn1i1mOlp5NtWHdXZHmGUVeghSjoN5ydHRC21u6Lor0pYiqh6uzp1gfuHHjBi+//DKz2YwvfvlLvPTSSzx8+JDf/O3fYjabfYr6PZlNWRws2WHxNuuKs9PzcRvfIFpFkAI/ckJjdb0lIHDjHHP3bxF29j/5HOBCKoRSiFFGBWEcx7D/NXd+6t33EyNp24pmuyHLc2azBcpo2rpjvV6zXa2ZzGcs5zPafohOo+cg2CafYYIkqHEXQCB4j9KaRAtKF6Om2zoWFtV2RVNvKLOCtJxgKLh165iyzHn86GzEBSY0TcPbb/+YspxGRcdyxnJ5yHS+ZFt344t1FklnyPE+D8xmC1566RVOTm4SXyFxJLVTXXyWlwZ4+/vf4cHHH7LeXHN0OCc1muurMw6WJbdvHZOnmvmsiP8wnSM4yzD6e1ViODg45uGDU/I045VX7+C9ZbU+h+D3WTVNW8MOESaih1kESZrNSNMc61qGPvIOlTL4IQZ59YMjVXGTW23qTxFq6k0dW8HpbKRJ9wgcSmYYo+g7PS5eGiYzjVSBNANtPENnOVje5Nd/7Ud86a0jJsUUCCNySo7tSboHbNT1lmR8ow62HzfesYVv2g2TSYGWgqaJm+MsN5gkzhm97/faSgRxziUcSgXSzOB6GHpPksQ57m7bHEnxcVsZ/cwx231HI4IdwSVKlYoyZ7vdMgwd1nqmk/n+sAVACPZAYQIiCKSMIWjeR/dP18VfezGbsbq+oixS0kSzWV+yPDjh7OIpEovzlqaVzGfRIyxswNo+0tDbuHCL9kaLc5Bmhk3V4MyAlCrSnNDRuRQsShikEs8tuJpnODkUIniUGslOQ0eaxKyn5WICOLRSyEyhVWDoG7ohWveUNjx+HCM34oG3GLsFwWazoVttuXfvHiGE/ZxstVrx8ccf895771GWJQcHB3tqVVmW+0zyJElYLpfcOL7FZrNhs9mMJPJLnp49YbuNNH8p5VhUxn+HPQhXPKsu4z+PQCiFkrvsm10b/+lspk/LICKLIbjIE7VDT12t0SNgO0ujQsP1Az0tgx3wbthXob3zlJMEZQoKE6law9DRt1v6tqOXnsRoclK0FNSNp970tHUdRyduIBl6yvmCo6ODeM8+PuPyIlbi3sOPfvQjvvKVr/D97/2QN996nT/6R3+Jf/bP/glVVcfY7DpCPZRS+7nl0VFUPNR1TWJSdiSvz5q4rgF+9PYPKIoMO7RMltPRO2r5ype+RmIC00mGVnEYL0PARCzRfhaWpRM++PAdnpw+oum+yhtvvERRTKibFWleEnxsd4MQoKJHO4TA4KJ4O8sKttueYZxtGa1wTuLsQNd50iKHIMmyuDFNlB630ymbusH7EPFcwhGCJWCRKlLZ07Sg71uc86SFiH+mTOIGyNKSSXnAO++8x2z+5kjUjlETu5lc20bCSlVVo5xJs17XGJ2QZWVEe/U1gwVtxEh8sbG9CcQ5Xe8YbIuysVqWShBCBJ5kWUIfBHXV4GyMmY2atbAfwFdtFYEgu5hT/yymV4hnGlYhJGVZslqtKMvp6FLZ4bGi3OgZ+3DneQ77SA7vR6iw60lTw/VVTbVdUxQT1uuKfmg5OjqkaVpA0PctXd+gVBT0931Plmf0Q9yuHh4e7p0haZqx2mwYhn4Mzhuw1uzB0OD3izajE5qmYjIpGIZuBCoHfHDRSNBUzGYTus4zn01IE01vFdYGpBqzrsOAEoo0MTx5fAoyBuqlaYqaTZhOZiymU7oTy/Wq4vLimkcPn1CWJd/53e+N1ty42Hn86JSiKJjNZjGlU+gY4+vjffK1r3yDspiSZRnHx8ccHR2SFylPnjyhaapRpaHHbXjPzrrqvSCOH2OFuZPSCPkMebbXewIiPPO8x289EGjaatxuJ3ig2VY4KrK0IM0LyjL+m2w3NTb4uBHPUryHuhsQaogxxCYCtY2MCzg/dNhhwNsh5jcliokqED7g7YAbetp6S+8cVdswnR0wKee88MItCILz82sG63n//Q+YLeZMpyUvvvgiJ7du8Morr/DxJ4JNVdGNMRaLxZQXXnyJG7dug1Q0XY9QGhtB/zEC5zN2R0qA1EiqzZo7t25zcXbJarXh61/7JuV0FrNK0hTrB+pmQ2c7lNEkaYo2OVIWnF02PHla82v/8gf86n/zHdZbSZEf0/eKurF4BGokAO02hdE2p+laF61axGowsjuSsdKKc0tHnGEUxYS67TBZTu88WTlBjICH3Zbt+ZldPHCy+GNeoGTKer2J4UqJRCeOV1+7w0/e3XJ5uaVuHAhDCCKm3aXx85QKdH2FCD0mkQxDg3UDSSIjWm08dLzr0MajlKPrK7x1kfpOrKicrRFyQMk+Lm+CRqsCpQ0usG87vNtZGeM23nb9M+3eaG30RLsfckcVTwgepuWM7brCqAQRJJI4anjeMhnGIDofNIH49UvKkmFwpEmJIIWQELyk2nYjZFmx2aw4PFyOD2p04bRNfBkqHRhsTZIotPb0XY1W8aF2Y/SwCDu9pcCHAec7tHYE3yJDj1YBN/TjJtuDTPBCYr0lSIcNfQSYDA1axT9AniQsF1OSBOzQYvsOGfwIg4nz7ps3bzKfTnBu4PLynNPTx6zWV0gpWc7mvPryS0wnBQfLOS/euY3Ac+eFW3zh82+xmE955eW7HB4sCN5yfXXB5cUZbVORJprDgwW/+7u/wzvv/pjLywuyLOXOnTu8+eabfO5zn+Nzn/sCi8UBs+mCspiSZjnaZAg1gorDs5TIHdh4f3CKT1ekn/43fJa3k5oE72JWkLcDSarJk4S2q3n65DFX1xc421HkCZMiQwmHdS24HqNiNd+2DXXbRv20FyidIXWKVCmbqqXr47ORpRMmkxl5WYysgIHLq1P6oWK9OuPho3tIer70hbd4/dW79PWGrq344fe+S3Ced37yE777O9/hzTe/wMt3X6PadgzO0duBLMu4ceMGi8Viz3TY2USf//gsLwmgVSBNNJfn1ySm5OW7nyfLDggUtINi2w5smhovPTqTyMSQ5lNMMqNuFN/+zod89+1TPDf51X/xLn/r7/wWQt/BJDdpOkM7COQ4sHcuDqGDV6yvWvA5beOZzg9I0oJtNWAdSJXi0Ridsa1ahDJ4YciLGVXdIaRByozlQZzXucEifAIuAaeRSLSSSOHJkuhmqFaOeXkL14uY36xX3H1lwbaBew9WBDFhs7UEEubzJaenj1nMCvpuRZELhmHD0F+zXGQEV7O6fhLjTcsFtg/4oUcwMHQVSkiKtGRoBcIp7DDQdyusXSFFhyQgbIbvU3QyIc1LuqFnWzckxqClwg0DWZIyn85oq+i5TpKEAU/vHTJPkUlKkmbU2xqJItU5y9kh1bpi6DqUCBgpkMKN7qScJC3xIWVwOV5kqETh+5o8K/HOkOgFWXLEcn6Xq6uWuuqYTme0Y4xGWU7QOsOoCdfrBknADTWJ8XTtFUr0FJlgs7rACEiEotk0HCwOaasYMVtMUzb1BUkaMKpF05DqgFGKettRlEvqxoLJEKnBJ4GgHb2vmM1z6nob59USXrl7k65aMSkSFuWUYQgYnaNVSpoUHB0dUUwLktQgpOf6+pL333+XD9//gKuLS7A9X//y5/ny599gaDYcL6fMy5TlNOfFW8dgWxLpmWSaRHq21+c8/uQjzp88oN5es5gVFGWUGl2vLnly+gghBHdfeonX33iDX/7jf5IvfulrzBdHmHSKTiZ0PXSDYDI9JCtKpDb7aF+PoLcOFwJmpKwHAYPr6fcQZI8XAUdAKBktilLQ2yE6m5otzkUojLMtbbul7dYE36GkQ4Qe5yqcq8gycLbi+uoJ5xdP6fs4X06TKcElCFHifEbTC5oevEhIyxn5dIYpEpIsUNXnrLdPGdorri4e8PiTd5nlij/1y3+EQgYuHz/kN//5P+fxw0dcXVxz/8NPOD66zZe/9HW6dmC2XHL7zh1mi0VMmNUKnRiCeAbzDn5cDH2Gl4aRUWc0c5NSlAsm5ZK+i21clk/Y1hdMZoasMCRGYdIM7yVPzy649/ETfvLeA5aHN1itViAX/Na3fsLNW7/Bn/tzf4zvff+fI1TUkRXFBG8HqqqiKApSPeXq6prFMseYNNrt+p6qirizLC0idDbA4BxKSITSRNNZfDtLqfeDYO9FrE6lHrVwfvStx0RAZyXB6NHz3eFDh7Pw+pslH3x4yhtvvEWWgk5ytusteZLS9y15FtMhnW/pO43SGUka3/J1E2ebarSeJVkkrwQfdZmZzvAK3DD+fgNYo5BogtQIMiyxakdEUo91Dq1CfJu5MeK2i5o4lRqyLKXrB5quJdEGu8sLF2PKno6RuG3dMJsXIEO0WAaBC2KUJWmkSFHGEFwLUsYlkHSIEB9QIVO0ythsKo6yOPu7vDhjvjjGrVrazpGZjM3miumspG872rqhnMZwrqa+IktS0uQwzkZxaCPxNAQ0Oo1LqcQoZIhBdYkyCJGjZI5UGSrxOBkQzuIZIvld2Gh79RYRBrJEobWj7xoIkbye6gTrYzVydnEeiVImuo4CO5KS4/r6isTEvJvYyjuGvmW9umLo2zgvT5O9/k+KQPAWO3RcnD+NmTZJggtR2bDLspnP5xwd3xhp/QNvvfUWL778Co8ePeLho0c8fvyY9XodZVZDExUL+tm97FyMVWmahvl0ihAD+ID33bg1f9abunGG/TzdifgjY8cVs8h9cFg3fApNp6Xm6elDdJqRZykEwWp1jdaGSVFycvMFNqtruq4Zvx6WRClMkuN8wGKRRkLfY3tL6zw4T9AO6SLY5C/823+Wv/P/+ntcnJ3y/e98NzIUdBwJvPryq9TNmrQ0zJeHZGWBklGmFvO9nuUC7V1Un+EVaUU2koUmkyWT2RIZNNerDbmVLJMMnUS/s9EpWWrorefy6Tnvf/Ax9+4/ph+XM6v1ljsv3KKq1vytv/33efmlm7xw+2Xq+hHr1YZkmZOlJV29ItWCvEi4vmxoO0gzSZJnqFZTVxtMJinznKa2EIhvlhHKIWSEdxDiTZam6ai7dBgdOZgRpR81Z13X4axnsBZtA5nRY16OxVnLFz7/JX7lV36Lj+/d58tffoO2idk+uJ3GMSeEuMho25osV6RZOhLYN8xH/FTV9gxD9IP3XRyqF3lJP4B1Uf7TDwEzpKQmR6kAEqwXEU4hAtY7+t6iCkMgYPeSIRU331nKZDpnsI6+rinmc6yPeTly7Nh2cI6qqpjO8lGgPsYLiHjTGaNQUqNNykBASEGQLiLxiPBeYxRJZlhtrpktM2bzkg8/vMfRjRfIi0BTV2RFymb7lOXBlN7n9F3F8jDBuy2b1YrBLkjTGcENCNWSpILWnzE4S5qcEFxGahR+8NEFlUxQlASVoKTBpIohBIIIuC66uTwWJR1B9QTfYkw8AK+utmgTQORIleCCwvWWbb2hnBT7iIxgA1oqfIhxsYRnS6qmieCLtm2pqupTAV27lM9dUF7XdVR1G7fdXmCy9ShNc0wmEzbVljzPufPC3dHF0pMkmrfefJPPvfUWjx494pNPPma7XUfX1ajd3AWOKRGXj5F56nDWjlrPKO3RSiHHZyGEsNcoPrNeSnYHq3MuLmpHcXi0EWuECpRZihMCN/TjQjGOmdo6+tzTNAXGl8ng6UeZk1ApaQ5eOgRrOhsP89a2dDhq0aF1dLD9+T//Z/iVv/f3ee+Dd/DCMzjL17/xDR49gjff/Bxgmc+XFEkRHUGo0aoZojIlBJ5Byj+7SwMEmZJlJSYvCWjqvqcfLKKXdJ3l+MYRzlYMDkTnOT+75J133ufJwzOsk5STKauqJs2i2Hi+POLB/ff4P/8n/zf+o//4f82kPGS7vWS1bkkPM8piStdEoex8MaHutmwrx0G6iNKWsVorsgypFd4S83DGLZmSapT7hEicMYaua/eCaND77bDSCpMorBOjuwOSVO51kHYILJcLbtxIePvte3zpS2+yWq25fWvO+qpCjKfQLqypHxp0EtFoWgt8iDdzUea0g6JpOqZTgdaKQQYgAoCVBjtEvaLRLUb3aOUQyiMsaJUSBHTtlt5ZUmcQmhE8EhMwu25FU9WU0wlpYkb73PDsIR6iFz7P4xImBtG15LMcMTIo/Wg91EqhdNzGKpmBkEhlI31PgrM9KjHkRcrl1SXb7Zp8ckyaGurqmkm+pEk7hAA32HEbPCVJLN52KO1IM01b1UwyRfABozV5JqnWa+o6sJi8CMSEUjv0eK8xJgc5wSIRKKQ0GOHxOAYZbZVB+Cj6lpZA3MxPpxPOz9axelHxJYnUeJ7xOGOMc8IwJlNGgpPg+vo6anpNdCcNQyQX2XH2en19vQ90e95FE0afe985fBCkxDl610XwSt3GyvH+xw9iZncZO6jJRDKfz3n11Vd54YVbPHr0gIvLM86enI6aR4dSkiTRCJGyXa1BRF3nLq7Ye4f1z9gHO2JSdIPFDbsYCfzPyEp8yn4ohQKpmMwW4Fwk5ROZDoSBuu5Zr+NBZoyiLKd0nY5JA7ZHK4VJUgo5RwpFolr6ztJ3HW1d4T1Iqajbik2z5S/8hX+Lf/4bv8Gv/8ZvIVT8M7/0ystk+RfGuGoRo6ONJ0mKfYY7afx7PU+Q+qwuDTBZHFGWU4zMaLuY0Z3lOVluojfWKfJsBmLg8ZMnvP/+PR4+eMrQOmSS421AasNifsjjx49jouPyJu+8e4///D//u/z5P/dHOFjcpqnPWF1XHCwmeDdQb2rKSUkzRGhAUWRMp5N4aHbb+NY3EmTASYUPMXJilwK4s5s9D8n13iOw42JCEIInTROGIQ6uu95iukCuonwoTVNsD2+9+Xl+7V98j/sfP+DoaEoIgsRkuFDvQ8KMiUPuwbY4lyKVIM0k3bClLKYUfcFqXVPXNZNyEVFttkVpGQ9tH3Wd/dCQ2BajOpAGZKzwVVBIoWPrFCLvNyAYbAQ0tG1L1VZ0dUVeTPCJwfYtWZKDEAzOEYRHp4a8LOiGlqrZkpcxHXDXnoXgIskxBIIDqTICEuQAChAhZmsbQ5rnJLVitb1i3hYcnyw5P3tK8dIBkzKnbjrStOT6YsPBcsZkUlJVZ6S5Z7E44PRhT1f30RoqYyfhVz1VtWGWh7Fj0CNX0uAxKJUR+TeKYCXCZGjhULLHEvAhEKQFIQlqoCimnJwccXG+prcqoueEIs0LpFZcr1d7b3JZlgzasllvcUODKuUICImOlliB7ZYu0bmTprEy7bpm/1LeqQu6ITq3Bmf3yZg7nkTXRCfY2dkZVb1hNpsxm81GC2m+90p/5Utf4uLigoeLh5yenrLZbGjbmqaqabsauTdr+CjhikhNnIvecyNjhnoI8X7ZqR929kvr7F6SEyvPaOpweELoOa02ZGURlRVCY22shqXQ5FlC1zVAikxTkjSPi8a2xQ0DXdej1JhrVeQYHalHnerGMDWF6wZObh7yvR98m6989fPcfvE2/8V/+XdYrVYUk4Lvf9/z4osvRuBbiKm1RVEQHKxWWxKdE4LfH/qf5SUB8skBOi1xSPrBgRQkeY7QER5web1FyJTBKu4/OOPBowuCyDHZlKZxmDQjCMkAHBzeYFu1WKu4ceNl/utf+We8/YN7aL1gNr3BtrLUdR8J5kXC4HuUAucsdV3hg6Us8xj72vUxW5pdJIAeCdfP6N77dDst9pSh6FmGyHXs0FqOVWUku0cQR9SRmiQ6VY6Pj7nzQsGPfvSTGCG62pAk2Rh5sMtUF3EG53v6YUtgIM0Ufd8gZNhHA283NdaO87rQI5XHGEmSxgohshlrXGjxoY0CbxxIiTIaKRWD9QwuEDFhEcybZRkKQVc3EAbyTMNIEAohINQo6g2Rxp7n+b699N7HYbrcAYXdqJF0CJkRRLJvZYU0BJkgTEKaZ+RljONYbdZk47bZdVuSRCOFIE8XtI3DhxaT+ujB9wqTLZEiaumUCgRiBEaalNghzpajvU+A0gQpIqgiREWDIMUOAm8NShYYPUGKlCi1eZbHo3RgOZ9GxN5I8dZSUWQZRZYTnB/lTXbfWUBE6kWnVox+3cWsGBO/1jtXWZ7nz/2cuL3tushq9daRJDvfdsxG74c4+9y9wKfTKVdXV/z4xz/mvffe4/T0lIuLCy4vL7m6utpj2V5++WW+9KUv8eUvf5k33/wct2/fYTE/wNkQXUTtgLUOKQxpmpEVMb1SqRi1EU0fn57z7WJMhmHYO4ae37iHMZOoa7Zsry/pmg1a+ojpUyN20IzYuaqKTqFyymJxRJJNGJxiGBTOKgQJiYnOnpgYmcQ8eQbOLx4z+Jaf/PgH3LpxxH/wl/892qbi27/9LT54933uf/wJT0/PuLq8ptrWOBspXUZnCOTeNfU/COG6VBltF1Py0JFS47zHtXHGJ+WM84uKq+tzLi5rfDB7ULAwoLOMbtvQtJaTo+O4ka43zG8ewvUF/+Sf/CZaS770xRfI0wWb9TXGlOSTnM1mFRcVWUrTtazWayZlTlrkdE0VMW1Ko1WC8GAHByq2yF7E9ikRkZlohcdZj/BuPBwDwxiolRqNTQ1N2+KHMdlRaLSID4cdGt544w2+/e3vcfb0gjsvHNK2PSZJsUOzP5i1Vgyujx5oFUiMJhCrD2MMZTnZW+emkwSpAogBkwg8hr6PetbBdgy2RiuNkGbU5AV0muCH+AIBQZYajFLx62DMCNdo6duGtChIjML5HVE7JbhdcJthOp1SP12zqSumqiRLFFL8FMwWQRAavMQHhxApyAiVkNqATMmKkrpZUVUVR33LwcGC66sLpuVJFBXbFJMMDHbLYHUMdAspdCnT8gZN26KTgt7VaCOZTW7RNpsIRcEhBQijCU4yBIvCjWFXmq53aKkwMsMoUDLQDwM+xBmsUhqtFUU5fq0HP2pVo8aXMacIobH9wGa1jlEbWqOl2ceh7A7L5/PVd235Lkri94uc2EnYlBDjRtfHxEkiGBrhqTZryrIc/fU1P/z+d8myjFu3bvHKK6/wvU8eUJYlZRmXRgfLIxbzAw4PjtlsV7z7k3eo64iki1VwXFwKIcDbfQzxOGaMUBYfYR5xnqnY2UJjB/bMn04IlEVC1WxZV1vSrmCxOCAvNEF4WtfhfYrzIfrWux4bYttukpTF/JChqxn6Fu86lE7ISxFZljXxXrWes/MnHBzdYDpZ8tu/+Rt882d+lv/V//J/wX/8v/vfUxRlTNt0YDuL6x1DG4P4yiwCU3ba1d0M/rO6YmqkyuiaLd7DtCxJE4nt2uivFoLl8pj33/8JDz65jwuSyfRo/7aZzA64XlVMp1O0SHl6dolAkOZT1uue2zdf49vf/i6LxYyXXrzF0eEtHj1Ys9o03Lwxx6QJTRsrzu12zXq9phyro75pGZxFqwSjJcHG+YuDvT7Lex/jH6QG4o2NiPk5uIDr7JjPE2eX/SBw3u3BxFJo8jzl+nrF4dGSooCPP/6Et958mfPT+7xw55i+MwSij1VKiQxyrM4kQQ9IJen6OkabZiWr6w111VIWFq2JAAktMSHq7aJlb8D5BhlSoIzi+x3A2En63iNEzMrWWtJUG5SK8IPNuqNvO9IsJTWauncgY9XhekdTRapMMsJ+m6Yhz1NAjouhZ/a8XbUWGEXRQgMGHxKC0EiVInVKmpW0zZb1tmJ+fIuP3n6PXM9I0yXdoCnyBYM7pW17inLK0Eua2lNMDqnaFUJL+sYhjCLLj0gSjfUSF8ZuQQukDgxD3IYLLRABbOMRNsafSCEQoR9ZkwkCAyK+RMqiwyhBL0BJMbbQUeOXZ3FjXtdbLi83GBXBG1kWDRHb7ZbJCOHYHYy7r48QYi/23/33joC1Twm1A95BVuT7CkgpGb3c4z2a5znWu/2Cpus6PvzwQz755BMSkzGZTJjNZpRlyXw+Z7lccnh4yMHBAdMysl8fP37M1dUVfd/jgsfbwOAtQiWjTTIQZBgNJfFlKITfz9/3gW2for972q5GyLgI9G7g+vqSruuYzQ+4deOYJ08vSLOCVBnaYWCz3qKUYnFwyPHxEdv1NZvVKvIfRBS4CxEjjochMmO11my3a9q252B5zEcfvsfpkyf8R//b/w3/h//TX2ez2WBHAXvfW66uVty6dYu7d+/G521PIvlsZ5gSoB8CRTllvjhAaj0Ga1nKSc7BwQHf/c73OD29wAeDkjlaFSTZBGVyBudxNiB1NoIPNCAp8imz6ZLeCm7dfp1/9I9+nX/xa9+lG1Ims2OETLlabRHKUExnJHmGEBE11Xd2Dy8IPorWAxKhFUIrPB7rLULE5MHtdot3A4lRJFrh7cDQtYjgyVKFHRryTBOcZTopMUpzfXmFHreFgYHZrEQpwZtvvsZPflLz8OFDZtMFTd2NFsW4tdX62UPg/AAicHSyoKpWODcwOzhCjfQehMeHXQXgmC6WHB4eEcII5cDRNBuc71CS0XttCVJFyQ2C7bYeZ3wxNrUoJgghWK+vsU2FNAaVGKQ2dG2EMhflFETE0S0PjwkhIvCGvocxeXNHhA8h0LY9OisQcjQSpCVZPiGEDKEyjCkpp0uUSmibAXrLwcEBm+0aPSmp2wZlUjwJdWOxToEweEClCdJoTs/OQCQk6RIpJxTlIYgM5yN41+NJckNQjqv1JYNvkElcXAmhGPpAvXXgcybFEUpPsS4lMWU0IhgVF1O5GSEfiqKIbXXbtrF78pEVsAuH00Ii8bHltB1d30RThRZxUCg8SkfXy2BjTEI/tNTNlrrZMtiYBZSmafy8rsHZniw1KC2iq8e5uN0NlsV8ymuvvswrr7zEjRvHGKO4vr7GWsvV1RUffPAB7733HpeXl/R9z5MnT/jWt77F4dEJb33uC/zCH/4jfPVr32B5cIROMpI0R2pDlpcgFUmek+YlLgiSrGA6W9Bbxw5zKMQuTTVWabtDXwYixQX289ntdsv5+VPOz59y+/YtqmrD4ycPEd4xnU3i56w3NE2DVgknJzdYHB7RdHGE55FM50vK2ZwgFeUs2k69t6yuLsFbJI6f/PgH/LW/9lcJ3vHeOz/h3Xfe4fHDRzx9csrDTx7x6NGjuMiTarQH/w+gJdcmpSgylPTU9TWD61DB4gZNE2wMlep6vI+ztCBFzMtx8Q01nS6oq4a+6cjTjLScEayjqhuGvse2PS/ceZ2/83f+MfNFyZ/9sz/Hx/d/SG87HAEZ/PiGS7C2pmla5smMPC9Hb/QwbsefEZqtjbYphEcp8azdkCEmLgYbV8x4nBto25okjVG2UhJx+11HOcnBOrQB76KcZrmE999/n4NvfJXBdkzKhNFWww6/tqs0hqFDiYZyko38yY6joxMuLs64uDjn6OggEmusY2h6tMqYTRdsq3WMuC3nECwCG2e047B+x60JhEjJNinSaMBhkgxrY/KgFjGbJsgEGRTBgUdGRNj4gBidIkRMcDTWI6UmNQbn5TgP9mCjYydJsig/Chqpc0KwaDPFBwdc0XQOZwMmyeh0w1BvmS5KpMlQw9G4JIu5LRjo7RalMxCaGG9scAiEFPghoWosJkvxMsQgNO3wYqBpNiiZ7A+V2XSBd5qmHQhqdHBhaXvPensRmZ4HU6q6x3uDH0c5Za5GBmW8F4SMkRJd1+AHSwggtPoU2OQZQzUS2ncEq51+McJ17f4Q2mxWaJ3s4c67A0+NiadVVbHKV6xW0T6px+6oLMsxOXPUCXduPyu8vLwkyzJef/31GM1bVSwWC776ja/z0quv8e6773Lv3j2Gy/jijTM/QZJm6KalbXtkKiMxrO3GbfpoS3aCHTEJAKXHF8mnnURxrNHy8ccfcfv2HaRU3P/kMdXTpxzduMnhYs7QdlEfHTSJyVguD6nqFX1fEYIjMTnJIt+Tv4qiINjA5dUZTbVlvjzik48/4K/8lX+fv/k3/5/88Pvf4/ryii99+avkec7bP/hRTAldLlkcLiIm8jO8NIBJMxyBvqvpuibKTnSU0LTXNX3X4W0AqRAYhAAp3QhRiMFWwscBPETgrh/irCfPCmrnMYlBJQ2//i+/y+e/+AYv3v0cH3zwuyhj0KJHBT/SoHu2VUMxKUnzgm3d0FuLlAPCxM249/FmRVgkYysx0nHi4SkYhg7vYyhZwFLVLfP5HO/tPkJ1u92SFxMQAm1ACkmaKm7eSvjww5Yvfz5GZ8QxVfyOEH4cPkdWY4SwbplM56yuWuqqZX54TF1vOb94zGI52cfJtm3PpFxwcHBC27Zst9ej176N7TdEh8+YQGilIARF21kmZQZGge8pyynD0NF0A6l1UWCuM6RM8IPHDVFyJVAonZBlBYGBvhsw2qMSjdGCYOVoCBjou5okLzA6x7Y1AkOSLOg6h9RxE6uSFU1b0XSOPCvoWs96e8Xixot4kaD8y5GH2T0iyTqSdKDtNiTpbaRcolNDEEOMH0k02IJucDhSEA6hDMpIghxY16sojxGKzWZNkU9GrmkgeBmXAdLRuwFrO7RJmc9nXK/OyYsJ3ZjR03Q9Ho8bN8VZloGLwXIxLz6K0ncfwKdeiEKIPYF8R2LaHaK7z3W2Bx8Q4ya37Vrato2ZVD5+nu1b1mtPVW332U2z2ZzZZB5pRiHQNS1NveXp2RNW6ysODw9544030GnCMs9IkoT1es0wDLz08sssDw548PA+D+5/jBfEpM3xhSqVAimxLtKehIy8zQigHhepOLwQMdlUjoQk8SzAzdqeXkqauuVcS6bTOfNZMcKdG4a+YT5bUlU1fduDEpTlFGU0V1eept0ipaEoM4oBpGjBW9qhoWtqXBe/Nr21fPi+46/8B3+R/+Sv/6e8+96P8d7Sti0nJyd89FGMgLbBslwu/3Wdjb/vFXWYAi4vL2nqS/IU5mWC8JaqWnF9ucLoAiXj4Dhi1OLw241CUu8gSzKSdCdbCEgVsM7Td5ainJHlOW+++Qb37/+I/+q/+kf85f/wz3Pj1htcXX2CMoZhaEmSjLKE7WrNdtOSLguKYsJ2dR2zo/2OqxldI855kJBqjR3G/JFEj/RuPx50EmMUm80WIWZIBUmq8SHn6uqSrq3J8pLgPeUkirPresK9Dy85PT3lhTs3RyHvGHQld3Qg6PswIvYbiny2XxqAYDKZsVo/ZbNZkSQarRP6VmJtwORTsqygbi9ouy1KTVHaICNvDYTGC4cICiGIm1GlwcWZY1JOybuKqt7GxVQxR5kMhEEGi3cCZx1CxIM9STK6Lgrik2RAJRKURjhPsA6UxfY1SZFBkhGa6JhRqUEOQ6xMtSbLDmKkR+cp8rhBX1U1XrRIXSLTF8hlw6q6ILiBNPF426ExpPkSnU1BdoQgMWbAJjkuWIRICcLigkLpQJIF6k3LdX+BFClVvWZTlxidj8i7KjqRVMyHMkZRVx15lrCYzrhx8yXuyzOGkUcaZUF2v7QLOIahBVRcJPEMfPF8auHzcrVdBbrbhA8jsV2Pxoloaojidz2Gy8X7BpIxPjaI+Gs0TTNGZkQxfIRORw3oeh15opvNhtVqRW8tb7zxFsvlkhACj548Zr3acvPmTW7dusV0OmU2m9E1NU+fPuXhw4eEIJhO5+BjhrtScjz8o5sqajZ3c2yJD3GWH18SjD8enzVre7I85cGD+xTFhNdee4PDxYLz8wu2q0syoxEhLuLcEBAqbu6n80NcUNTNGlkHysmSNO1YXV7gPZR5QXADV5dnXF5fcXyz5b13Bf/z/9n/mL/xN/7vvP/Be1RVwxtvfg7rw7i7CPvco8/q0hAhtdvtluB7zCRH0LNeXbBeXYILmETGXGKnsM7jiIzIXazrpChxg8VbFx0VUox50BKTpxwenDCfTdjUDdPFLd7+yY/4G//Z3+J/8j/9i5TTExgu6LuaNFFMyhldHbNG8rSgKEraaosQEHAIFfbDa0R0JQjiggAchFipSZ7pDdNEU4kQKwECqTEoIVhdCeq6IisSghhIs4L5ouDq0nB4CB9+eMrB4Zwii5rLKBx2sZ8HvIpWtShVqsiLGX2rqNdbsrTg5OSEs/NHcQNaLAkuoWsdRkORz6ianLaqSU0T8WbGRFJNGFMzhUIIhcVGSks/oFRAlhn5JEZ/1E1HmQk0CiHjz5ciaipFCAQStHHRx28t1noi8WF0gQhPCC3OCfATCBkKPS6BNFJYetdjTEpeHEXijhO4ACbNMW5gVV1RlDOKcoJMJyi5jHk0okOlmr4ayIQGvQThonVO1ChjMAKQGWCxzqFkIM8ETR1THkMQbKuKcBZITB71hkIxnD8myTKOjm/i/EDTtCwWM/L8kMXiJpfXDdvaMp/PYwZRo7AukoKGMC79gkMOUfuKs0CIRHOv2OWRD0PMJtrNrqUUJInZd1O7b0MIOD8gfECFuLyTKrbx27oanUIpSkoGb2mafjygPIvFgixLWSxnpJlBaU3XDVytV9z7+EO22y1ZkXPnzl2Ojo5IkrjVFqu4BPzKV79O19Y8ePCAJEu5ODun7WpcP8TDtK7HZc+zULfnEyxdfGWMu0BPEBJlFLvNtAie2bQghMDF2ROWy0MW8wl11fLk8SeUkxnGpEilR9G/xuiC2VQhVcp2ExeWBI3WGWk6ILD0zQC+R6jA6WmcVXocf/kv/yX+07/xN3n86DFPTs/4RtNyfX1NO7QsFot/xUfif/ulgTEfRzEp5mSZZ3N9ydOzx/huYD6ZM/QtSkZx806WIKVEo0AFlNC0Qxf9ur2kc7Hae+Wl1/nyl7/G2eMLPvroI66uL5jPUqSZ8jvffYfjX/mn/Pv/7r/J6ulmnLFBmiYU+ZTV6jp6yvM0trSuw/sBJSMwFyniQB2P9zu+YLRERqp2xPzHVl2RpgldFyG+SZKMEqCSfujo+gppJM43ZLmmKFNObiS8/+Oes6cXlHlBmsXIWkREs0mRoJRDB4dzHW1XMSsPIDFsNy2LZdx2Xl6dxi11tsDolLpzVNsWbVLKsuT6+gLbtxiZQkhRJAQRUDImNzMSbOzgx4WEAiHRaZRe1Y2LKZmDx0gFUkTLJcSDaWRrKmnwgnGJ5pEytuxGSZzro36v60B2SJUQXCA4iTITlO3xviNJZkymxwgfD83USPKi4GK7QiY9xWCBFJMtae2GbuhJs4Su7ultix4kmAmSAGGFJ8b0QoFWcTnnQk+aabKsZb1a0XeWwbZsq0ukiFRxKRXbtiHtUtI8YRgMPliOjw+BCU+ebLm6uqJrA2k+AZ6R5/2oW83zPAqlVXR9ieeyZHYV5c4RsxN9R7ZrtNvWdTQoNE2zr8rSNNLkq6qK+s1iwnQ63VequxRNIWJGjrV+Pyetqor5fM58PiPNcoQQFNMJp6enPHz8aLTGdmyrirIs95vnXTTwZDrnrTen3L17l0cPHvKDH3yPxw8/IU0zgnV473A2pgeE3bxWCESIGURB6Hg87kZbOkYG+3GOudOkVtsVwTsODg5Jk4RQZtT1Br1MyFJD01rW2xqtE9JswlE+x9vH1NUK71qKJCdRsFmd4+xAUaZUXY93lmpzyYNPPG3d8df+6n/If/b/+C/44P17fO87v8v5+V2avuHOnTv/2g7H3++KXvKuZzbPyTJHV1+yXl0S7Ei8dgNd20fv8SiZ+FSmsvcR8jkuYJrthnKS8sorr/LWG5+LgUcPn3J+dY1SCReXG6TO0HrCr/7qb/O5N+7y+osZeVZge0fX9eTldLyROtbrLbNJjmt6rHUIGaL7ZwRy4B0OiRIaRPTV7nR0gQikjczNKKBG+Fg9CVgsZ1xcnbPeXHF885iqXqOE4caNY5ptRVFccHFxwc0bx0gZFQDBgRfRdiZFgpIWH9q91U7KaJ3r+x6Teg4PD6nrKB7PzTJG8DYNKZ40yeNh2Pd4PSBD2G9w5Ti/i7MlRT90aG1iRPEwgNQU5ZRu2NINFjU4jIrkapSJgBIf85GkiCMBYESeCXCMs1jBtl6hkpSur0hFAskC4T3DYDFZQZEF2u4coTIm0yW2U/gwxM19miGbAS8kbXWJUQuKcsGwXdE2G/IyJck9vd0g245MnaDUDCnO8NzD4XA+I02neLfC2i1SxxC4SNqHurEIKePccfT2FxOF9z2b7SVFdgIwPtSaBw8ejKoAgQs1Gel+ieO9I01iG02Q9DYudMKIzXs+And3UOZ5/imx927GubNRPo9jezbHt/ss+3yMVt4tk4JzeGvHn6/ZbCxXVxco9RIHB4s4ZkoTbk9ukqaGy6sVTdNwtbrk8vqC2XTBK6+/hk6TyBK9uODw8HDvPrpx4wZKfY35tOT6+ppKCpyzDL2KUqvgESGMTh+BFCMRKThcGCOEhUTJsLfmNlWUEpVZSXAdT588pMgnHBwc0g09Vb0ZM5w01opRIuQoy4zF/DAmrlYRXh2XiwnORtuSq3rycsLQ96zXV2iV8L3vfYe/9Jf+En/7b/3X/OCHP+LJk0d0tuP09JTXXr7xr+Fo/P2viHcTllQGXNdzdXlJ2wxMJgvSfEpVd/SDw42w0t2MknGuEDN7AllZjJ5VwZtvfo4/9af+NPPFgr/7d/8uP/jBD/aMOxcE623HZmvJiyP+L//X/wIvJuj0ABsUTWvRiaKYloQwUG2uSLRCIvDWERz7jfWuvbDegorzTBcsLlikFvvExCjkTsaFgcC7+DEp56QmYbO6JFXQVFsEjuPjE/I04/g4Fl193z8nXA4jtzNSf6RM4kZZmFGm48mLlL7vqeua5eEhQkDbVjjZIhNP5zpa60HNkGZKHwYcPY4AQaFCghR5pAnJuJTwwkcqTGJwNoIqdLrE6Bl+iBzJHWgXEUBGm6F1KUJMQc4R6gAvJ/QhoyfBaw2pweHRgvHl0oKKoGfrAqgE8hk2JLgQZUEmneF9gg8aETLSbI4UKdt2Qzu0pGaJCsf07RJ8SV5CkFd0fhV7WH2C0UcEoXDBY32KVEuEWkbkXMhRakqazijyKQQZAQwMuKHFKJhPC1Ij2W6ukMJjh4auXTP0FdvqisODOQcHi+jjV4YkSTE6ylLiCyQaDpqmoXd9NBMMwz7E7PkUw52IvWmafdri7iCdTqcj/CXsM2eKomAyifKv+PmRNFVt1tGH3TZxg6wlRZaQZpEuFWfwyRg61jOfTnjhhRd46e4dtBLgHYvZFITn/Xd/wjs/fptqvdrrLN9//33+8T/6p3x8/wFf+MKX+IVf/CVeeeU1smJGmk9I0iKqLVQKUo8fCjU+K1LsvOjP4B0iSLRUZFlBkRZATKKsqorzs1M+/PADJmXCdn3Gk0cfU22vMSogCTR1zXazoSgmHB2dMJ3OaFpL13vy6YxysaBznsXBHDuMsi43MNiOarvmN3/91/jTf+bf4OWXXsRoyScffci3f+s3P4Nj8tklAY6mhqG6Ynt5hQ6aVE9pWknXKdL8kHx2gEVQDw1I0Gm8gYKLUIj5fMp6u0KahF/+E3+KP/bL/yYfffyYv/cP/wln5xfoRFE1a4QcsK4nMRmL+S0214HLi8D/8a//HZw+4saLn+NyU9F0DYtlRp6BG7acnz5iWU5ZlEvaTUvfWLTKSJKMtMhxONq+ou2rCGZQMLg4E5MqJcunWCcoiznBa7o2IEgZesHB8oQiMXzywfsczSdIH7g+P+fF2y9ycnLEYpHz8Sf32VRbhIycvl2WUWIKRMiQIqdrA33bxjmwju6JNEno25bJNONq+4TWnlEsA71ouFhXdH5BOnmJFsfGbqm6DusTEDOMWGLkAiULVJEThKV1Fc63eGlATUHfYJLeYlaUpDrg+grbbqPeMClRZoEUS6p2jlQvUc4+Tz5/C1XeYTBTGpnQEEhGyLJUgc42uHYN04x8MePq6noE+Rbk5S2a1uDChMn0NvVWMNiM1BwQvMENTRReZXdZll8gl69juymIBpVe4uVT+uES+oBRC8rJgrScMuic604gi2NMcZPrrUSZIw4OXmJ97cj0FJwkEYYijdk/Q1OTSMEkS7H9luAbjg4n3Lq54PatJev1U6xrY/vbDnRtiC8ZldINlqvra6y3HJ8c7B05UhI1mKOlNsaUGLbbuIjZHSS7mBTvd9R7sY+viIdrrGSVFDE9wA6URcakzAnOQnCUeUZqNNVmDc6SZobLq3Oenj1hUubkaUJbV0yKnNRobt044XA+QziLtD3aW6qrCx5+8hGf3P+QR48eMC1jhvdsNuf06QU+SL74pW/wC3/kj/PSy2+R5HOSYkY5X5JMpsiswOQFxkiMDhSZYj4tmRY5WsRYjaiFVhA0gxMMLkoLi3xCmhUgPO/85HfJM8fJcc7m+iGPPnmXMFQk0rO6OOPsyWO01tx58SVuvHAXZxI2gydkU45euEvddORFwWRS0nUdTx8/4vriAikc77z9ff7yv/fvcPf2TYamJt0huT6jSwOUmY4Sk9YTLHgnCU7HbfiY0V2PGPzBD1xfRnpLlOl4NvWa+WLKL/3SL/HKK6/wG//yt/nBD34Qb8DEsN1E7FXwOz1c5FYmWUaWp9SV5J/989/hj/3i13jxldd5dP9HCDJu3T7io/dWtHXF0HZoIaPsxVqcZT9kRsYAMiBKVgAhVMxCGduKZxvQ+GneB4be413HjeObnD59wOZ6xaQ8wAtHUHBwcBDnUV6MBJq4cVXSsHtQjEnxoSckEpzE+Q7ndJRxeBEtjVmctfW+oR5iTOwQEoY+ZwiQTW+hEwiqwAYV2/EgCS7gg8c4MEmBl5beaUTQKJsgyeJ4grBfhkVm4Mj0RyOkJstLXIjOmswUqELSb8+pu2vmZQ59j/fDGNDl8XiUHQCFzkpc7ymnR3TNNdrMCU6y3W5QZk5V9STlBCVTVBHiLHCQqOSYSdFj+3vY7BxkB6rFhW0UhZsMFabYwZMVJyAXIAM60SQpDLaBEDg5eYVH9z9E0iOkGys+A0KO8IsBIRuUlggxgOiZlAlZNt4bQlLmBU3b042uLz8ufazraJpqJP4/o5rvxArA3ir5vANoV3n6fVSI2s9In7+eb+9DiFzT2XSyr2C993i520h7NpsNH3zwAY8ePYoVbBbn4CcnJ6RGc7Bc7P9Mu6385vqKBw8f8vLLr3L79h2Wi0MOD48wJo0cgb7nxo0XOD6+wYsvvcSPfvw2n9z7CKUzSpPiw0DX1IgQdZnRBFAQgqMdR0lixKvtHzDEs04TT14Yqs0FeTbn6GhG0wSur09J04bZ4hDvBZeX56RFymQ+wxSvcHH1lLrZIKTcMze9tyNcXFI3Wy7PTzk4OOR6dc4f+6O/wHw24bd/+7f/+zn5/v+8NDxT/Ldt+1PtZ/zYbrf7qMz1er33NMc5TcfLr77Mz/3cz5FlGf/gH/wD3v3JO+NWUMUv+BhQv5vz7H4/pRJMYhiGgW/91ne5fWvOz37zLa7ygqurK+Z5wuHhIVdnF6yrNZPJjCxLqJpxLpkbvG9QQj3jqe4E5kGywwvsrYBKoIWOB5H3I3lo4MaNYy6uLrm8XpPm0+goAg5vLHl0+ojeWaqmo9rGmNiI94qHv0kEPsR4ATtAbwekGGIYGBrXd2RZQlnMGQZBWzvKYhbbIq9Jk0NMtog6xCAZvALRY2QgjG/ToddkyQG98wwDGJXQe4XyApPlCDsgn1MPeA/SWhCRWq1UQu80vQ0gJzBZkHaSzSZAJlGmJvTb/fB/cB7R9Qg9oSgn1NuG6eGcUFeYbILrA23bMp9NqC+ukckxCEOSeCQab7fI7IAsucFmvabrDkD1IAy9r9DhGmMWGDdHOI1Sx2izRIYBoRKywtCsnhIsHBxNuTyvGIaKzlaRJSA1UhqCNFESZS2gubw8x/mafmgjWAXFYrbEDoq2G7OBRBhF6JE1OgwOFzp2RoHd3FJKCeGZhTA+E/yeg/H5Rc7u6/+8hRLYH45KKbIsY5cF1HWRjtQ0DRAttFdXF5yfx59XFAWTqwnr9XpMeIwhfLvoFe89/VDTtS1np08Zup7NwZqubSnyEj0K53eQlRs3bnB0fMij11/lxz9+mwcP7+PagcXiIKoGxrmqH0lIIYho5fVROyt2QOKRgu5FvEeNSqPzyW1ZzPNR5tXQdluyoUAKQ9t32NCTFwmTyQTv4+/VdRsm5Tx6yO1InHfRrFHVG3ywND/o+Pmf/3nefPNVHjy496/oKPzvdmmIGsz1er3f7u34ebs3obUxQTGmwHmWyyVXV1eEEPjmN7/Jv/Gn/yT37t3jV37lV/jkk09Yzhe0bcv19SVHR0cEGysDMfICdzePMRqjIxygbdZ867e+z8nBhJdffJ37H32PD+/d5/NvvMbQddR1FPymeUY3tPT9gDIyCulx4/Y6IETkKIq9Sf8ZF3D3MDz/dwPYVgPz5Qmnp0/Y1hWz2QwhAolMWCxn9P0VXWvZbjqKYkR4eY+QNm6glUIpiXdxpmtlTyb0/kFyDrJ0iq0Hhh7m0/kIg8gppjfwusAHixviTQc92oyAERR9LzDFEoZoQ03TKT5Y6q4jFwrEBIEHAZ4BHzzCW7RMUWm0TEppcF5gW9C+xCQnaBEp5RNTYEUHIurxnBORpi5B52XMf7Ey6ihdC8qRz47QRcLEl0wWr7CtK2QyRL3ptifFQjojyW+z6dYkxsfFUFcR+ifMUgVySmJmdLUmXRZ42+JcT2Km9Kai6WpC0Lz62ue5Wj3h7Owxm2aN7TyJDGiTkGQG23eYRFFVG+q2xrkAxFylqTomNwmDywjEsDWpAt4rBhulQ544k96xIncVJEHul0Xxx8z+hf+sJQdjnnm1n9+I7+6vXQESD3b2z0BUcygG65hOowtolziwcxLVdc169VFMKBgPzN2WXAiBVpIbR4f0/cDDTz7m7PSUy7NzlkfH3Lp5m+VySV3XXF9fI0SMFP7c577AfLngx2/PefDwPvVmHVMDEoG1w16YH0aG6m4XsKu6hfj04rfvLYK4xW+bJxTlnOlswmAFZ6cPWR4dk6QGKWOlWRQFaZ4xmyy5aDuauqMsFiiZsVqtcM5RFHFRtlpdMPiBe/c+YLlc8mf+7J/iycXqX92J+P/l0gAXFxc0TbPXm+0kBHZ848znc6qqQsrIqru6uqJtW77yla/wi7/4izx69Ijf+I3f4OoquhO260iimc/nrNdrJnkRhbpSjCW/GSnWEm0guJYsO+CjD57wL3/9dzj+t36Bo8PbPH5QsdpsmC+XVNUD6i7miqdpSl8PDEMg0RkSF0PFcBAEftSVqRG2KuVzdBaI/EmidlGpnEePTnnt9ZfZbLdsqopyliNFXGAdnRyy3VqGHurWUbeeNI0PnVKWYEZNY5AILeICJgy4EDN0jI5RsUlSYHSP9YrgJcHHbbVJlojkNQYA9YiuvU8QFxhlI30nSBAGfEkI0acvzRIvBqxbU3uHEUm0Lvph/Lu30ZUkPdoE6k1DWU5QzlC3jtnGgzliWiS0zScElSCIOkNHPFgDAu3i18ikBdsqupQ2qzOCT5jN5th+y2R+BPO7iP4cpzaYzOC7QGVbSr0kndxh3TcoZUFssP2WvjtFJAVF8iKZmXG27phMu6jI6BpUEjDGUIfA1fqKO6/eJqieqt3QuIre9QyuR6iREoQnTaPwXxmN0oazy4rLq2suLp5y6+bLpKkhhGxkAPR4L5FCoRKFUJoQotRnd2gKEfW9u2XOLnFy91zEBc9zh8mund8BVHh2qAgh9t79XZe1OxCVlOR5wnI2ZzKZxGdQXI/LoijpUSrGkLgRbNxsK7q62cuTVGLGMZVDmASCo9luOH96ipaSo5MTbt26wdPzM77zve+yXC546/Of4+DggHfffZcffOd3I/6u75A6JdMpOk2pNxvqZosy0V8ekUIRCQciytZCoG0G0ixBCktV1TgfW/vIQGhouzW5miBVJKi3bUw0SFTBfHaD1cUThNEkmSbpB3xb4/A4YQnKE+j54dvf4ctf/gpf/epXP/sDc8fL2x0qu6G23UsfYrDS8fExXRcZgr/8y7/MN77xDb7//e/zL/7lP2e5XLJcLnn69GncDi8jpXlXtTrnon3rudbFe4kPEiMjDsw7w7vvfMyvH+T8kZ//IndffoP7H/2IN155CZMZnA/0bkAajdYmbruVQo1yjjBmuBDU/oYX4zDfuQimkOqZPESIgDIpTeuwTlKUc1a+o7UxiIzgmMxmzJeWZmMJTtI2ji51ZMUzxJeUCj9qP40RMdvZNgiZoBKF7TxaGxKj8b1kGAJDNxCCxllNPn8ZLVKkMXS+YbAVrW/jstuDkgnBKZSYIaVh8FPIFORZjLlFIFwPsiHQEgT4MCDwSBGp7h6HzgraRlBdV5RHM7LpDWx3jR2hu1Ir3KCi1VVKvBf0rSUvZlFELhJsSIgWgpxNUzNLSpSaIRI3tmgKkVoGF+hdICkPybMBrRu8eIhQHc439EOFFgajC5w9p249Gs/QXbFpW2RocWFN3Vzz5P6Wqr6m7VaAjRwDKUEMIBTGqBGQDNpISplyeLSg7yUmm3J59RTrYhpnpM77vZ4ySRKqtntuLun3Y6lYbT+bXe6uZ+Rvsddr7g7J5yVJu+v5zmZ3aO46uSgot9SjuHw35toh5XaH8e5ZDCHE+N9Rf9kPLXkeK89UZ2SJRhGoqw2r62vOzs748te+ys0btzg6OqJqapomwmXm8zm3bt9hPl3w4ON7fPjBB1xfX+7nxOkohxJytCO7Ucs6Aooj2D26xryL8/zpVNP2HU+fPqGYlCyWc/quZbMeKPIp8+UBRue0rUUpw9HiGOEDXbvGi8BifkBlFJdXZwxDR5YZNpsrNpuKg8MFRZn+qzsN/ztcUYc5PJNSPI/o3/2j7viKOwjBF7/4Rd566y3Oz8/51V/9VYSOCLHNZoOUkjt37nB2dsZ2u+b1119nu1rHN9SYu7MbpOd5SpZNokBbCMrJEW33lB//+GPuvnDEG68dkxczLq+vKScznB+ompokScnykr63DL0jSZMRNuHHt5+CIOIMUIgRZyWi3EZIBDu3Q3S9HB6/wKPHV8yWGdP5km1zyVTmJKZEojg8PGYle6p1Td9DN3hSkSCkx/qBJNN455AGjFDYfqDpt3iRUhQTjFf79suYGPwVlxQa6wSIJcIsUaJF6AsGu0KxwRBnrlKnuKDQJm7kq1ZhzBRdHmDZIoMg9Fs8G6SoCQGc2yCcQ7qOrMzo+prMFJjEsNmsSLMpenFCmuT0jUenGq1SeucRIcKavYPtpubgaIpJcqq6J8vnBDqqdiDInGaQpJsqAqh9oB0GZOKQnnhgCkM5vYP11+DWJGmLMLFScVYg6THyiur6Y5QMOFtTrS4JrsYoj6TnkwfnBCz4CGOWQoC0SBHlXEpouq6j74j5OkQI9Y2bCdLMePfiY6yTgNxLcOIBGavBXQWZJMleDB5bdfbQ3bZtsdZ/qvMCMbbwz9rvn46B3bXmu1iL3ecYE6vCtu/iwef6PbLQ2Z14fkcP8uMBOY5pgqXrnwGBg7NRBjY0VNuIlgtS4mwEU9+79yHr9ZoX7tzh9ddfo6pqzi8vOb+8Yrlc8sqrr1EWE7Ks5P79j7m8jE6hIBRpUURbqVej4N0SfHyWgwBPIEtjZSxCiDsJZ2maNVRRZSBVEmN8G0jzAlWkGBlze5wTzGcHbKSkaTeAJU37sZofZ84yUOYJm9UF7/3EcnDzc/8qz8T/1mt/YO5ahN3QendYaq0pigLnHOfn53zhC1/gZ37mZ/jOd77Dt771LW7fvo3QsFqtKMsSKeWetDKdlhGTVk7YZfHsWhitNcvlkqOjE67OrzE6xVpQdNih5733P6HIJa+8/Do/eft3eeO1l/DecXb6FCnMODiO+raQmUgmilGH4+Jn51kb80zGqklKSXC7G9/jlefWzTt863e+xWRxwnQ+5+r+E9I0pcg1bvCU0xlD19E2YdyuKhBJ3C15h1Aa4T1CC4wQDLan71qUDgiZI7WMeSljzjheROiD1gQl8M4jTIqQC4I8wsqrCKTQITpwXNSQ6kQjUVSbgSxPKJIT5DBDBXB2BV7hpYRg8aFnCO0oYdGsNmuMKTFJQtuv2WwzlrMZ2kC99oTMRCfT6L9XyuCcp22jtjDPcy4vLzk+OQZZ8PTJo2hjdYF2s2J5dItgpzTtJvrMM8HQxMwbXZxANeBDidIdWvYEK/G9xdktRl6xWn+A1gqB5/riPl1bcXQwo5zkTHIBGAKSwVo6O0Sbn3OEoOidxQWPUiUmzekHhZCRxVhtnjJflLRdVEWMN0WkRw12X/ElSfIpClFMkJT7iq9pGryPy5ndUigExlwgvf/x5ytLeDYK2gWp7eahO4yatw6TJljv9iBjoeW+wgSYTiOgo+/tpyAgUkpSoxm6HiXBM6ZB4pmWU6QxJCajayquryVCQdt3LBZLXn755X1F/dFHH3OwWPLVr/8B7ty5w49+9DYffPAe22GIhhA1HvxE4pPfdXJEgXuSZPT9QNs2DINAmkhi6rqW0ycPufPiy5R5QtcOnJ0+wS3h6Pg2witW12vmiwnT6QwhBFfXp3gHy8UhVS25vDrbv9zOzmJK52d+YFZVxdHREavVav/9ruto25bj4+PIm/Seb37zm9y5c4dvf/vbPHjwgBs3bqC1pu6q/Ruz6yIjMN54MT3P2bgoUaP3PM9z5vM5eR6hBWma0jXRTjU9uIEbLvno3lMmZcrR0ZI3P/8VPnjvRywXE+7cvcvpo3NWqw0Hy2P6zrHd1nEeqmM2dAge5+OcUipw3iNNggx+nE8FkjQFIajbHusCr77+Bu++/z3+0M9+hVu3XuLxk0/QqmSSlhFYIGA6n2GUxoeezdYymxpkMsH5sT0Z51e5ylDa451jW2+YlAdomeOHhLqNlCNlYlRsZ1cUpo8RsqQk+U3SSUaWNIThgnp7QaklAYsLFcV0ys3pMes+p65TZtObtGdPWSyXVKsY9ZAmmvp6gxA9Rmp623FwNKOutjRNRznNuVo9pOmuuf3mi8zVIU/u/5g8mzA/usl229M3NcoUDLbj7OyU4xs3KPKM86dPODo6IEtTzs7OOL51m1W9xQ4VaXIM1jB0K0wi0alntTnlQBYonTLLbrOqBjbrx8ynMRr3/sfv4sM7SHlO0zhs14KrUaGjqSyG2ciUjP51ESQmROeNJIrQnQ50jn07LWTCdDrFuRQ2PV0Dk2mBQO9F1xEb6PajosvLy70QffdyqLbxgCzLcjyw+v0iL1aUYu8xh2fLnd1/76rOuKmOh3VRFPtlzi5nvijLn/J4B9JkzKZ3jr5tMEpi8uzZBj+JM3DvLcfHxygR9i4dpQRFmSGUoW27mDLqLE+fPmW92XDz5m2Ob95AK0PXRfjxYD315TUHRyf83C8sSfKMDz54j66p2GxWzOcLpPBcXp3TtR1CRJcXocN7SZqU4+hgwPthr00NIfD09DGL5XHMpWo89XbN2uQU6QRJZDSgJEXhsW5O16sI124TpDBI4caXg0KPHIfP6tIA0+mUs7OzSE4pCi4vL5lMJhwfH3NxcUHXdfzhP/yHybKM733ve/sWpq5jKqEXz2RIzrmIuhrJJ9HmN876xLMN9S46FCRlNiHJUlKTYnRHsA1dW/P06ZZ333vIqy8fsDy8SWpgW/ckWY5C0XUDxqQMffx1QhCEMTgMH8b404hnC+MiI3iBUGMWjNJoLViv16R5SpoUXF2tydOC6eSItnGUuUEIRVZk9K2g7weapicvDC5MkSIGSQXc2CoO4IiunREr5pxD4qPPW45SSRETDwUdbX0KSY6XgsAEQQpyQJmSJE/phyvwHcFXiFATxCQmIoac3uYk2SHeDwwuIzETUJ4kncdAK1ej4hAXpQQYR99VdP2G9foJzfZjXnv9iGkxIQjD0LS4wcfERhy5kZw/+YSjwzlaOVbX53jXMJ/PmU5Kzk4fIFND06RINwWvEEHjxo03AurmgjQt0TKjSA7ozDrmEslrbt0ouPfhBVqvkVJhVEAkBgsYmaGEwZiSEATWgR3NTMEDzhA8yMSjpANhUEmKNjkmS1HKkRaB7WbAOui7eB8WRbS57qq43tl9m11V1X6bvcvxcc5xfHxMUUzo+57T01NWqxVZljObzfb+dODZM8Azveauq9r5xnfPyu7/PY+Se16SJHg2DoCoLd5H5I4/TynF2dnZfllblmX83OApsoSiKBgGS6IVLsTx1Or6EoiHN0GRFTl13fLJJx/zKMt44/VX+fmf+wVee+01vv/973L6+CGr1RVNu0UJxXQyp6o3sTrXZkQ7ijHl81mU807OFwL0XYN3ImZGCUffVmgpMUlK1zUILUiMYT5bstl6rlcNWqUcH99is7ogBIkbouTps7z2OsxdMiKwlxXsBLKvv/46zjkeP368n1PuMkYmkwmoZxvo5+UHu5tEa/N7boY4J43tT55kGKNJU4VRBu96wLLdBu7fP6fINHdfOkQzUG1XZCYCcbtmiBtEduCEmCrnx85c+EBckceWyUfxDcKHMdZCYczAZrthvrjFcrZkdV6T3lwym9zg9PSMrgukCZg8wQvPpmmougGVljjmBDsgTYuQoNSAkP04oxxwweKDoLeOhBj5q//fzP3XkyXZdt4J/rZydVREZKQqdTUBkA0QaDaHnNcxvswfzu6Bkd3NIQEQ6oqqWyIrM0Mc6WKreVjbPaIIo03bcMCim5VVVlZmxIlz3Nde61ufMFLYU46C0eiecfo9Rjfo6gatG7K+IqtMth22MkxhIOSRHHtUPJDtDqshY4gB2mZNDGdcu8VVmku/ZxwNm9WKKUZiUJLJrp1kAPmJVZeIoef7d+95dZVRWRWz4hGrHFlDDAOWTBhPDIeP2NritGccHjHXLV2j+Hj3SKU148ngmh2V3ZBVJISeoI5YVzGOH1FE4iSWfxUtl/FEyh+43jX4oUdbsJXDWocxoEyQwjutqZo1GYM2GosmZsEjFY6sJy7hoUSIGFGllM6v62pMZalc4NJPnPK0YMl1nZGM74hPcVlsXi6XZ9Sip+XKMAzMMb1v377l5uaGVPjFkr/Ef4FvPhXMtm1/QGNLKS0jelVVHM8HuTsVpSBKoZ70BCpTVZvl787/fy6YAIfH/YKTGvck46yamtVGMqCM1bJc8T2HR3Hat9qw2e14cfOa9+8/0nQtTdPw7v33KJXZ7bb8T3/yx2w2G7788rd89+4bcvASv1EnUjbiARoFzxQ3OymcSmtmt6O6tmIek0aaWhy/hmEv0MH2Coz4sqIMTduwRmiJJPGNSFNGqwtD6kuT9eNdi73b9fX1QqbdbDZ473l8fOSzzz7jD/7gD/jzP/9zLpeLRBMcjxyPR4wxHA4Huk37g4KoF6OCJ9v7mas4/xqeQqQe93e0bU1OLdYoVK6wbodSntN54v3HI+tNy25jMbYm66IrX4B2KyA04oGpVLF3U0o240p0spnInOucyyZd64zRiRAHbq5v+fjxI+cDXF3vqJ3nfJpQ6wplHabW4DS6aqmaG9DXDL04PVmnUDqg9ISzilRBwJOiJniN1RqTxQQj5QxBEqu07iF9xORrtO7IqiOwEmK60hjtUeYOpXtC7tFhQJkJo33xzCweh2RM1aJM4PFxYLh4unZ2Boqiwa5rWQilwKqrcToynDK/+fXf8eLqmmbVUVWKVdeQEpyGCzEENivLh+9/x2az4WojC5bj43dCxDYTOmXScMeUrrBNAj0S/BGqC3WtOF/2hElxvz8zThfW6wBh5NyfsbmmrdqyvGkwqiIr0ARSNnhvqasOtMPoiqquMaZGIUqbpCb6/RlI5KQJvjAEbJCHV2eaRpIwtaoYRyGrBx8XtyCdBDKat9dzh9lfRi6XC1prDocDx+OZFy9e8Pbt2zJhyaLzcjn/wOVITEOenoeZkvfcXxOeCO3wxB55nmo5///NevtsM0+xGVTLn7m5fclsdFzX4mPw8eNHhmnkxntM5SBFUoY4jcSY6a3Fb7aQxOjm6mrL7e0NKSX+z//j3/PNN9/wx3/8z/jpT39CW6wKf/Obv+e3v/s158ORtllTuZqh70WSnOZEAi1LIfmpQCWsqcFGlNIlS0vyqkLUjJPh5sWW4+myEPjbuuPFi9fsH2ou/YH16gVgyUEVv4Qf77LAYls1BzjNW+w3b97wh3/4h8WUVE7Tjx8/SiLiZkNVVXzzzTdUrVvGg+eqh5k8/tzl5fk4AZKbcjk/4oNj7DuM1lRG07YKZyzaJE6nxO++/J5f/OwlL2/WjMOFFLOkPYaALgmRseSSaDVvJwWY19agrUZlQ6DcsGW5oZSibgz7x49c7V6xanecjhNt7bi6/pQPH0Xp4ywo52hXDaZq2O4+oXIv6HvNMJxpAKMjylog44xG2ZGIwk+a6C1GO7SusAZyEq6myhOkO0g7yFcotRPjjFyBUmg9YuoX5NwTxzLexwFjR7K6kLFkHMN4YRofqdxETAZUh8prwiTaek2FxpBjIE0nlJUgC41AEo2TrsUqLXy7lFBpJIeJWnk+3N2R/JoXt9eE4cj5OFBVFckPOGtJPuKn7xjDSFQTUzxjY0S7kp2+atB54HK4J/mAsYEYei5ny2r9oiztDMY40MJ4SLl4fFbrEsjWYFyNMZaUJGHQhwlUhVGQsnSfMRYvVC0Li5QSVS1KmeATwyBu3tNYpigflnsWngyDm3pcRvfdbrfEUMyWb7M8eJrGpbOcR+Pn9nDee5qmWZ6zmcK3LFeRZ0UphVGSyA5glBhfxODLqD8bY0jRSFGmps16RyrGOD4mLpcTl8uFen/P8bjn1ds3zBG1pkxWpMD5+EBKibv7PW8/+5xus2aaBl7c3nJ9c8PnP/mMfpT/3my3tKuOqmn58re/4/HxnpygqmHqB7Ke0zQ1OSdJr0SeQR/Dcoh4Py17DGsjIZwI00X42GjGacIax3p1jaGWoLuY8FNmKlPHj3mJlny14ssvvyxJeg3v37/nZz/7GX/yJ39Czpm/+qu/4tNPP2W/33N3d0fbtnjvOZ1O3NzcMIXxB8oGGU+feGnPAe3nnDSQibltGyRDxBOjLXw5g3WSEX2+JFIcON1uuNqtyWi001SFoiMmuIViMbeYPG3yKKVBa41OUqSVKqTwHKmd5rg/sG5uaJstp/2Bu48XfvLzz2jqI4mBmCPWWZpNSxOvWG1fYtVL+ovBT99gLVgrEIMuN7RRRhb3WRGDJhotoWVaE3UmpojKgeQfifoDUb8gty9AK5Fnqg7UFVbfoOIe/FkeHnVBqSNKnUBpEjX9cOD+/gO7tWO7uUWt1xgVOQ89QWUqbdHWkplYNTuyGuijZ7Va4cpnJJlERhyAtEYTsNozDRcaE9F54Hz4wNDLkk3nhO/31LaB6In5Axd/IuRAIFAliQieBlDdhu22YrxoTpc91gaqGow1VGaDHxMxZbStMNpiWysUMOMAserLKLyKhJSZgi9REGdk/2JL+ZfYlJQFN84qcbmM1K2WcDItcI5AR0V1VuWFKVLXwvOz1rJebbm5uWEcx9KB2uXPScGUhU/XdUsc7/MN+AxJVVW15MQ/V/38lx3m8+XR/Pe11kuBnTXcC3VJ4q3oS5iddMeefhCHJO+lkE+lYG23V+x2O1b1CmUtKgbG/swQL4QMj4/3vHnzhp///OfiVN+44swk2/Trqxf88z9Zs13v+A//4f/gw4c72rrF1xdCmeDk9ReD76TJKTD5iDEJrYs/rc7CUVaBRObu/h2r7Qvxqpgy3ktywmb9grracHx8YJo846VnWuIjf5zLAssIMpPVX758yZ/+6Z9ye3vLv/23/xaAw+FQ4lpF8bDf70VPvNsx9eMPvuhznttz5cP8+89Bbq017VrGiBw0RtdopEvL0aCU43R8YLdecThe+Oabb3n98oa2qQnjnDn9RHV4fmNlJZilEIsdaCNZ26GM5kpL8dWZujbibN28om2u+fKr3/Pi5Uvabk3ve0IOaJxQPJMhJkNlt6zWjtPjGaMuGOXFXU3N3U0gJ8ndTtERJoMzFqwRGCAloSVxJvpHstmjqx7qNMvh0aoTwrrZEtWDUGriGaOOaH0AoxnGAVcJcV47y9XVFj9cCMMZzQYVAsophkvAWsequSHmE9EHbq9eMbZHHj5+IPgRck1/GbDW0NaOmD1GeVadRamJMF7Q2dO4Fm0CTaXI44TRmcyeMB6ZUiYqhVItl2TI3nF4/EDbrFmvDWMxPTHKAAFlNBhFUplkFNZZjLZC19JGMMaQlpgCgyGQCHYiO7/EF2ttCTkzhYTPhcmuFMZKxxlCQCu9jM1k4VGSWeg+z6N2nZXM+q7ritiChatprcV7IZxfXV0tRdB7kRbOz9T8ZyXxUC/pBjPZfeGDWiVwO3HZ3s8T0FwgtTY/gLRijISoeDieBaLIAe8nUhLDF6cFK3+8v8MYw3jpCeOEX09UdUuqG6pOE6Ph/v4j+/0D6/Wa29tbHo8HpmlivdoWxY4sSV++3GGMFRf89Hf0Z8lc9640JGpcDo+sZPQGj58izoArC9dpOKPyhGtXjGMm945VzljTodH4KWJtRVOvSCtZEk+tJFT+mJfQii4jn3z6BZf+zBQC//p/+Zf82b/4n/nqd1/y29/+lrdv3/L+wzsx3eikWFa1Zb2+5dvvvub6xc1SGJ82g2r5cJ02JRtci4ORWVSpGAMpRKKfIFdUThWsI+BzJivH4RT45fo158s9x/0jt1evsOuG/eGOtm4kj0RKY/kHZNzPRcElrktGgc5ZpJFKOk+tDMpUbDY77j+OOBdp2jUf7vZ8uDvx6tNr/DBCSGTTklPNNGiRHa6hajYo9wpdBbI9AY4IGNMDER2DmMMnTQqGnCwKh9YRoxSBiNaRyIWc96h8QKce6CAJCqxcQ7Jrotri40BkpPEn2SwrzXSJXF3dYvKKrnIY5+j3E1M/UbkW2yg0mcP+AypP2KojRMc4GqpqhU2efvLL5zP5AFEMF2LocU7MNnyYsM5QObtsgldNx+U8YbRDaSWLrpTFHCPCNHiMrfj44XvWq36ZYoZRYk7OvWe9tgQSMQV0ViXQS+gpGuG6hjAx+iC8WtdhXYW2K1y1xlFRGQfGiqXfNKJ90Ygrw27bEUp4mkJyfbRy0pEqQ5jGpZubs3X6vmdSYeElL9LIon9AK2LKWOeoyqgdQuB0OjEMI9MkY7tzFZ999tliliFjaSDGsMiET6eDLEpKxxuC5ChJqJ95ZuihfzCthRAIMaNSQjtJDM05UpeIYWPEeHoWozzc3XM+nqjrlq5bc3V1xfrqhjHAi1dv6fsTX/7273EGrnfbhRZUVY6UV0yDFMPt9op/8k/+iMtl5K//81+IzZtRpKzE8aqYxszQXlVZLpcTXkHX1KQcOJ4O9KNlZxtsZzgfD/jRc3NtadqW6CPH4URlKqq2oe5WNONG8Ngf8ZIOMxpCNLhqxR/+0c/453/6Z3z19Tf8b3/+/2J3s+Wbd18DSfS7o0KSGSPDeFnGjJk6ASJDFHNdjdLgg7TYVSW2Z5LnncrYp0gh09haDGXTAAwkMqHPnIfI7e0N//t/+JL/+//tn7G6ivz6t9/zh67m6uqG/nzCujU6iDt3RmIOyJ4cI0ontusGpSYglg6jZJ0nSFlRVw2qdih3ZH955NXrF7z92Rf8u//0t/w/3vw/uXn1Mz7cPzCFCmtqXFtx6D3H/it+/os/ptF/iKlhmr5h6COVG6iyjLDGNrhKCak8OMKYcTnK6SvcGMY44RXk8RuyucamzzHTClVpcIEhRJRbo7q3xDFwOXzFMFx4kRybbUVm4u7r7xmGgb6yrNuuqIpkREvKUDUVa3PF8bTnsY9stjsqKu4+fElXVVzd3tKfTrx/uGOzqrCVY5yOhNzTVI5GGUJwsllOGZ0NWlUEHNk0TEkhUSEG5zRJKVKypKg5n0+klOn7HmUMrtqAktG3aSpMteFm2+HHicPjR4bTnvWmxSrJbR/6M6fLQIgK1+zIwRFVRdNt2Vy9pO8zEfEmqKrMpI748RHvR8SgfqKqGpTWeB9JMWOto6lWOBNLamNEl6jn3W4DwGUQwrqzFVPw+JLA2FQt2kq8hbYG52rW6y1Awfcf+Pbbb7m//8g4hUK4T6QgAXkCG0wYk9HacHP7kv1+z/Es3ertq9ecTxKt23VdURkFtDE0bSuv7XIh5UxdS4FXRjpFlS0pePw4YduWTbfh4eFBlDVl4vN+5HIRw+j98RHlGr579xXr9YbKfs7j/ZrkB/ZoYhaKWdt2ZRmladoVn3z6OaezyKS//ua3tG2NqWum+ztS8LjGon2S7KJklgjiSy8TRd3egtYcLxn6B8l3shYfLoRYYaqGqAKnsWfXXdNdrUkm8vBw99+xPP7DywJUzYqmW3P78oZ/+a/+Na9fv+XXv/l7DqfjgsNo/WQiEL10cbKVa1HmacwOIZRcGbNgmbbQJZSet2eC28ToyREabcuILJjTTN4NWaGAjx9PKAJ//ddf80d/+CltveX3X73jk9drVusO0tzRSvHIGVKKoqNW0p1oTcG5JNxLOJuBlBMxgrY1XRe5exw4nE+sd1f85Oc7Xr75OYdDoOs2vLh5xWUc+Pj9e6ytWK1bRp+wzecSJdFknD6R4oGgzjgFwQfQDdo4rO5wVQM2ofOEykl4nFEydtATxBP4R7TZQWqIfiJbhTUNym0w1YasHeP5yMP0Hn8ayVqxf9iz3+8lwbMTAvZud8V6vRb8zRqUtvSDwseJfpRxdbXZoeMj1kjOUU5zJjdgEq566nC0tqIjjpqkHCnXaCpiFkqIKaFfaAH4UxaKT1VrfMpoJR1VVm7RIads6AePDyfiJAYVOfSc4gWjPTGIXVvyHoXD5A1GKdAOTQt0dJuVjOFjT0wTbbujadfc3b/n/ft3bFZrlMo4K+FlwRe+5Dgy+InNZoOdLMMwLFS6GYsUf8biUFTs3nwMGITnq52lbuX7n/YSgXvz4iWv3rzmdDguW/Y5KiVFGevnZ2GaJvaHg4z9neZ0POOnQNd13Nzc0Lat+FoOw7KMeu6CBCzb7RgjU9ssJiKL52ZKC+7qnCvwgBTMYeo5nL9DG0P0L9isGprK0Z+O2LrBmoqH/YHPPv2CzeYtxriSepn45O2nvHhxzf/27xzffvsV/X6PqyUOuD+fyDGwXnf4aVqSEjJyX6SkymY94cOIqzxOO6amoWlajLIoCzorpjihjKLpWnbcMPnjP35l/K9cFuAP//APWa1WfP7Fp/zZn/0L3r/7lr/9m7+j70d2u9ViPWWM+FueDsdCPJfTMvhif2UpY/nTxlE4iT/cvs8jeZ4J7dZBsa9dpGXPOGv9NFJXil//+td89umOV19c8c3X39I0ie12S0wZZaHCkrFMUxa5IVkwsCmLk7aWuVznLGqgLFLHGBS2qlh1lo/3nsfHA1V9wxefvsJsrqguR8noaVfsqobDw0E6EiWmIZV9zRQSrtqj9ZZ+yCTlwSSCn8Rc1zms6qBqQI+koEhElEoQE87UJFr85Ml8QNcrCNdMORGHkaoKGCXSOad3eCLn/sQ49sTiH5jxaKNFj33yxDBwOcvCwVW24HhnpqkneBmVKiddT+MaUjXhp1DceDJNLeO3GPEKhiXvKmQsqAqlK5xLwmt9VjDFpMGQM1hXY8pIPH+mYihd2BQmE+JAzhFXKWJWTNOAYsLoJLxZgJm2VmwCrRaPxsP+geubW7brhsPxgUsvvMbKGjarDvFedOX+0xhTXqsGUxmJ+rVq8U0QzTjYQhIfJ4FVVJZlTkhJoJIyJh8OB6ZJvCyVUuyuNtzc3BSF0IFpGDmdMsOlR+lM29U0uWKaJsZxWCTFc0yFc27Zxvd9X/DSJ+34TFGa89K32+3iZTsbesxFU5yyqn/w95VS9H3PZegxVU3KEmH75Zdf8vh44OXtK15/8ik317dc765IMYrz2HpLUzVklwl1po0Vf/rP/4yua/hNEtMPkocU6YNfOmOdxTUspVl+jXCRSQQ/immwumDrhqru0KZeokSmaSpS5TVts+K773/kgvnq1Su++OILfvnLX/L69Wv+6i/+I/f3j8WQoOH1qzVtV1O5hmG8cF89LBZv5/MZbeckxoqmaXBGssHnWNKFd1YUQPODJfniRYmTISkBiITLqZGFti7Z05rjceTr33/LTz65Yr3acTyceTyeJEzMKqzVxKQJXrwOs1IF2C9hT1aLGkcBKouhg8r4BHn0GLemrlvuHgeqNGIrT7jf07YrHh8vPHz/ns32alFAPT4e2G5rVO6EF2o6UJ1I8pRs+DGJlBTayJiqiwppSpmEk7FOJZyuCalhDIGkP2JCCyiCrxmDxw8DSp9QIWPtFV2jiOaBGHqO+z1Kaaq6ktFIix1Yf7nndPTkFHHO0LY1VW3JKeBTJEeNrg1WZZzV4qbkFWHyqAS1aYpdWEZZMUuwWnT6QvmpQFvaerYzk5tqzq1P5XPNSEhaipngIwlbDlbRjlujCDmiTaIyjsDEJSRULtrq4oIU0hN/V6cgh16cOBz2dOuOulmjdGQYLoToqazi5uaGx0dx8x5jJkVFTkJfcq7CVhWHgyhpnvTkxa0rxSLiiKU4Ptm2zYe/1nA8XpaOzlpL3/e8e/ftkl3e1DXDcCETl6IlXGDpWJumYRiEpnV7e8t6vWa/33N/f49SavFyeDIyTsvrnXmXl8tFDDDKpDdT/JpGOr7ZoX1+/bPKKaXEi6srxmliGKaSiy5beVMJNvv5Zz/hfO5F/FC8JVKEw+mR0+nE65cvqayhq2r+/m//hv3DHV23RuXM/uEera1MeNqjsqTO5pwKTbOknZIJfqQ/nXG2QeHEuMbWhDCiXEbXZWn6I17lu2s++eQTfvWrXxHixP3dI+v1mrat6YcL2/UOZ+Umq6uWzSYRY0brk1Au6uJxaap/sPTRRkEMP1ACPXlTaiDiY0STJehLy9/VClTIxIy4DYWMMpa/+bu/5/NPd/zqF294/91v+O7de968fUWlLM4alJVNuMqBlDMxCT8vq4zJuRC5KRu8WEa0TN9f2Ow6VusNx7NgUcPwHm1W/PTn/5S6qbi7u+NyGfj0Zz/jyid+85vfcD6eWe9E8pVzS0wrUC/w4YLhjDYVpBL2lSdUFC35lAzKdFgQcnquJPwMSNwTY4XKDSlssLlmGjI+XlBxwqQaYzbAnqyk0MRJbOlUngQmIWF0QOvI5Xgg+EwOBpVbKqdROaACROUw2khxUrIYm1ISL0ZXzEJ0VZyBqrIsM4SkZLSGspiIixNVKFHHpS0ElcDIKCnZ00k4iToTQ8CHCzGOWK2prCHnRAgTJI/RGeMMOmWJNA8TKU9o5UlR/nn7+gXH4wN3H7/FOsWqq6FwU/vhjKuMOPekXKSqs+mGRRtb1D5PxjPaiNEHMeOnCesq0akvlmssXeDshH4+n7FOuj4M3D0+ECfP1dWWiVKgUmL0I36cmB3Hc1bcldTHuSsdx5HHx0eapinSyyc94OzXMBfs2cNh9uicpZNzONvMVZ4L6Px3QQquq6uncZ8n7vTpdOLrL7/i+2+/43g403VrXr1+W6bMC30/kmJgs1mRk+L6+oaf/+xX+HHidzFyeHzAuJr1dsflchH4KRUjHHkAZaZUoJXAPilEhv5cOKMVTdPRVhXTGEQaGwod8Ee8LMAf/dEf8dOf/pyrqyv+3b//c7788kvadoW1GnKPQhNjJmeP1obNZkPXrRb6RD+KZEm8+iQV8clGSygfkGRprcRENKVC3k1Ch0k5kbUqf0ahtCLrshFMghvVdcvd+/f87svv+NUvvqBpd/TjI5fLiUyF0S3GOIyrsUm4maIl96ioSVoTdSp0k0hS8j29j1xGj5tGXFWz3W3o/ZHD8Z7qbsV29wJrW8iB77//juvrHU1TY63mu3df80V3T11fE5ImhRWN+4J+SpxPH9iuIaiRkD05TTKCo4mqRaU1KoHVEyo1gKZ2Cm8HYrqDtEFT4eqNWOP5imnyeA85B3L25DyxXndM/bBgzWRPTIkw9aQY2G46gu9JeSKMHh0NxiJbWT8SyoLOaDBW/h2jcBP70VLXDSnLKK60bJhN0vioCDGQh0gu2/GUEoknB3KlilihqvEq0Y/DsuVNKTFOPeN0wKiEqmsSjljuDcqBl0MiRcpDEzApkE0gR0/0PburGx5PD5yP99RdS9NsUVqR+oj3JZ5ZKaxtaJqGGMQlPAZhTGhXocq9nHMWShgFf68cXSdFLKREKOkBM7eyaRqapuPDhw+yWS9jsRweMpKSMqiMq8qIOfQ/gKesq5ZiOftiXl9fiylN8ap9Hu/y3AV+mia22+3SkEzTtGz8QwiLlHmGQebXNvuBurrichmIRa7svccEKajBC7VJ24qXL19yfX1NKNJIraHrGlarDaGM/ldXN/zyV39ICIH/fDwyjRFbNegpCFEwK2BCumtpXMiaFEptyJB8oD9faOqetI1YrenalphYPp8f87IA/+pf/avFHv+rr75iv9+L4/XlxGolLiTW2OXEaup64UOllHg43AkYXuJB/TQUHlqRnhmNUjN28kTW1foJj1FJidRvVlxk4aSlHIRonAJaGbabGz5+eOA3v/uGLz6/RfWZ06Un6/Tk5l7VpCRvfkqBFGPBRyWHxBlQWgjsGVVeBwxDDypSVQ3rruKwP9MPe37z6/+MsR3r1Y6cRn7z678VhxijuN9/R3P/n3j9+hdCTwkd280fMJ4rLmfLbl0T03d4DiQ14azDqA4VW3KUh9fpCykF0Jq6sSgzcZkuwJ66ukITaFyN5gUqOS79kclPaJtw2tJ1DW0l21OlFDFM9Kez0EDiSF1pGaWzIscgXanVmKxJIeKzuOZYo6mcIjhDzkH0veO4GMlmFMpojK3IKGJITF5GVlOmA/k8pWBmyZAsG3snnNNnAgcZDSeGy5G2sShViUKnPMwkveDd1kohU7lacO4YBkLSfPjwNUblQh+KnI+Pch8RaWvHfd/L5KJlZHbWYozQmrR19GNAG4exVfE4KA9HpamVwmgrOd1OtsS2JAaIibEixEjbdVR1zePjo5hJKKFHnfoLbS1yz7quWa1aIC2uXlprua9yXlR0EkchTl4fP358dvg85Q05J+q6eRyfi+T8TBpjFr+Hruv+Af950b0jGfBpgj739MMZNQwiAVgL8yBMA4fDge+++wagFPcNSlmmaaDttsJRdYoXL17ys5/+UrpKpTifj1R1Q9BazOFUgpQWH4kcZelprMVqgw+J6Ef6y4nhcmJarVitdwx9YAo/ro4cnil9Hh/viVGwkt1uR8qBx8d7drsdc+LdZrMRHl3VllNLgps2u3UxKBF7rcvpzOH4WCyxBvzksc7IJjjNRDbRxDqj0RgSQbwfF4UOS5tulGy1vY9cXd+yP3zPX//Nb/nJT77Aup5hPFJ5xRQSlTMYbTEWYih63OxQMRBVQmkZy7Xw20sChMLhCH5gGC90qxc0rUGbSIoD33z9gf1x5E/++F+wXm34/Ve/43R+ZLe9JuWBD3d/wfrKwOTQuYXqFRZPGM4otSGmKLEPqgfToM2VaMbjqkQBrxjjA0pD7SBpC4MncsGYkXE8ULsbVs01KmgGcxFDAu2oW5FckouCJE6MQyT4RF23rN2a/eMd666ibWqsMVTWUtXimzh68Y1MWaF0iQ2xhlA4fSFmYo7ElIk5YYupQlaSAR+CLGbmB9laybvOORPi05YWni305l9nUDkzjb3ACDmKnDUpjK7J2pKRe89qwU1DMuRcoTJE74mcOV2OrHZXWKcYTtJpt6sOa2TzXVtHmIvzIObSMWa0qnCmmGDUwu/zXrbkPobSKDj6aSxOQGL95gpF5nQ6LYXh+voaELrP0J8XbXoIgSHL+6NgIbHPBSvnXPTol6ULvFwuvH//nvP5vMTFzO/jrDV/bqf4+9//fimKKSXatl0WSfNrnAn0zzvVcRSOZtOtJMyswAwpCoNlGHvUqJmmJxWT957jcc/t7Suubq5ZdVvi4YgyYvqRIrx8+Zo/+9P/haZp+Ou/+osFAog5lelCPFafoDmojEU7BzkwTJ7xcqE/n+i7jtvbV4QiXNBP5eFHuSyw4I3/8T/+R37/+98Xjlfg7du3pJSoXcV2u6VtV1wuA/uHU/kAKiCx2jTI13Fstw3XuytehVvO5zN9f+bh4x2X/sxwOTNr1kV9IY4xSqviwKKI2eP9WLicRjaBypKtRP/Kaep4eBz4y7/+LX/6Jz+VKIPhjHUDbduhlXDjlDLC0yyAvQ89/djTtRWrdUUGLucjTbsiq8gURlJSnC+PkB3XVw0Pj49cX685n4/8p7/497x5+xmr1Y5hPOLveupuhbZ3fPfd/07rPqF1b3j4tqFx17x988ec9h9pNz+nf1D4+EjTbKnrW6ZsSLrB1YbL5SPd6iW9/8hlPLG5vuF8OXM+7dntRlolwLhRW7yN1I2hbjdMceT9++/Y1C1aKaG6ZA2ppq4sWmWUSlztNFaLXVjKmsknfBR8UGtF01QkAsM0kXPE2IxLZjHObboabWqUhhCFxmRdS1VDiAJRPtdQ+1hyu7OE0Z3PZzAWZwWTm0LBPSNQPCivNh2V6xhHT4wJ5yQr3YcRVQrwPJZnIadgrMJoTY5wPt3LqGk0rnKFizjgi/7alO1+CKHIZK10hyGQsiNlsd9T2lA3La7QdEKW+7rrOrrVZjEBTilS17IUvVxOPDyILvvNmzccj0fpNAe53/fTxM3NNZW1aOvo1g5XN4z9BYAUnxglIYQfbMtTSosOe77mBdAsy/wvU1xjjByPwmTpum5ht8ziktmNbO5Iv/vuO7bbrXwmPjBMoaihGpTO3N9/FCms1oz9mdP5wPF45NX5FW/efs5uewsxLe5Prq64ffWSn/tfoZTiL//yP0mqZArY7FAR8IrsRzKZqu2KnFmw4ZDK+3A+cm4a9vd31N2KycDQn/971MX/6mVB/Pbeff8tf//rv+V3v/stD3cfaJqqGGzY5XRabPbTD40KHh8fef3mFbe3t9JhlLCkfjhzOBywSnM+d/Rtt4xcglNmiWBAkWPCpwHvJ2KagCQO3EpxOp2ojGW17ujaK4waqWsFquJ+P7But1wuE6fTgOLMZr2WbT2GyU2M/QVNEpegbPEhMQ4Baw11syYroTxYV4wDlLDanYVVKwa863XFd9/d8dvfnPn5z/6Aq5sXjD4zjkeMORL8haAzwQZyozGrl9R1g3NvGfrvseoztN2hck2MK1Bgq0rMFcYtKU8k/Ygik3PNqqsYw4Hj4QNvX3/C4/0BnR1duyXQ8bD/QE6W6xefoH3EZFmu5BAJeSLPUQIqoY0u8MZICmImqZTCaoU2mbocXkordNZk5bC2dANK7o+mNbhK8sCzisQ0glJUtUEnh3nmdRqjKioUWZB0q43EPgSEFVCwtxgyRiuapmMYJoY+SbaQaYlFM6xNW2hMWf5u1uQkUr0cJnEB14JJo8SLNUdFMsXuL84cRC3SWJ2LYkaRcyIpMKYqqh8t71X5ObI22Gfd8dIple2yUkKhC2HuovXiSZlSYqyqQoiXn3noB1KObLdbNpsNl5OM3cE/6cvnTvJ55EXf9wtMMZt4zFik957tdrtswoHl/z/Xps+Y5ywLrSqhfs3SzjmWo+s6jBN2wDRN3NzccLqcF8gtpUAokRkxeUCjtWPV7ajrGudKiqpVvHnzFqUUx/OJr7/6kuPxSMzSHKWUCF6jioCF+d4JuTRMmeNRIJ7VasWbrqOpRTH0Y14W4Hja8+WXv+Nv/uav+frrr4h+JIRG8CPV4qxBG6HtKFVBUqWdllPx9vYVr1+9oe0aoRtderbbNdfX13JyIdSJvm0WbHPeSFqtSSELn7AXvS8qiz9mJePm9ZsrIYqvWtarFpQnTCf6PvH7r9/zP//zz4hx5Hw+czhesLamqhu0kSI/DDCFgCrGHOOUSMnTtg2r9ZZhOpFVRhnIeoIQyArRU3eO4f7E1W7N3ccHvv3uO1arHavNFq0rYpxIU0DFxMQ7fD7h+xOkz9jxhrpaY8wNm/U12mS0CcCIchNRj4QQuX79BaQTYThxHu5Ie0+3vmK71Tw8XjiePhLjFude4CpFFTVNL98BrQAA+G1JREFU0zCOijgJfUYhD1lMkkcOnqQyKgukEdNEilkI6Rm0yUQUVnls8WJEZbSSZYs28mdMgsu5x7qaWmuUVvgoEbNGO+pKk6NGRfVEls5muT9iTGU7OxEVrLcbKiOFIjtFW6+5XCIPj/dM48Sq63C2K0UIrNL44EEX7E1rUEZUWshSD2MwReygFEVOWYxglBL6kjIo4zDaisigJIuSBVrSpshklRaYRmlMEGu8qnZoY8QhKfhlWy4OQ7Da7PBhJIZMRtzhnZO43GEQN6eqqvBJWALsjwsGud5sl8PmeRxG3/dLttasonNOtO273U7Mf5FieDgcABYd+/PlDrDwNWfsciavz9p3HSNRIfzSlNDIPykFvB9p64rK2aLamwjHwHA+EcaBFMHYmlcvhcJVVdWSFNN2a25fveKf/rM/IaXE/nigv5ywuhiT+ETSYgeXyj0V4mxKEpjGnv0hsX5c8fr1azarFefz/wCO6w8P93z77de8f/+OECcxmU2Bw3HPMPaYF/rZ9g2sLSa4BcMcR1n2bLZrdrudxDikzPFwJibParWRk61okHOOS8E0xrGuOyY/MgwnUh6xDpwzOCvKnK7uRNKWhFaQYiIky+V84nQ+E6Jl1d2gaApmGhkG8aXUBTO6pIlpTMwy9hASWkHdaEISKom1Gj8lQgqAFBpnFVYbalfxydu3DH3k/sNHtpsXvP3kM4xpSXnEoEjpIg4x/kJKJ6bpgLNX7Daf4Oo1Gi2bayaSivTjnuPhgnm1o6o7XHtL9p5TD83KUjVrYOD799/w6sUGYwO/+/IrHk9/x82LFW2z5fvHd5imwVIOMQrPVLI6QMXSXULIiaSKqbJRGJNJxspDrpU446ssvqKw+If6KDSjevDYWrikKYufp1KqdHFirydE9DKeG02Mc4CX4McxRqEKGUMoogRXN3TtBqszrlqL1FXLZ5RUImnFbLOe0QvhUykFBqGKaclUZ/Y0UI6IIibJOMroJX45S3zpsogM8YnqJu/h7JwuY3ldCeQ0a7LHMtLOueSCBUa0NtTFRu7qSiCry+XE2A9C2o6Ckao0lW5Q0zQV17urxWh4s5FufPamnWXHc2RMzqLrnzvZmYc5Oxo9jwme6USHw2FZvM1uS/PPMxano9VqRcwscTTr9Rpl3GIS/iQ2kZymaZqY/Ih0mJUcEpWha9egFSGL6fK5H/ni858ur/+rr37HeD6htSxXQ5iY4kQmE8pkOk+0ADkGHu4/cni8o2krtuuGDz+iOrLkkn/g/uEj58sRraGqHbFkRIcwcaorkThtNljjllZfKUhJgqPu7mRTvl6vlw3fDFKnwltTtMs3fkrFq6i1o8k163WDNglnc4n2FBA5TplxnJYbRqkkksZkAcO7bx/45JMrVpuWdHwgxMT5cqGuDJtNRde1+DDgx4mQIjoLQD0o0EePacsIozLBGrKXhD6FxqmK623F/jhwtXvBz3/e8etf/57+MlG5lZhCTBPGIUstdSGmgXEYCOEEecs4nKnra6xpSSphK49xnqE/czjuOZ1+y9tPPuPm5S3tSiCIMULtHFW9Yug9qJHz5Vt+97v/yMeHb/mV+jm3r9ZYUxFCIQErBUqmAWVmLb8EVxEs2VhII0qXg0clch4ZvZpraPl3kgWQMZAtlfEEr+j7kQpVsEoFKRT05ckQ4cmpyqCzwZjMpR+wtSjF+r5HTVJYh37idD7w4npNt9qxWjWEaDC6EQOGGAWbVmLYEKPHx0lG7SStsioGK4ZiqGKEW6mVxShHxoj3aAIfi+1muXeVFds/ZyuUkWUVSskkknNxEZewPBDvyTiLLFJeDnH5/0+xLGiDqw1NcR16/fotDw93nI4DTd3x8uVLtIH9/Z7z+YjVx6WgzZ3gc5ek+X3b7/c8Pj5yd3fH4XAo9L5uKbLz5n1eFM3j95wd1Lbt0sE+l37OyyUHpKYmpKeUy5DlwA1RJq+UEiFFhqFnHHu0Mow+k5M0Ui9fvqZbbcScJEYmH3FNy0+++Bl+lNf4zZe/Q5IYirxTGzmAjdyrttxDueDIh/0d337zJW1Xc3Vz849YDv+/Xxbg4917jsd9wQ4CMUqcplJZaAXPVAHKFT5yni2noGmasuDpRbtcOklrBX9YclJylAeNJ7d1pSKHS8ngNkLCnkZPTMUmyyesqvA+lOweMBaSMiQMKWp+99X3XF9t2Ww7wJLSrM7wZCpsLdhPmDzTFEghkbPFT5pD8mxdJWoibXBOQbTEkCBJ5MF2s+Hu/lushRc3r+gvGuNahj4wDgM5TOhG4SqwOuFsAj2Q0h2TP7E/jlTjDU21o2pa2nZF3dYYe4NSLUHfsLq6RVea2Ht8vnA6X8iq4+b6JcPljvPlEa1q3nyype4UWtUMw4Rxjhxmyduc8yJkBKeVJE+qDEGhnCHlGggiSQsDOWaI4LKRrrP4AGgCUU84O5ECQhkbE0ZnnEYoSjmTVRLBAOXAAFBq6daej4GVqyU907hCY6rIRPrLhL1aUVUdeIOixtoOpcTJqWkdUxxgvOBzEv5lLDHJJRBlVofpJB1y0qmM8XJ/xqRwQRGSFL65ExZcs0EpQ+KJljNLNucubP7zEm9RlwInuKMkmKYfLGPk10K9GocJa4VrWdc1t7e3aA1XG7GFOx8PxCj3u6RTpmWbPptWWGtZr9fknBd7uHn8ruv6mWfmk03j/N+z2qdpmqUQztv25xvzGS+cgjAAZpXRbHnny6SAVgtccKnO9GMUUUtb4+oK18rEoLRFG1lcrbY7Pvv8Jzw+PjJceh7uPuAvF3yxXFTGEL0iFp4mqsiX44RShseHjxz3t7x69T9AwXx8vMf7SWSMzygMog+XVttVZgF080w8TXnhj2mtaVv54BS5fPhnvv32W9ad2ETpYleVcyofcERrS2XEDMAQCdGT4iAnWhQlRCiWbbrklYQUSSUBMsXE5RyZfGYcAuMw0TaSx5KSOHIrDFXTsMqZuD8zTKJdtVlulv4SSWiUsygq8WnUszIkoyrL1e4F/QBEw9vXn3H3eOb3X72jrjRXazEmVkHLYsLIROzpUerEEE8Ef0fkimSvsdMN2l5R2Y7d1TX15iXt+gV9PxLSmrpp6fsH8nFku35J2w70/YGmqfn8Jze8fvMTLmfP4J9YB6qM2iI1zaScCTlDlE04yogjjK5QNgu/dbLE8YJTDU5lnFY4q7FGIiI0I1lZ2iah6AlxIiVFDIApMldtSpEwy2EYUjkQZ0f7Yn82Ly6ysksRvdrd8Li/ZxoTpFi4mIrzRQ69KSpco8lYlKnQOZbuX1yHVMpy76LFmFYlEnExctFKuvRZFWPQBa5QpOKHamxNQgv2mTO6bOXNQrAuS86ysKIoU+YmIkbxS9ClwDpjsU6zaoTe8+7dO9brjt2b3UIJ8n5is7vmxfWOx/s7pmlY0iwvF5FazosYYCHLX19f03XdDxQ7Hz58WBY4czaX92Jiba1dxuHZIPr5Emk2TZ7pRsYYdAiYspTsum6Re57Oh8KrNotRiTEOWyX2+wfev39P03W4usW6mqbpsHVFKMqm9XrNL3/5S1IM/F1M3E+BWkH0vewQdJalcJLGShlJf22rimkaOB4e2D8+/HctkP/lVfwwBzKGulmhg4Uso0vKiRgUVd1SuQbnaqFV5BJPmgMpB7FtU4phGDge9oWzKfiKM6p0kxGlnzaQYgbgUSow5bGMj4EUR1lQJAntMkZGKqUMGU0I4swuxFf5EXS1I6sr+klxGTuqtsG5jPd7+kl4n1VtqXKDOQlQPW+DVdacTyMxK1RbgHERmxNTIBRbspcvX/L+w5FLP7He7hje3fHll9/w+WdvePvqFVoXBYOSmMpcikaKE5f+BPqIs0eG4cDpeE9T71ivrmlW11xmHMdr1m3Dav0p795NPHw8cGwf2G1rxvEjl+EerScsmqZu0KZC5wr8BavK2LhsWYNQflQmaEEkjVU4a6hqR1YapzIjkaaqiie9QSshm8c4ErgQs8FUGp0iehJMM8aIzkJgN7pmnALWiqmFdGmZRMl20pamsQx+IsRLMZI4cTrJtrNr1zR1oROFnqY1kBOnkySSKiMRrkklMgGrDcoJh1cr+Vmn4SweASnIa89GeKVYsnJMYRQzB1tjbYPstUSlFDN0rgHmzbR+IokXz1SzEsL6k+GGknE9JmJOOCdWdd4XnDEKlBRyIuTEJ598UlzY44LPxZQYppHHwwFbObSVg8/Vog/vx4EweaJ4EBJSxBSYQGuJfR7HsZiFhB8oeICl052x0blznRc+s96c8jNdXV0BWqInsuL6+gVN1y5c0mmaOO0PDH7COfeESyvD1U2NDz3H056PHz9Qt+3CQ63rFlPXnA4TxjjevP0UP068//4D+/2RBkd/9BhTlD5GBBzWaChqwVwOgMfHR7775mug+UcvjP+1S6SR/9O/pGqvSNS8f/+Ovu/J2rJdd1xtd7z55A03V9c0bSedIWAri60sxhn8KCehNZqqlZtnKOt/o+SDbLsalXKJFMg0dQ1OqBBZJ0mLUBBipu8DIU40tWW9bhj9UEY7AcDJhsf9AyEEXrx4weOp5v1Dx+s3L7HdFUOO7LZrGn3gw/u/5cooNo2i7hpWVxuSNwyniAoV2mhGnwlRE5OldoZEIkQPRmOtmEbs+z24DCFxt/9Au3a8fPuCr7//lmal2W46mraSLJOkqLXDmQ6cp7LyIMaYSZOYMGA9/WnP4fh73OoKP77nevuaWq+Jx4km16yM4ruv/oamzcR8IefIOZ2x6kJOa0KsUTFQ2Z7L4eOi+JgjEoRjGMoDEtFG4a1lJp5X1mGaBuU0tt1iaAmDYhgipEjOJ0J+oHZAtkQiIY7YXFOZWoxNJo+tZxefotwycqPHLKaywrXVpBQZxoGUAnWVxWeAAZJQXGK+MA0iBRyHC7Y87FN/RFkj3qJKTDtyEvu/GCPGKuksU8AXHqGPkhGElgC0qt5Qt+tiuGIhW7I2KGU59gcp/ma2/1MFqxcNfQhPZhYz+TsrVZwQEtoqLhfhVDpXSzd0PBJCou3W5BSIZSGXYsKnEbTCVjW9D1ik4ycmsja4uiEoJfdM8GgN/ST5SqZyVNZRtQoxlHFcTuLeI8YhYRnh5+7y7u7uB5HB8CQimPnU4+gJIYnKbX21jOEiROkZLiNWO2qrCD5QmYqblzfcvnrFFOQzOOzviNHjjMUZg86aV69qpnHkarPj490HMev45HP+5b+29JPnN7/+WzarLahANGIYHX3AFCGMQg6a9aZm8olvvnvH5uVP/5HL4n/9sgDWtVxdv+aLn0Sub14VyzDPqm7YbFbcvrgRo1eVSemyJDaGEEocZsFMYiSpJ4lWjonIVNxYelTKiwv7bDeViVxmAm/ZQgqVQrac52GUZW+RWUq7rqnaDh2CGEO4NadRsfMt690V3cpha9Fe192Z0T9g+gndKVbrDWnQjOdHpjBS2ZrRRxgUzoh21mpVXISk057ixGbdYazm0h8xVnO7ucHVLTFOvL/7SFI3vKxvqKq20Hs0tauo16JDvlwuJB+oa4czieD3pGzQdY0fBlI4kPoHhnZDZVakMKDiBZMuhPFMTFIwcxyKbdyF4Vzhpwmn9oTxsBSPlB2ohNWiVR6Hh2ejnVq6fKUUVBXNy9fUUbGqKrTqint3GTc5EVAYa3FYpnHEjyMpKrpqVfxQ5wWJWezfYmLhUlqrMWiUCrKRTxm0vD5tNcF7QEGamFIkxQmlJkgJP16oXEMMRji62ZGyBSoMFl1VTOMZiopLqUKHyomUFeiAsQ5tAioHYhqFgkWEaEkmErImFZmeMtJlRyIpiou/dKpCS9LKSVRyYRVolfju++9ou3rBGJ/HXcjSBXIqSQBKODfCXJAR/jINUlQL9rhEXRR7tL7vBU6oZJkzllC0kNPi5xlCWA7MmV70PJRw7jbnzg+elDan03nZqD/HLI/H44KXHg6HJZLm9pNPF5iFlEQdVgxOxuHCx7v38j2SMCpuX73m8fGR4CPr1QZX17x68wl/8E//GafzgfPhsdQKsMZJBlaMFNsFtJKimVOU3cKPeC2pkdvtFlLm6upqUdp0lWhfJUs7MvZnLpcLfhSC7FhwF5VFkpeLMYGA4opYWvmqqkTtEROb7QpXGbwPT7K3aBcy87woeLLaEiv/mWYA0Lbton03xjAOR95//zVVZdnufsVu+0pSCZWjunJchm8YhvfkMHF71bK7dYzjyMPdA2d/IaHwAYZRQHRT6YJjeVksxFSSAmtW65ZMU3THkavtmt///o6jM6xaAdWNEm6ZRLw25BA5+Qk/TtSVRiu7hEt12jLFCe9PhP5AuKxZNzsqZ6n1gK4jU+iBnkzG4NB5gGSYBol5daaHJLiUVZqYpCBYK8FnMQcx/8iZpAwg1KkZMth/G1htJ+IG1jUY3UjZyx4KVuyMoXINKXjGNJFTQtXyOUUiaSkALPhpyqI/zbO7vhL+Y55DO8282RfcL2aJbyAFnFHkCOMoZr4JS8paiqCEziNqdYESKJxgpQqeqoQ6lHgK3YvRE2WWJiuLIpKjAVMRUk8moG0lKZjiNIJCqEJGS/CeqQzaSLid/KHMZrMR3HCKKJ3Z7XbL9vl43BeYZLYxfKL0xBhFYBAjMfiFHvS8aM5d3jxyzyqg+flomgaeEd3nbfuMHc+4JzzBCfP7McM36/Wa4/G4fO9ZyjrLoedt/axrBxYZpp88gUitVWFMZJE0ri5LumYKEUXmzdvXVFXF+48fMcbwi1/8Aj+e+Yv/9//J+RiYJqEZ6rKI8imKCrGwDxL5yUPwR7rEcb0A0RIp6lCVImdHZYVpP/sJTsPA5XKS/B0gRMEhQ0mny0F8F52TsHmx8xq5L6C2UQpzUU8LpZIBNJsNhBB4fHxcbornZgFztgk8KRnk6w/40LM/BKr3DZv1NXW1Zr3uMGZL5RxN03L3AS6X7zjYyNWu4frNNUM88+HDA3W9ASS+YDQeYyqcke4yxiiY0vmEq+HV7StQDd9/eGAcTmw2K9YbiRF4//49OWeud1fLWDyrI7QBVGIYeuHsGSFLkz0mi/1VTiNhGJnyiEoOaxKNHYEJk4KMvIw4HVE2YE2ENOBaTZx0Sd00ZJ0BobsonUp9ke7LOXGQclVxvsEyXAbG84lB7bHZ0lVC/jY60TjLpfeYGrSWG9o6ULmSfHg0IU5EhKiecizORrKASiimQXAvZ2TMzNkgmU3ymq0pjvAIJ1IXXXPwI5OX+866hrpeYV1LVhXea6YpMk4eSvRqzkLA10pjTFxinXKUvKAcpuK3asWARCWy0lhjSVMk5gmbEjorcC3OWYytqCpxk5e4ZiMsgJSISbrwm5sX9P2F/X5PCIHNZsNqvVpwfcnnebJzk/v4ybHJaI0v2/iZsD53m3NRm6WN87Mw/11rLbFQ+OYOEViwS3FTauj7nvP5LMR5fsh1BM001ctibH625m7z8fFx+Xo5Z87n86IKWq/XBCKmqhl64Weez2c+fnxPRsxBfvqTn+NcvfwsM3a6Xq/5+c9+yd37d3xbhCei368wpkygeVZWyf31P4S9m1A0eCpO2hSemXAx7+7u0FoeoudmCvMJF4zEZyYflg7TVbbkKQcOh3PJIbb0/RnvR1arFdY2pBSICVRtsEZO9HHw9JdxoUF4JWTn2aE7RYl+OJ96hvHEeuMwJnM+7fnqyy8J3vLZp19wtduAcdTrju0uo5ThNLwHO9E0Fd3tjnX0hNERAySfUMpjtCI5I0UsZ+qmXrz4lBYds1US6GRcxZtXr/nuu+/4+P4jJFjVDd3VlbAF+gFFYt11qJw5nQ9M41kUUMoxjSc0J4wGpRp0mhguJ8JgqGqFqxLQQxoFt/MRXTdoNJVRWBtwusKnxDQGrBOvyedGCyJHLa99KaBSALWG2xc7lGqoNKjoSb4HrcVUwxn6oTgMZYs1NaquiAF8SBzPJ7HnU1BiLkVVg5L0TwXDMMmW3tSgwdhKutAUUT5K5jsJqzNWIak3GtBPSYrzyK11CThRSTrGMBVc26FmjbkR/DITl0Ov+PejtMSCGOPIZNmUe4OfJHhMoKWEKw92YxvZuM/k9xRKxzuT+1ks1Oq6IYQzh8NxMQ/ebDbLYS8Pflh+LSwPz9if8FOkv4xcLsNCCXr6B6ZxKlG5W7QWff7QDyidWZcG4nmxe27n9pzQ/jytch7N7++FCd40MlHO054U7MA49lir2WxWy9c5nQ6cz0eMsxIJrS3DIGqy1UaSLy/nkf3DQfjZqy3v3n/Hbrfjpz/9KcYY3r9/z2a95qc//SnTcOFwELMebQ2uqsr7FBYFkspp6XB/rMsC7Pf7hWsmRPNAjJlxmMS9OkSM0SKd0xqMY9aEa6upnBH1ThmzlWbprvq+X8i1ldXLtm5xtgH8OC5b0+ed5bzJmz/g+YRNKXG5XLhcLoQ4MPlApRL9cGToM9Cy275kt7lFuZrDcc9m8wpXKT4+JB5O71gDVXfNq8/WvPvqUTaRYcL7xGgiZIU2oBCzgqZpCEnx4fvv0aqmadY0Vc0wibvT4XDgfD4LNeR4LgeCjFHOajmdiZzOj8XTcpRCE3tqN2GNxppITho/eCYvh1jMCmPDTDdcDixnJSuna2p8sVgLIRX7spq6cWhdpleVSanQncryZcE0tWa7XjMFBcGTpjOTn3mdCWcnMY1QFqVScVkXBc40BXycWK9Xi0Zcmxq0JDImLKAwNqG1LFS0MRjk84w+EJMvRhAR5szqrIhRaGeVFVyUlPDDyDRGUDUhynhvrRgbJ7LEIBiRlmvlUXHWJxeNuRIaEkboK5kMSROmkVC07bND1mxO0TQNYYygK2yKGCvdcHkzUdoQxn75bGaOprWWlCJkjbM1MZXxNEnRhdKgFFjqOa44PxvzPT/f7+IUJCT3JcqitlTGodS4PC/zLgBYKEbPv+6sFnqSUtplxJ8FJ88lmS9fvuR4PC51Yi6a0zQx+gmfhAETQqJpOupuRYyeSy/Y6Fdf1Xz66ec0TUPbtgv3M6XEZrPhiy++4HI6cDgceHh4IOdMVUGO4NVIjArw5JgL9/bHuxbzDZDEvJTEjm0cR2KRUAmo7MlR3nhbSYEEIZCQR6yzZK2eya6eTtL1pluUO7ZsaSlaVedq6rou1vhio7XdbpfCOdMg5g9vpjlInOlA01r605lUl2JNZv/4gY8fvqPrOrbbjnGasM5SNde0q09IgE89VimateXmZk0YRi6XE8EPoihR4BAj4+QjRldQZH5aZeq2w1qHKVrp29tXWFvR92fBFSvLZrMqxP9UxlkZmfp8WR5IZxVoI1SmXHKorYIkwcF+EsszWzmM0WRlQFlZTliHrSM+JoxraF1D09ZUbStqHyUFxFJkgEYeyHHsSYRlCeDHSVytk8OZXDiokmgZbcC4WCSImoy44MecFwK41lIIrWkwriJrR8wGlUQ109QrsqKYn8j7YLRCEVBBPk+NyFat0ZAjIYiSR1RjEzF70R7jZKw2gis6V6OoBAbImayzxNyZGhUmGYWRhzMrwY8lGkMvnF6dFaQoOCWZHANjvGBcRT31ckiUaSPmhMkVmCjZ6UrRtivGfiClTFt34v40j9EAOaOyRmUp3CRV/ltkmjMk9rzrmyGy2VLtxYsXy7gLcHt7y3a7RemMvwz0/XlZNj3nbs6k9tn5aN4LzJinUorNZrPYxc3jdtM0C04528/NO4Z556G1pEpexoGMTBJaW2priH7kMhwRyaSlaRp+/vNfcrXbiOF3zhJdXFn0i5d8+vlPeDyciDlzOZ2AhKurkowg91lAeMA/5rUsfYwxRC+68HHw0rUZQ9OsaZtKMkMulwLQz556npgCfgoYI24vTyanT5kjKcLptEelXMZss+CU67WhaVo+fPjAfr/n6upqcZCe/frgqbOalRenk8RjtN0apUuyocmA59Lv+ebb35AQ2tGL2x2Ho6cJiqp5idm1TH5PSCPaZ25uXzBdjmhzR38+EMKFmCZ0UhgSVV2Vome5vV6RC9VkiiPWilnxzfUt69WW799/x+PjI9w9oLWMMWHyZRTStO1KMn0mkV+6uiN44e1NWh5CQ4XS4kkYVcJnRW1EvpewhFyjksVnjU+KulpRV6ulACot3XKiQC3JoK2SKIAcyMmQs0HrCudazoczwWe0SjRdi7OKlMQrQCklShWXsZVgkCkBWeGcXtQc2hiMqzCuISkHKAhIpK3Txb3Io1MGqzG6AT2JImd20zGlA0rgvWCuVVVxOl3ISpOzXiSgyz8I3Sgn0ZgrnYXKlgM2KxIGSzF0yAIXCC2pbIljAgtWa4x2aFcx+cIT9hMpjLhaVEApB1Ioy6xkSSYhkWyyaJmXI6fTgdPphHOO3dWW/X5fRsm0dIxAKVqWPG+9S9c2X/Mkdjqd+NnPfsZ2u13G/7dv31LXtXztrYzI8/S2xPKWAvykqlOLXHI28dBac3f3sCyIZpbKLKl8fHxcOu1Xr14t7JjnC6K2bVHz4aUU3aoVjqARc5Pz+chvf/Nrttstb9++JXjPZrulqhru7z5QNw3X19e8evVKbPEuI1FHbHHRms1+jHEoFf571sd/cFlA8IV377i/+7CM5Rm3ZPHMAv2qqiRsbNaJThP90DP0J5TKWKUx9gk3Ac3V1RXDMHA5D+hCDVqClBK8f/8eWzXFsMAUmsNlOSXFCNWWgjNzy8RWCjSXyyCOQtOEUhesiYxjTz88EvIJZX6KcmLjb+uWNFmUdli7I6tEDGciA6bSNB1MPjPFEiORJHahqRtUnYXegGCoKSUmHwkxULmGKUSy0ty+fM1qveVyPrI/XujHiRfXV0w+gPfi4WgbVEBck44jXbdBUkgl9TJm+fooi1KdSNGiwagGUzVos0LZjtZWrFa3XPZHVu2amDwPDw94P9F1DUZrhvFCShmbNKoSo4SuddR1J4fPkBj6kaZqWa82tG1DKvEUKQVUwSRzjqSghV5UgatU8acUbDhGRVYZp8VweJzED1NbR9+LxjlnWQXJ9rQov5QlJTEwziGCz9TO0a1X+HHgdDqx2qzJyTCMiX4MKB1oqzXONcTs0KaVcCyVCDkUQnkGXeGUwxbaU4yZGFIxedDYSqALoyy5YOODl3veOsM49Xz77de8evMpVbdBoRnHCfRE063JWdzIkxIu8hxpfLlcROu9XRNCKNniF8YxFL330yKnH86sG+mi3779FOc+8vj4yHq9pe97Dgfpxvp+5OXLllev3iy0vNPpLAYX+0eaRorg6XRa8FOt9aLI0VpzfX2N1nrZiM/d6zBcgFS8MsVd3XtfJrQ1WmseHh7Y7x+WBIY5Pniz23IeZBq12hT7OYdSpny9wOhHttstD/d3/P73X/KLX/wKP034URZkMXqUtvzBH/xRWRh9pLYtY98X5Vcm+7lh+u9fJJ9fFlhOo7kN11phg0WniKsM5+NB4imKDrW/nBa84Xw+0rZCVZlKpos4vswZPpISWdc1lbU4ZwrFYk7AEwcXUygms4Z2zheZx4fr62tmGWYIgc8//5wYI/f3HxmHMyFGIOKcUBGySvTDR95/VLSdpe1qrLmmrlsZgUsCoLJn+v1vxYfRbek2mqppyaEnhgthOBWT3DkuQRj2ucSVLZpksoS1KYXWHm1qKTg4ppAxxlJVDqs1Y+pliaEQcnR1VTBbjVrI0WBQKA2j9yitUaZG6QplWrKuUQgu2DTdwrfbrHciK0UiNy5nWXDlImmMQIiBafILqL9utwBL15uzOOtYJx1fbddAWFz1n+z5pBCNvsQHqIhxGaWduARphdPQla+fsnw/YiIn6WQSI8ZWqBmfyvIdVNF8Z6Wls3AO7RymimRVU9UdRleoXFE1W2IyhDChYyCpgI6WjCenwDQJUVzNS6k5jCsZEjL+pvyEj82LBVkyaLyfsGEgKbE3y2UsNNoRY+b2+obgxRxGG8V6vS6xxpnD4XHB5GVEdovSTSlFZSyHw4GvvvpqGYsfHyWt4Obmhn/6T/8pl8sF5xwPD5LWuqiFYiwGOYG+jwvGOZtrzMs/eR2HJVjtueHw8Xhc9Ooz7ilFLC78y/max/qZbiQqq5H7Dx+JZIKX96/p2lJYDdPosXXD+Xzk/Xu14Khv3nxC26yIsaGqLbe3Lzk87vnssy/Y7498/fVXdK2RTPpSJPOPn1AhBbPvBbSu6xaBUIp5aVJYa8TqSWd8SbO7+/i+LGmkde/aVhZFky/5yNKduGI6rJS4N68aicPtL+IDOVMsrFWklJkmAf+1NgsgHYtjdl035aQdSoe6Kl2QwlVrTKoge7SJVC7jbMBP93z4cJF4gwSVW7GlAaXxsagecmTTvcTqCylO2KojhRU5XBguD+SkGPyI1VmyrJQsJWRTa2RUxCwWaj5ERp8YpljiCQIZK0sYY0t8hqFbiXysXa0J+QmDUyqDkUKpEFsz5xKUjsGYCqUqwAhXFDCVK4sfT0JC3qZpYphGQoqEgpsRxbQ5Y9Cmwioxe7Z1SwiTsBVyQiuDcUqyaypXCogp22qheqCz+GqiyMqQg3RvMXuqWiKXtRW+auXEpSomT5r5hT6XsLMiQSwZ5j5mmIR2lbEYq/EhC9ySMzkbQhDNOJVGWyme44SEpeVEFoInKMhorNOi2lKWpAQmeC6DNKqCKGYtWmW0fko2VNoQkycEL+yREAhB+KbGhDIRHfDDQLYVoxLqkFUwThOH/f2C3ctiRaS6kYRRmWwU9/f3HI8n6lrI79vtrmSSD5xOZ6y13N3d8/GjqLnmADbZZo+saom1TikttKR5obo4hqUnm73ZPHgWnqxWq2XMfm7gAZRnTkx15nx0qRU1fd9zf3+/7C1CMRDxYRRxS2FI3NzcMA2aj8MgkR5ILM3ty9eCqcaJ3W7D4+Mjr16/5tL3fP/hHWHyEHUxDCnsnPA/AIYZSt5wNVs6BelQdOmqmkqA2v3+wLt373i4FwLrzc0V19c7YvDkbAlZlzddCtR8EmslEsqqqoFMSgMxphLdammL5LLv+wW3nCkQM8h8d3fHHFrftq1oW08ntLJc39yiVAQGQjxD7kEFco7EqWcaei6nM+OlJ3UJW1tUEr/DyQdubq4lzzxc8H5CqQZjFVUjxXr/8JGoxUzXGSlkwgnTxaxX5ICZiMVSY9FGJHIpJbJxpOzwQYvvpmupWktb15iqI3m9KDBiGIm+x8dIzABPcQ1aWcjSHeksJqsaGR8vw8gw9kvnLttPuLra/oBlgBK8lEref6UFckFZTG2pm4bKumVSSDHLtleVIqPS0h0rBVkrDJIFlBDKkKsaqmaFse2TUS+ykcdobIEcTJIM82mayhk9+w6IcbBsmxXnc/k8E4weYrS46OmMPLghKsaQGEImhKdCmFQmaUXVlPePmXBezEiUCBRiLI5ESWEwqCRGIEJrstIRxwQqokmolEjRz9FUfHj3PW0ny8tx6jkdLwsjIefIfn9Aa0qIYCUqtsICUErxy1/+kpcvX2KtZbvdin/r5cLHjx85nU58+PCBh4cH7u7uGMdxCSOcec6r2hb+szy/8z0we2leX1+zXq+Zn/Xj8fiDbfvcsc4mG3O+UFVVrFarBfOcMdAZhx2GQbpZ6xYa0rx0urv/UHxD4+IrEVLieNxzd/+R28dbtlc7YFs6ZY/Wlq6rePv2E169fMPXv/+9NAUqo3XEmCdK4491LbnkTVOLcXCMeK+FtJvl4ejPlyXuc+aW6QLyhpA4Ho5orZZcDymUJQYgKaqqKTfHvF3XGGNxrvoBGXfeFM4nIsiHv16vpThqzXa7ZbVaLaD69fU1ddVhncLoFh8NQx+ZpoTG4GzN+TRg7AN1/QHjVuyuCmlcD2QmxikSosNPhuANBotRgegNUzD4qGV5goL8VHwyYgKRtQOslIZCyDcoYolHGMcRU+JmZfspJ/zxNNJPDzSrG9ZVS9U4/DjTQAptSzvZNitFTl5I01q2wVIUQLkKbSKuKj6NYSTEQVIK16KRnjsKMS8pHplGTEi0FZ2xsRbjKrRRpCAjVo7Pb1BR2WhmTmQmJSFxy2eqsbYS9oBx5KSYUpwZUaXoO4xWVJUmGgupIqWIQg44ciAq2VwbZdHGENMgvFBTUxtHShZtW4xtMLam94nRZ5ka0nw/lY044roDovEPOYm1SlEuWSuOPTFpfJDkS1LCRimYs59rjpGMOHFpRfHjLNvbOJFzwVDDxDgJb7FpmkItk27xfD7SrVrappOlXslv917em5m4PU0THz584LvvvmO/3y+Y5RwtMcMv83g8DD3eq0V2PHeJ87M0d5R1/UQef95NDiXlUhZjEaWRjCirsc6w2a4FHosB6wTKGoaeWByIlJHOc05WEPPgCzkFVl3L5XKhrlthLijFOI4cDgdOhyOb9U4iMvzIbrdjHHuurq745S9/yffv3qFU4cbOMIn6H8BxHVj4jnMrbq3FIpvwWad6Pp/ljdGu5N9kLpeBnMS9xVlxF6qrtjD2DcaoZfuWkyLl+XtVSyF9eHgoeSCu3GT2B9u+YRgWdcB+v2eaJqy1gsNEMbY10dA2Weg/2TEOZ5zRdM2asQ88hgMqf4fRjpQmmlVFzJNQTtQ11m3k4akq4nRgvHiOx4Hz4YhTloB8aFoJHWR+WBIG42oR6aW5C7NkrYkhMHoPqpEtsnW4qqZyNTFGLmfP/nDm4o9kXQOJ4AfCOKFVQjmLIZPmeI2CH2aTCsdSiuq5LA5dLQ/R6Cdi6umHAaVnzqVeutP58xZ/h5qmXUmkbs6MPtCPgeBHclJYVXwTM0LghuW1iNZ8xl5rKlMVByMnFmgx4ae5GxX6UVJgtMEgGGDG0+WI0omcJoEGwkhIHh0ArYWLqhyuaqmbDZmaEMVtygfIWqMrQ6UNPk7FCf6Jw+ucg2LVp2OULtdYjGuxrgIdUGMgq2k5DHLOUKhgOebSERZalDLS/QdPRFM7WzbK9wus4go3WaTBlmGUNMqU53ydp+eu6TakVC8y4r7v+du//Vvu7u6WIvecBjSPz/KcyqJlfk7n8RhY/C7n53amL83sFWBhq8wNytxVzt9nNvOYVUxtK/DKzJveXW05X8aFWxlCIDLjtUI/Ol8GhuFCUyuca5mmgfv7e9p2hasabm5uSIllcrRW8emnn/Hi5pbv378rTdWzKelHvBZaUV3XaPVkvWaM6KGnaVjMI47HI8PQ01Q1TVstDii2KwWy0IkWzeq8tBhHxlGyUJTKQgXRDrJgMMMguOQMSD+3qMo5c3d3t8i0ZpPVWTnkA6ToCIOnspZ2tSHWntO+ByxOr9jeXJGyxqAY+iOPh0ATNaaKaNtyvlyomh21E1/InCayEu1yTJLJngGyIqJQM+4mtrkobSErfBQ5l49yM4+XkePxxHq1JWctUbVJ8r2da1mvDUm1TJGls/DDQA4DxmlUFKUDWagskkkUUCkKP82Iy9OYE9qJw3jMkchENoFxmhgOPcfDqRxGXUk6rNDOoZ24McWchTeZPclHfBBrMWMc2lFUTgqjlCyfyjyeC2SglBQlVzWgZEMqXqJlM11I23MxskqVuGPBGZV1iFmw8PpSmIhReKTETNduSbn4UKJRZastsrmEaxuMcpASgzeL/yJKFCgZEV1IgyxemCizaNO1qcn0pMKDRWfJKSou6tU88aQsCialoUj2YhJXq6EffqDjTjFIoNc04qyRaJQUGXvxYkhZYLC6atEYrHUMw8B+vxebxLK8mWk+MyfZWrs8A+Ipaqk33VLwZu7mc/qQdKHDQqifR+sZ13wuiXzevc7P3wLPlD8/Qz4zFenj3eNyOJ1OJ1JxFctZOJzdSpZI8hrcwu18//49VVNzc3ND07X4kLDOEUqw2y//ya+4f7xfDqscn7rnH+uyALvdTlrp4owio3PGJ3lj9vu9LIaypm07NqsVm+1qURVYW9QLSRV8S5xcctk8zphkDnKyzh/EjFu2bUvTttTlRHz+4dd1/YMTcj7hxnEUKaCtqBtXlDOGrlujcuRQHUlRWviu6xinQIoTh/0HzkNCu4BroWm37JvAevWC7bqmcgAD1inW647avuCw/1gWMMWDbjnkNLlk6Shy0YsrXMGDDIoQJqpauuPZL3GaJrbbK9qu5bZbk5XDOC2ked8DFc4ZFAE/BhkhcyYR0QRIUixRspywtmx/syhnrIa6MWgso4+k4MnWYpUA6LWthTuZNTFkhmkAY6mMGC/n5Eg6yoFX9NDGGKxWZYFSDIuVvCs+aKQXlkPWZw8xE4OYaeRcsOxyr4c5G15rwSYJGCO/l5MquKk4Hpms2F5d0Q8ePwl/VWkF2aJtI4KEypCNOPlE5MD3QYSLWsM0ScFW+enei0mTYiB4y6rbCGaZctHhzwbZIiaomxrvZ66oKYuujPepYIVhUfnM09RsmOGcWYoSKhFixA8iOXbOsV7H4tq+5dtvv+F8FhlxXVfc3FwXrFEvE9XsuWCMLuYzs7WcfP+2eFHOMFdVVVxdXS17ihDCMqXNBTLGsEx4wzAsIpJ5ubTZSLzw84lvWWJpu4SyjePI+/fvmKaJtm3xSTrTzWYj9nGxOJGpjA8Dw+XI5XTk4917vlj/DO89TdMxqh5jLb/85T/hL//yL+XnTIlgXAm7+/EuGcl1UenkxDhNnC8XtJLclH7oGb1k4VRtw3rTcVXeQB/Eo28KI1mGU6qyVU0hQgarHKlkW4eiIJLTYpKOSWtuXlxh66oYRMjD1UwTGZEUVk7MA/pTj0pKgOi6Eu2y0RgdySYtFnBtu+Llq09E/ZAnvvrm7xcibs6R3dWKrmsZz5GLvmCbPQ/W0lSOurE0FVQVOAvWZKpa7MlMYQ9IZ5PROknHRSL5SAhlYTUVqVyIGBOZpgOq8EaV0YyT5+PdRegyuqJdvyhwxVQ2zxXDFDBaFWL7iCYWKEDyxo2Wzkc5Tbax2KJFrDLYSh4wrwOVj2zbrXRSGJztaFyH0pboE94HtBXT6JwkGK6pampXlU7PU7kiUkBjlPhLpoIlaeOonSMpzegLMTuXaEqgriTONsZI9MUJJ0p+UATE67CRCIxi96eKpwCFgTBnQpElaC0lj7Oaps7oGpTzmKYhTtD3xYSiXZND4nLu2a43AAQ/0Y8nvJdcI1MOu/Oxg2xpKoEMco440xa5p2SJq0iJOBnkwLEWjMaPEW0cw9gzjJ6rq63YGY49w9BjjCKkyM3tNSGPfPjwXmg9q1ZoZyajTeL+4b2o1obEx7t3i/Tx+mbD6XQi50A/HJn8RTrZSpTz3vvFKX4OT5t5zvOmfBiGJWtr3kXMWCKIpZqfRIAy57ZXrqZyFc5W1FVD23TEGEX6a074ShoYoQi9kRqSM91mzd3dHXd3dxwPZ6YpsH84cHV1Q9O0eO/ZP9xzdXONVpGP77+jbhtevnpVYBQxePFpomlX/Mk//zP+1//1f+Vy6anrlse+p6v/8Qvjf+2ywKIuSDlRtR3rLMlwvhcndLIA2CpD2zbLSeeDYxguDB5SkZYpo5FJShYGSSVcZWQ8808RmuKYLR2M95GQhyf8VOllS9d1He21FMxY6BKVe9rYGSuOzKt1TQieDx8+UBm5YVQnqovdbkNVW7wXQ9UUA/tH4cd16xZrwIdAHDPTYAiNo+0cuTIkq0k+FIGyhiTRFWJXpkVml3LZAFck9SQNVUahlGYchTnArDRRFdZqqkrccGZuaoyKFBWIT3GhKkUUEaUFO1OoItNL0kVlwTdTlgWCUfrJNs3J90tRFXWOFaJSKvk3WqKTkynvZXFO0zkJj1ZptJlVSUlG4SxGwdJdi1SzW6/xseBdRT8txPSC82bJArJODo3nWFQqQWopFUNcbWWENfI+KmVE6ZNzyaz25bAy9K6B6kC1m0j7PcbUOFNhW8c0JnxOVNbhpwlrhSucg2cazmTEmFdjsLqSaHNjMUqRsGU0l0PhcpalCMaikkBLOiWxt3WO0+nCZrPDWl0chx4KXSZwPJ6BxOWSf2ChNk2S/Ljb7TifTxyPp0IvOi7b7Zwj3o+4smiZt9/DMP7AoOPq5vYZz7NeHNXnsf4nP/nJsv2eIbfnPg1zFtE8mj//vTnWYk6GnZe+KSUOhwPfvvuO7faK9fZKkidju7Bf1ust1lpevHhRCrhbXOL7ywmjNE23Ekezh494L8ojZSXdMmvF1YtbXrx4wflyJGeoqh/PbR1KwVywDC2bNEPm0iemLCmNWmusq0VBUfCLOVgpRjGSUIU6Ml/i6FLI6KpBFWDZx0COZlni2PmkC3oR9s84UOMEnNbW0a5kFJo3gUopCS2rDMM0kXJYOKDZZZzIUEReZg3qmXPL8XDmcDhQ1Q7jXtJ1FUqLvlm+vtB3UgQ/Z8hInRJsrgDrTQZbctoxVkK9dAHQsxeZnoZmISvH4hloyoFRydYvB/niTChGUvaQPcQosQxKHMWVljI1a6BziBAylINJmzli1pQNqeCAY/SkJIa4MUZSFAstpaR7E4f0VLK3w2LbpxFVl1GQS/GTxUfZwhq9fI45psV5f3bOUVoWS/ODTX6aIGCWBmpi0EQvWKNWGmszMQoR3SdfArrkXoop4IMXwUO4oMPA2UfGKVNXK17cvKJyHZOf8H2PONBarK4xKhe9uCKWaUYbvRTHGftTzDnhZbEVs5jPlFE9FZ8D62bMUsQDKYXFl8FaizYCyUyTKJZkBzAs6prtdrsUrXmxOgzDcqDM3eDsCTtjmLNtW9d1kgRZ4jzEXWxc/szccABiVFO+znMXI601u91uoQjN3edMeJ/htPm1zM2S8E9FVXQ4HIS4HqdlSTRr4mfcVJZRTzCBbOQDWsP3795R1w3mC8Obt69ounVhF2Rev37NZz/5go937+nPF9quw4f+/++F8P/qZecP13tPfvaDPk+es9ZibManifP5RJyB4krwmePxXORNZbteTuYZBM+5GAUrIb8KY1/8Gkc/yPbZCF/TJ1/C4WcKgV4cp6uqXvCZGfz1UT7Uw/FJzmWM4Xg8knzAVfOpBtMo0aCXk4RNdVnw0JAyq7Zlt13TtjWKRIgjIQyk2a9RSfFJKRF8edhzospRdNpFT4xKiEGtKUuGTOWaMuoEgkqQdXGRLs7S04WUBMvLKZCzR+UAShzso0poFCFndIZY3LnFgWcG+2ZiE4LDZUVKQjJXBZcTLXQgJUg2YHQNWoyedTH2jTGK3C8GMSMuXYsKgVQKRk6iq7fWUVc1KXrZbsen1MTnBxvMZrlxobU8LfaEXyrRNYGsFTkVhsEoXzfEQVRSJWhMp1zs3kCrwDQeCKMi+5GTgVW3I3sF0eOniHMVXs33toSvWcqCEocqJhrSPaeFgjVOojabO82QU1HEdTLBGHmob1+85uFhzzBcllHY+5EQYLPZMY6CazpbMzAQglDslDL0/Yif/MJjnKesuROcO7zZI3NeqM4FzjnHdO6XgjnzJedOc17MwpMh8KxPn4vrc6ObGdecmSrz950bpFlOOZtnvH79msvlaTE8TwKCh4pZSNd1hUzvFp7pfA/MbkpzQT4ej0xh5mFLI/f555/z93//t1xOZ5yTRe+PdVngiaNXJHU5+B9YQjnnqBsjhOYcoGy8xikzDJcyajyFzlfWLRQhsiwGnHO4tqJqG3RWhCDctBAj2llcbdHGowfpviARs6IfPbV1kq0SM9O5Jz1zYzHFlQdlqGqLq1zhBYJ2lqqRzmIoKoNxFPWLuOew+BC2bYt1Ddpa/DhwvvSSp0Kgayw+Sz5RyrYYQCD0ISyJCqNalCp53crLP0U6eTo/UTdmja1sb8t4nSagxBAjOTyoIFnNOYgDdcqC+RUz1eWGQ4kkUel/uNXMQgJ3zpSbMxJUFqdxxN9RKU2IseipKTfqIHhjIY83TVnGxUQKgawy1krBs9YyTCNGQV1GR2sNsocqpsWVIwTFlBMpSVe5xCdgSbEihUBMk4gC0uxNKYc2c5eKByJKRZQuB0o2IhB1lhgn+sM9xMiqu6KpDWHystwZC0yRMs7VhWDtmULEJsphkErhFIhmmsQQNxVCPUZ4wDc3N3Rdx/F45PH+njAmYkg0VbsobmIIxBBQBRPebjaQM85qzq5anq3vv/t+IZPPE9Zzc5HnY/NMGZr9Ko/HIyklVpUUya7r2O2E1yhUI4nPvb29XZqXuXjNnWzTNHz//fc0TVMsCe1SOKdpWp6ZecE7d5zz89e5Dq0t56Ff5MyqNEACJTzhqEqNdF1bfCTkEL1cLjSdJcZA9IH7+3vW28SLFy9QypQlb+Lm5obvv/l2oVP9WNcijZzfjBgjOTxFdOYQSmtf44xltW4ZizdfP5x/MELMGEso29WF35WfEup0Oa3JcsImpcgpUytHVbid5JLY6MWSv3vRoTJLXGjOma5tl/EgEbm6uV5wlZQyL17c0jQNKUm0hsggZ+srXYwBJu7vH7i1t1zOA4f6hOsN0zjg/Yg1iqquGMaI0WW8UBZXyMPOWLSpyNQyXmNRxaJsHnlyjsXF5al7eN7FpzjSrKt5yiUUsUBKoreGJMbBpcOVr1kI5FqXwuQw5unrzn6LSoG2wodcDISVFK0cMlFFVNKywFCi5jEqknVC5DiSzDlN4hoeUaKCURAIpBDLMseLbJJ5+TAuW1iApu4W5cmMnS2O+8qSlCNaytLvKZ5XKDIZV9XlgArL+5QLVUGRJVpCa8kAHwVna9uiNVcCMyktlCQDi+ntNE2EvhfX+BTFb5EnLfncaVGihG1dLZENOWceHh74+uuvOezP/OIXv+L169f0vXiiGqsWUnnO4t25We/KdvlACNJ93d/fL6P5rNV+PkHNBhrz788cyuemxK4sXGbu5KzUme8xYFnQzEV0NtNZrVa8efOG2TZxLtrPNefA0sHOdWH+vX4csLZaRu3njkvO1ct7NR/icyM2d7A5SzOz1JHMYqN4f//Ifr/n+nrHmzef8Ntf/5r9wwPW/TdUvP/GaymYbdviKsnJCUnkUqlszWZul7UWpRtSoQPNUigZu+NSOK2eTX9twckSIWbiMP1AwTNNQSIJckYZS+XEnFXkal4oNao8MAhBOZVTd7feFLqDwYexZD375bXWTUNd18QoVClbNdRtIy7fWW5EAehHLpeenIVvWDczfcZirARezT6AGbCVo2qEE2pQxfbLLievlsX/0hWllFit2mWDGeOTeW3KSQx0x1TcJiKJXLJxxCVc6F0JYxTWVmXZ9BSPqnRxA89PDt0pPXXgWgtXcabYKJ3JMZZpQpO9ZnO1AURmKSbp8vdyiOTo8VNJz7G15JCX+AkZG0U7LNEBmjQvFZJa5HaX/lSwP3nNSQmdaYoBsscpeS9S8oU0Hpax0pgaYxUhjIQgB4Vz1dMhnRQuKWJQJAuVa6jqmtnd3DhLNhrj6vL+yeeqjMZWAeMKh3GaCFny7rUpmUDaiKVe0WO7pl7gq3maEu/WRNeJS4/38jO7ypSmQXDN0+m43JtSOOKCfcqyJC554fNCc/48/8uiM9N75kNoXbc/IK0vy9JnFKPny6B5iTcXYaH9yEh9Op1+EFkzj97Px/P5tcxdrxS/IJaC6akLfpJRxtJ5q9K1PiUwGKvR1jCNPdM04pzldD7w8HjHX/313/Lw8MC/+Tf/hp/85Cf85u/lv3/Mq0RUSKhS08qbSxTO5Czm38xGFyUTfHY7T1kWNPP27Xn3sEitUlpIst7H5cPSWpYqMWmadkXXrX/ghpJzxo8TICFNxogE77kTtjbSPZE19/f3C1fTWs3xeOZ8vNC0FSnlEh+6LdtgTQgrzuczIXn2j8clj2SzWbPdtMUc1uBDXkwusjIoXRVJnrzGNLt0Ryl6OspIqnQJ3YoepSPjNDIWbbnRrmB8CqMtl0tfxlfB+7JKQqkpSxE/BXLlShEvaX1ZNs4wEcMFTHhWMEN56GQ/Y8oyyMS8jOZMpZCqhCaRRMoDJIyVrxxiIiByP2McTits7SAbYoJMIhc9uzYKrUD04OKFWNeOumo5nk+IMqp03jyFgMWQSbZMNjkWfXYi43HWUteOcerFf3R6wtqsqVAYssq0Owkcs0mx6nZo2zIMiegVrm25nEdqU9MYRzY10YgBMzrjbIuKAWN6enrUs5F4vk6nk2CDVhzJyZJD9dlnn/H5559jTOFejoHVusVVhr6/LNMQSIzF3CHO2+uu67i9vRWmySCBgrNWfB6LU0qLi9hc7Ga8bx7rVUhL1zdf87M7e8dut9vF9HduWmaJ4vv375e/Mxt4Py+iL168WJ7p8/m8dLzi97qhqirGvV9+v+s64aNOcTH3AHElm3HKWTVU17CqV+z3e+7v7gRn3e24vr4mIeT7lBJv3rzh9va2/Jw/HohpQSRJp9OJ4ykWXInF3XmaJvR6gyv544fjgVBIreMkssboA84ZupWcalnpsjASe65QaDhVLcYMs/Nz08hIrUrYGgilRRuRe1VXos+VEKezpC6aYoG1F9xUK1V05vIgKROptX46lUvnG0LAVg03XYfVWmgdtXgXGmN4OOwZ78aFmpHyRKeKAbCXJZexVuR4EWKOIgnNheishMAcJ79s/2zR4u5Pp0JLKYXFKELynA5nzscjLhkZ/6uKpqmxVQ0qlVCzQNtdLaRkW9WALqd7IkeD5gJZinYuuOnzgysEMTZQRYkl6WAJbXJxNurxKVIZS9sIH7b3I3l5WC3jUJYvugI0wzSgiXRdRdtJJx/GaelCJM9bLRNHzlnMMHIo8bUAQgsLUe6zEKei+KpxVmJ1LxfZxNZ1y6rbYYwVGlKQpaCyiuOppx89MWnGcELrSMyWlC3Rj2AMURl81qgscs/Z0CSEaRlX29VmWUIcj0emYQBl6NZiaB18whrE19WP+LEnxlwMRqDvB4ZBNrhS5IUQblTF29evi1DjTGUs2VXEyXMejpyH86Lcmb///GtgUfvM4/Xcgc5XVVWLac3TZx4WPHJWyD0+Pi5d//P7Y57MZq16SmkRi8zQyczZvLm5IUZ57odhwJTJc7fbAfDw8MDxuC+vT567tpOIjjkDLCU4HA5cLhc2my2Tj2x21zw+3mOdIyEBaXOhvbu743g88sd//Mf8+Z//+T9GHfy/fP3A3m3W0Kr01C3OXnk6qh+AvjMVyXu/bMXnEUGZOZNHfs+aClvMf9XcORmNMzXKOJQWY1qlFLlEPiilBRULQgMKcSLHRM5x4XLlnNFOLxnJ84ckjKJZ2iXuPErPTvAGow1VBauVwrmaq5sbNvs9Y3+mqSvEOd6QIoyjJ8YknEldoV0lDkXKYiuBHvrLASgRr4YleySmQPbim5mLQ8/z0TmX5MC2XWG1w1qNNrNXI+QkUQpaSQxDVhVKuWXLrnSQJVF0ZIpTd4EOBE+W8X++BMcUyGAZ1TMYW6zfkGAxqzV14ySnGxjHHm0smix4cC4ORClwPj7OS2RAPDyNMSgr6aHGyuEkAWnFkV/NPEzha/bjAErMQ6pKU9Ul38bHcriKRWBOmpA0wUdSEgoSASYSISrh/oYEOkjUsAJlHG3ToEuESkyFQK+lOSArDucTKgcqW+PcTMmyC064Xq+Xe38uJs8XM8If1RILojMPD3diY1Zw2BcvXjAMQohXKpeNs7AkrBVI5HQ6LS5FP2QR5EWO+Nw5/Qf0LJ6kkDNFaabnzbSiOfoXeGqEyqQGLD8vPKUbzM//XMznIq2UomkaKbrWSA6PjBfLszjff89H9xTnKUgteKj3EykLWf1UyV5ihhJifnoPQhCj7jdv3vD9u9///1zw/lsvKy9aqr81pV2PcXnDZtxj3sw+xy+ej+E5R1kMxFyWHpYYROoWtJCYKaYbwnsrTjwzj08VrqTKaCO/Rokzjw8BpS3WZGLU5MmLMYI2uLrGGPHLU0ihDDmRQ1xMImIWVcd8okayLAC0LJq8L5htUxNypB9HsobsRR7aNA1oIZlnZZh8JOdUTutY3MuiLCaS0G4kaCyh0vMEP4stLjnGGKq6o646GlohpSshq4cwEbNs1LVVCwWFLEVDHhiN1TJee2VQJewe5MGUqSuVh/mpoj3J4eboUrVsZlMMDIPHGYMzBpUz3g/kFLGVmBqPfiAhP4PSogxzZclljEHNWmRyoRKV0VEJtUBrvZg3iwdoABLazN2RxGvMh4oY4bZyWGlLivKzLybOWWFtjdKOjJgNz871xnXYqkMpi6kalKkK/mpQVlyHZvebrIxwM1Mmo7BVTWeKp2TwP1iKDJNwLWfazuVyBChY5MjDwx0hBK6urjBG8f333z0VUGfEDd9qUhRcuV2vliXLLFF+ft3dSarj8+fvOSNiDOmJlVI+47Ztubm5kdE2PTlOGWO4urpiliDPDdCMr86a7zldcl7UzJjkjJXOh0Eic76c0OXvzzJOuedFuTNvz2cMW15r9ZRlpAzej5wvR9rTivVmRzNNWPRyIPX9hUjmk8+++PEL5sLwtyWrOj3F6GZs0YXHBY+Zr7nF1jxtxOfT0czAOeDTTJiGZDJGl0S8Euo1F5OZTmS0wZYxPSWDNZXw7lJi8sOCdc7ZzosPYJzHWCkG4lgujtkgy5ykZCni/UScSv5zTmLx31ZMk+BOpvAMc44LFiUdQeG1ZSXhY1HTVELved6FpJQK/1E6KWOcLCSqujhhi1TTqpY8ZazWqJyZghR4WSo8FbuZgaB1eOrSxb5CTv5cYhbmD6dQimaJ4vw5ay0PbUrPLd9CiR+xkp7oPaZ0+95L8ZrGXqhQJU0z5QmVkkhoowS1zSL7jJaNfFIkHbC2FHldJoc8v1cCmUiipl9EEfM9JFzPp/REcayh6N1FRJBioqmrQtwXWzkxdrbUbUfdrjkceyoTcY1BGYEUxDG/dLnpyUC3HydZ3Bm1OGddTsdlgpkxxPl9E5MPodcZC5f+xMPjRylM1zt8GPjNb39DzpHNZsd6LdEsk89PGOLdxyWTfF4wPu8iZ3f053zMhdGShYw/E9xnE+LNZsNut1u64+PxyMPDw4KJtm27FMi58M9k+ef0JmD5O0qp5TXOvz+Vw2T+78U3ojyXwrmUWpEiy+/NiiJjHNY6ofedL5wOjxxXG6qmZq0sppIueQ5he/369X9LvftvvhYDYdn6mn9Q9DJG4nPTPzTvlE2aZhrGH/z+fHOpgpPolGQsr+SNcrbGVPPiYyYkG4lXTfPm3eBK3rlsGz3TOBCSmJxlpcT8oB9Zdyvm4imtfySlSNIaUzCa2e7LFtA7hCga+RCIRLHjQgB+cbW2dCvZ5MUcCsVixWq1omtXVHVTaBAJKHhtLjk3qVCoyvswJ2POnaV03zAOmb6faG1V/P4ykSzuQQiHMamETyIqUD5CmpauSClDVr4sgIxAAtjytYRKRNleg7y++bORoimf5zA94Xgq50XAoI0C5Tgej5xOJ5TRrNcbjM70w/j/Ye6/mizJsvte8LeFq6MiIiNlVQuguwEMLgmCdyiNxmt3bIxPfL027/yU/AIccgCDkQOgAZINtkB1yRShjnK1xX1Ye7t7RFU3QRJAwcvSsjLiSPftay/xFyhtWdUN3knAFEhY0qFUhbRBjGTkOk2glJrXR1QBgqUqhdwg4H7ha4fULlBG0XU9RovfeFZCEuRFgsKVjVhMaA/GS0BGCbZzHHC9I7gR17foxHDSphCNxmpFKOykahRI780Mk5uHFuMkpDFR/FrDbrti6FuIntPxSNee0Frz4d1bDscHHu5uMVbUu8bhzPFwnkRYTm1HN4yPkpGczeVjs9lM2STwCBMZY6Q2xTTgiTFOE/G+73n79u1UDeYBULaw2Gw2bDabyesnT8Xz45dQoKxylL93zlC7Qfr+pKGUrG8RXcmQyfV6LTYpqXUhiUMW2hFRFgHud+KdVjSCzbY120aGtcfjkWEYJiHkb+uYepgyvbSpjAoisGtEkNV70SuEWTdTenDiVTOqYcoCYHa701pjypKmqNHWUJYC9SmSxNgEkzF2wmBNoFgrYhfSLFY4J+ILssOW04UdYkzUOekVeh/xoww/smYlCKNEFsCskZiByl0nwHLnBx4epJndNBUhigpLUdm5ZxSTahGklsMIUYQ/YoQMXleqSBmiprA1hW0EDjOV1xGtPFplBo3YZZDFeQV4JGW9ioBBRYdyiqU7p1EKFVzCI+ZDJ/OyrKHJ127I7M6olGI4njgfT3grTCWTMLTKqGlw0Pd9ut4yqFFuJIaA0mLtq4IEqSx5No4jox1RppDzosV2wphkkZsonLJgrAwPqkhZOApb0w/tguliUUo48yqKKIe8XpQtxg+ySUaFVx1jiIyDF7qjLbFFjfNCdfTpGolT4TW7Zy/RrCZ8o3MNIcn0+SQWQ1GS9T+lRVBNTJyI5/7hlnHsGMeCYehZraQ0brsT9/e3osvgkkrS/awtaa3FByAEsS8xGY43e5Q/7WHmUnjunwpcL/cwm0b8dJbKQ0soX8Zf5sFQFuLOakvLpCjfYzlo5nt72T9dPnb52fP5yQMsYQkliJYJ0zDKey+upUNHP3o4Kmx5Q1XXXF5cT2iBpmmmwdO3eUxMn+UfyS51ktkKUw8qu0YaEjfViwiE8G+NaA3CdJJjKUKxdV1jCkvTrKmatQiHJq4xiO/HBH4ll2NKbACc6CjKIom44GY4RcqCfT+kBSQ9p9xzzX21XE7kYwmctlYEXn1SytntdlxdXbFa1ay2q4n3WhQFRVVjqxIXA64X4WQVPX702BRcrDEoO9PRBAJUJLqfTnqOihg1mgZbeCKdZIpetltTSDkcvWMYvXy+pXJ5XGRp2kAYUWRwehruLN+f+dpmHKdWiqKQm64qpLF/dkfKylKnSalTEatgXVdoLWAfbUCpQFGIu+UwdBR1CmJBBl+BQAiS4RESWSEmJSIlvPi8oWplCU5aL9LCMAluFRKPP1LXNvVlA5AcQ5UMq4yOGLxY9SJTfxsUPg6MvWccNLGo6UfHOHjGEIjB0JclRUy9udUrjKkoU//Va40ySZA3BEIvLZngZkrgRH/0Ix/e36FNpOukx1nXVZosD6zXqwnMLQQAgU8VhaFpaiKa+/vjtF6WmeMywC3X09QvTgHTxX4awuT1uqRSZmYNzNbXMBNBcjtieY9kGFOeZSwDds5wp/sQGMOI93N2vMyQczvB+ziTT0itmITNzK+f5SSNLbm4vObZs2dYW7LZbHh4ePifi3J/jYeFRFsszZSSk06CV0lX0Fi0NVSlmGYBcy9l6rcIbCVDXryLoD22yEmZRZmCsmooqyr1ByM+zFP6pmkoimrKzJzLcI2TBOuyQttKJsIqUJQNxhScnWhCyoW0KDUSgknQHsmQxORrxMWAianHGqP40ZSyG1si682OpqmwRcKODrLQCmskI1YlMQ1ybKI5tu2BuizENKyYecl5UQkVzyS1nRaRKMslXstmY0WrUcWU6Wt0sAwhJFsALbjINJQg2VcIBCwQRqHgGYkjGK0JMSblnZD9ygR6FCMGRLoMOT+Xl5e8f/+ec3tC6UoCZnQEH/Eq0hSi/jT6ZG3gRIc0BMf5cGZoZcOzqb1ibUFhCkxRokxB1zuYNgqm9o4Gog4iLeiEMRSimwaISiWhaaR0y3x1scdINyYmuUCOYi1RFCib8m0lgs3BtxADRaGxWHE3DANte0AfHqj0FoPGKT3duDpC9A7lA2VVkG2HNRFtpQUSosb5QFWVFKXh8LDndD4kGFWJ99Ib3mzWdJ2YvC37k9Za+sFJya+NqHQpxOoF0Q2IWmGVngaZHrGzFgF8ETS5uLh41IPMeM48+c62LnVdT2IZoqEJ6+1u6mFmAoq0lzw6tWYyaH3uLWdYm8NHwVO6zjH0c28zx5WsblQUYre83+/Z7/d0nVioBA+rasU4DrjUl+07EVe5vLzi8vJSWgcXF1Or4Ns8RK0oSgNbPKcFRjQ4h8dSrnd07YnBe3znKKymWe0mjcq+PfEw3jCMPX4Q7cSqqbGFwF/6fuR8GtjYFdoUEoyNwSQXSD8MDOPI85fXXF1dTfxdlWBHMjwZGUbxjymKDattyTBKDyiOA8p2aJOcAnWkqAR+4/3IMIwYq+mGHpV+F4yi7VucE3SACkmtxlYMLuLPI0Up4sW2FOFdhcZ1YCooywplFGM/cO4HyrKhqBuqZoW1WhgP3qOswSSgtvOeEB29m5vqRVGw2ojSeQwOa0rKWr7z4XxC+Q6rxeRL4D6KqhQ6pGRvUc6lkWFPJBBRKVAKSsBHBCamwaaJiWxgKllFGOpGc3hQHMPIOEYGZyl1SVGkzSZIthvRYombAp9Bp17ZyOgjRREptaEuLbYoZVrtFQoJejHKfquCx/kgECxlcD4KdMgqVIi4Ubj+VbNOIPCTMMBQuNgnvc00NfYjnoBV0nMdgvh+Y+RcKSMeSje3DxzPLdZUYCpBG9iCZrXCFJrRtYQQk1izlooKCZbv37+XoWMiAKjExweHVp7tZiUYQiU6n+++/IJnL15ydXXFV199xXa3BhXou5GiKLm4ulhAdDSHfSve7SFS1qIKdmrP079VBBO8iK8QhZJrDUPX055bVs8aCpOUiTZwf3/P6XRie1Hx5s0brq6uZCgUPMpY1tsdZS1ZctWsp1aAaByIeEY/tNI3bKUvOnpx5CxsMYmDW2sxpWG/30+tCmDqcZZpYFMURQqSonKWkQDee1arFUPXsdmu+eVnX/Du3TtevvqI1XbF/nDH6bzneDzi0tppu+FvO0Y+OiwwgazrqkIbkywJBpSdm77EpI6DAHhUwlVSVWzWOzp9Yhj9jKGMouuoQ2DwgWEcGUeXyhwoEfFZW8qJz/L8y16bTOEctpx7liF/YGUnxZrt5oLCSDnhfeJsq4D3UrYMwyB8YAKjc4RoRKHciC+1Ft00gdkA+Iga5aYIXhFTmRu8QiXVc5neGgEya0NQGuczrTF5F4k3GC4CSSk9BEcII4LT9Hhf4AfJmBVStgTENqGszFQajWOLDiLKHHyQqbSK6KgT7yFIuR9FcUcrhUd43yGJxHsiOgScBi1fHJOsD7e7NcMobJNze0Rp8XXxIVBVjQSSqWRTU7mogaoSmw5jxIXSiezRggqY4E5AxEHQCa8qgT0mzK3CEJjLURc8KXEk4za1Msm7XSBIhMDYerHPTeK/4tUkep4YzfHUc+4GYhDuv9EaY0X0uG1bLtYe75kUu/ApC84gfDxVWVHVBR6hMLbdMU30PVVp2DSrqS94Z28YuxbvJbNTRvqLbpx54rmPbG2BH2Cz2uKcE/aZc9Sl9Em7c/uozA3OMYYRk0rl1bph6HtIVNTcx9RaT8EqT7ZdmIHv1lrqlUzT/aRE71HaUNZCV5zK7kgS4UhqVImx5b1nHJywglwvLY+Uicq0f5ggSQKrMlxcXLBer6esFSAYIXpUlagprdcNpdW4YeTwsMe9GaRdhdyj3+YhPUznEyxhoNRlmmRKHZchRyFJsuVptE4/txpMKg9N16eSQya1aoH5y1xqU9jE67UYCxEpKSIC38lsgxwoJr3FFEgzfWua4nuP9harQ7pQ8sUEvG0Rn3NHZav0fJloF7bCmjhBIFBG3ABJJZO2wuBIqu5easKpJEEZNBqdysMMxpUbQgK2sfNnjzEkpaEZS6eC3GDRO6w2qex0BDQxiBK2LUX01xhFHAeI44wUSh5DGuGTpy9IJg0oA1pn7x3RzYwhpjI4ZZtGhKMzqDlbEHjvoZjLq8dA7fl65ExCmyLBwmTwQ3RoLVA1leTm0gchqpBeQ0rOEMS2QGkS6kB6496nfrQHbZZQm3wCxFsnRC8BN8/loiLExMAK2Q+nZBxEFq2uKzabC64ur6jWG7wb6M6iWTn0vWR0eVPwITFStsTY4KPn3LWMrqduKppmx/3tHcPgkuXEjufPX6b1WVCWNcfTCTcmGFXIDohKNhhM6jHO/b/c7soiGH3fT3Th8/k8AclzL/573/+eXIeinlg9p9MJtHzfF69eUozlpO/pFkOgvu/RSdg3o2WqSlor69WWwlb4sSdTbnNLIWMyRyewqnHwk8hwDppLVS1gLvuDwo0B77IaWoXWlqKY5ejGUSjYd3d3fP7551xdDkRl5Ht9i8ckINyfRbFotVphi2pamLnpK9PIBC2a4CkSGAugGEfpQ8UAWkrRoqqxZU1W2fZxFiMVaEvAaNhsV5Pw6tIXJaf9S6rYJDyc+60hMJ4PMlFHLCHkZpRBVH6N3J/pug5UbqSHqTzWOoIuBJqjxWe7TC6YWmthGiV+fRYdsVq4zGiTsuG8g8fkqqkSwDqkvlAS0s14xSA9RqOF2xwVogWYGBHaGnSIlIUFCoIGvCb4AaUW5vZhAOVSHzQB+EGEcJUweEI6V0GRmsoCe5KNBUxdsF6vuby8nDL9EMKkQJMHDbJe5v6syt9JiZOlxKkgPdAgg57c/58D7RxsxVbsKVZUP3p8VYkcW4gzxEzOoRJfdEPyGIeAkZI6FAmaJdCourJ0RaAfPFUpQ4TVaoU2lv35xPl84Lh/kOCkDXVZiQWIVbx6eZnWm+dweuD+/p7BC29cpd5ivpHX6zXPnj1jGByn81keO47EyJQMVPVqYrRUVcPYu4nP/eLFC5xzfPnll8QYub6+5uHhYYE9nqfXeQO5T+4BVdmw2WxS4N4QlQTh29vbREKRCbop5nWtteaTTz97NM2u63LStTXGoKJN66BKWfg88DEY2ralW3DccxKS10imY2qtpb/a3U9c8u12O1ls5EGusJ0goDmfTrSnM7vtyGpVEePqryHs/c8fAlzXka4/040CT9iWdQKDe1x0hIzH1LIr+CBuhUbF6ctGJcyLqBTWFMkTe0e9Xkl/SmtsWjA2A82DI6rHPso51c873lIGakkNg4UMly0FQK09OoJRQkGLMWKCZMzCkXXEFNyMFZC8jZoiCISHqJIorVD6jJqnfSpmS1nxPsqaPYq8gB14yfKszcIYKUNKlhJxka3NU0SdAOeSVWZxYGUspIxTa4VOZZSU2BGC6Dk6PxLHM9r41LuUdw5RIF9R6wRvz8ENoU+qBE+SDzTZD2RO8MPDw5TZeO8eUeeWh7Q8OkrqaeqtiRBA1PhTYAuBsAiMkPC0KMDK+Une9WaSx0uZSZ0CZjCSnY6kwaA4eMY4Z8DSjx+k9E+bwzCcWDUNu21NxFJVa6qi5HQ6cDi9RxlxLzVqZFUqSiuq75okoG0K3Ci95+58JPhe1sOgaU8HxlHUh0QCTcrW4+HE3f5BaIhuZJXK37KsKcuaIqknKTUrCeW+9hI3mbPJPOzI4hhL+E4QzxBG1zOM0t/URnavGKOoMynRlj2es+K7SKr1fc+z59dkH6D8OQ6HEyH1+JuqSOtastRsZparTx8cJbOgikrWLXlj9V4k/07H/tHAK7cnxhCIStE0jbQhkiZB/pz7/Z7Lq2s2mx3rJDf3bR0WmFRJjC4YV6upX5WzCp3sAZyM5kRENtHvohb/GR9V6pXl/kjD5mLHxcUFVZ1gDalvgxb4T84Y3aLUnXqVi+AyZ2ZMgTNDlwgxZXEQfL7JxK9Ga40JWf1dbsK62kxYzxi9TL8LvXC5zO8lwOm8MPLryjS6eJRxCYZTFJ5E0FgEj5fT8hA80YkbonwvUf8OKYhFEv88BcsiBSjxdRHTL62iZPApSLgAfhxx/ZnSerBJTg+EBMAo7RFj0samMTrm2dh0jkUncZYGa5pGxBeG7AlfPCrFlhmi3Ig9zsmgzuh8rgRDG8ek30kuk9P316QaWqGtXDfBOSbLDCx5sj6rkEvp55xk7GVppZdeCcoghEBwQSiXQcsITCm22wvKogZdEKNJvcaBvhet1HYQC4zSWmyp0Xjc2NF1kjHd3wSGVM5GJRu0Mgo3SsC5vzvTdZJhHfZHshtqULDZ7BjcyHa7Zbu5mBKCrPqjlKj152n0hw8fJtWtnG0t7SJyFpjZbc45inR98r2zLFtjon9aawWTmoQy3rx5k5AqgXMn8o4XFxdUVcXDwwOff/45DwfBcIbVikkY2c9ODILSUMTE5MnCHU/Zac4J06hrxZr34uJi8iB///79BMyva8Fnn84twyBVTd+3vH37FZvNZoIefpuHBTgfj4zeUawKEZlIKubS5rLEmOx0jcIbxdj3MuDwAR0j2hZo69A26TDakqJqWK+3bLcX6NTHjDlLSkK+2fMnhrk/OZXrC0pcnro9zSwFOylDEoVYn4bkOa20Tuo86bEJl1nVBcbJJJ6oKQuDLYyUVotFGaITXnGSsFMmf6a5FyPFpMeNPc7L4x9NHBXEmKA4UTx4suBGPmIU7nxECwQGRWlSMFDCmMiBO5Ka6U5KXYFvjfT9WVg0ukISi9zvK1JvLDN/VOpPz+8tfPI4Bfcs9Xd5ecn51KXBBtMNPRMBFvCYpLTuRyekI2XQ2qB8EBWnmNlG6X2VQGIyhEo0FIXFo2ISYbZm2nTGlLVkuFHvvPCMjaJEbHnztXMhpqAoUDCtNZvtFucC3SCKUtprvJbMp7Caw+FIUSjQJX6Ucz4Mw+RRVNc1ihE39vioiH3L6B2HU8v5PDAMGqPLNPmNCfu7QheWzXpH1dRst1uqSoLEOSka5az99sPNNJw8nU7TNcjZXmYaPRXVyH3Nt1+9IzNvXLIgkQn4ijLPH8QDGu8Dw+iwo8N5gWq9fv16wivPazcTNEQmTiB70k5zibkVY8ANsqnoQoagcp3c1MMVsLpI1ilEm6KuV2htcK6jbfsJ7hSjmjj1uY3XdR2rpCJF9DwpUv7Wj0kPszCWzWrNxXY7pcZZNXoSHDWKIWd8fcQHJxaoxmDMgNGF9MjM7AtSJOkp59ykVkNMFMZEk8vDkKU6dL54y+HCNOhZZpk+EFI5mp0GBfs4Z2jDIJNppW3aEAq8z+oqhdywyqThSs4yk4p14jp7L3qgk9GYThmaF1+X4FOJrjIovkjsn4h3AskgTe9JupPyWUn9qZzNZoxhyk79OO3kGQAd3IBSojYUEui4NBBCgVY5E8/Zrfy/sIM0CgGXL4Om956ilPOa2yDPnj2jLM7c3t7SdcM0vMufeYnJy/214AMhDBhdEZUGUhWgzPR9gbQRSq9XKxnE+WhQKmfzfnptrTXV0ot+GBj9zDXHWPp+TJtbTNAgjS0sNtE927bH+0BUcsNqJc85n88Mfcd6ZTFKQPGuT+yeEKhKi7UVfdfjXSdYwZgqDKWpk+JQ9j0XrQFpaxRFwalNZfzQpwwqBWLvJj530zQE57m/v58SgxjF8TH3IjebzRQQc0/38vKS3W5HWZY8v35BjJG2bXl4eJBympnL3ay3ib9dpnuynvzNs9J527YcDgd57+Oe0+mU5hcFLgHu8/whEyecc3RDT12XmKKYAnp2cICM8Bin75Irygxm3+12AMmALU3Z41xZOjdgjQFiwuH+HcgwrVE065oXL55Pwp1FUWALwQSKHmVL8EJR8mPNw8M9fduhdYl3jnq1oajk5ssXJcTI6XTi008/4/VHbzjc37Pdbvn5z3/OD37wA9wYaK6uOCXj96ZppuZz7uGcz+eJcJ/hClmgwFqRWDsdzvgI2pbUZpbu70eHD47CluJiEwVOo00xaR/Kze5ApczPZwMmcaKMAQ6nVszMjMAtjM2MIiewmKmUn5kaogkp36NpGkL09OcTXd9JX6ippsWTxQy0lskp0XE+CatBIeXgsTsn4eZcykU2mx3PLmr0aoUfj+wfjin72FBVJTHA0I8QJQvM5XRIgdssXB/zYCffCBkO8uLFC96+fQ/MuoyZminnQGAnWsnUPQ+Vog8Tp937xCJJbRE1DX5Sma4KgTdFRRgdo4/gNUUl0+2hlxusdyMBPYHm264XebsUsKQyMVN/zPvAOHZUTY3WIv7ih5FRiWeQWP/CuilRiGShzRCsMaBUAtLjxJRPB/pzjzGOslqnLCt5rRt49eoV6/Wam5sbfv7znxOV4cWLF9iiELjWWYJTIE4BqixL6rIiK4PlDDKz03K/ryzLScg3Uxo/+eQT3rx5w3YnnuMozeFw4ObmLgU/gc5dXl5SFCWr9TYFrWIKrs4FvvzyLTH6SZnsdDxPZXbXdQxthy10srTY4lMGnllE1mrKpqbrOl69esXv/u7fo21b3r39QIyRL774gqpsAM1+f0htHpMqqJHtxY7Bedr+iAue4CPv37/HmIrvfO97DMPAl198gUbz7Nmzv424+CuPyTUyOLGlXTcN2tqpObzsH0oPQYkAaoyctWUcZ+8W473gHEOYTko+IdvtdppMhhC4uLigPc/+ITl4TNqcaaGsVqvpZzkDyjtZjJEekhSaQkeEMaElsBUhykA4RMFdErFFgdECE8qDlLreTNzXYegwCQVgo5WJui04HB6428s0frPZUNUJ4D8OtH2HJlIam9gu0muJIZ+LAaVE+i63I6RH41L5VZAnzQQv4sRpUq5itgYY6bsTd3c39IOodZtO8a6/Z7f2EFOw1SXBK0YPpS7RVfaJB+2jyFIiws4q5OxdMr3lQE3Ot/xstVo9skTImcqMKVyKQSTQfDJQYwEDypUBBDL3X+UqA1EuIkaBE4UBF2AYxlTii6JVXdtErOgZesfgHJUt0YiKUlayz+8HjwV4YxB5P+k7e6LvOR1PaBMTlCj7wKcBYzDYQqGsIYSStheixejPUt4OQpVs6g0xCk9ca833v/99XAyT6ris5yQ4EcM00DHGEFweGM2BP1dT2dEg0wezlmXe1MwUEAs22w11LWIVh8OB2/s9+/0RpfSjZKOuhZRxsbuirmsuL3e8f/92sp15eHiQ76FIm3szqZmJ3YY4TpalpVmvKMt6uh/X6zUvXryQ70J2lT1M923uvebEarVaUa+aqT3x6tUrLi+uuLm54d27W6L39H07Zd1Z3/PbOmTo057Q1nJ/f0v5ZYUtS0xRoZO6eVU1U/N9cKOU74lu1ff9JL9PiIzeTRngkMrwXOJnb5CLi4s0vVMMY8dms5kGPsvFkk9iJt3nn+fycJLYkjtbir6oxO7BiBiv0go/ukQFVEmvMQnEpr+7fpjKjWHsiF6GD7YQFs3+eGAYBwFnW40ncu6EE9u3Z/EASsygDIEZR+l5jWO+McTfW3qRfqH44pKwSRbwEDtafLbczdNRRWkjMKBVoCwERtOPPaM3FCZhIU1BoCSEAoqSoixx4+xLroxUFAqFjw7nPYVWGek0nf90wglBBHSzLYlAsGZf+SnIxtxjlNk3SUTaqFm4RIXMR5JjDmweoqhV5feVzFS45NpIWyHjgkNShRJnSUeTPH5kYGSkJxwj4sgpfWSS+hM6YqLQJqMOeKM5HY8UBoqkV5CHfvKxHePg0FaUtsqyJBIwtkLrgqpRGLNObR5Pn9oXRVEwJlvhKtGAZTMY6cdh4nArpfBjmNpWy/59tp3IfU3nHHd3d1NJDgIoX283uOCnILS52LHebalXG8ryljKJ+kpWZyDpsvpoGIPncHdI3lbdFJibppHHeE+38O/Kn3kp0da2LadOHrNabR5Vh6fTibKsGYbjDFu0xQRZ2263BFKfP8BmvU1aDivqeiOZLIr+fOK4f2C7/jsQMP/dv/t3/OZv/iabZsO+vsMHRedG3r275ac/+xn/1//1/0kXTwDHonLeiEFW2uWUUuhCY6OcxJyyg+zwt7e3bLdbzufzZPWZA2jXdRMYPZciS74qzFP7vJjygEggQmGyi4gx4gmJySJBcnCyc6ussqST9JoVxWjGDMYW+pWIjqTXMrB/ONCsarZbuVh9d6brRBnbWktpRRR2u16lAC+e0W7oQQWcG4nypmSjMO+zKKtoKSocECXYRwF+q+BRhLQwFawrXlxfJAKAwVqFNbV4phstN7EtZyV7VeCjkdI0DbEUUTYSpdHIefQktAFPAOqQWh9mCha5n517UEqpRGqQcl+lklzUi0B479nQSwJhDNkBU3qZfnSgpfdojMUmN86ABcSS2PvI0PeM3iUAdqJqmoS3jDO+dXnk3t98eCTj9SgVMDpgdZrq59bBk8Gc8wNGG3xYKJtXDdbUFEHhRqb1vt6sGIaB4+GILizX11f4KFVGZtxkcPcSo7hEhuRMPicEWVau6zoOhwOvX7+WQJP6yFlXM0/oy2aVrIA3vHhhOJ7OZEPCZQabs05jDNfX11xeXiYfcbGR2T888OWXX3Kx2UwZZFEUbDer6TN3ySE0t+6ydufpJLYbuUeaTdUkEDaP7udzdxZ4kgs8PDwshEAi2+2W40Ey7OPx+HcDuH54uOf9+/fsP97z8s1r1vWaOniqas12t+PD3a2Ikq6aNOWSHf18GjkezgSl54m5Fv5uVH4Sb9B6DorZla7v+4nClcHjucwDpgW0TONhCVVwkzafKQrJGMIMDI9KzV4MWqfMoxBedxB2koqK6CMXl8+mXbEfWoauF4HhMBKiZ3t5gTFSQvZ9z7kVl8m6qVnVNb7vEkd2JcrRp5Nk3TFQVnPpmu9BQQZkK1mDcy1ReRkaRY+JIQUan7KvyDg6jDZcXa45HOBhv2fgnNw+BZentEiZFbZBGUuM4oQZopaMM47oCD5qrFJETOJvLthHy4CZNqAcHPP1yhRXkAGICLBojLIYLTJvMQitMgQZagmtIOFtI5OyUVRpUBPVJElnUpaolSUEhfOzmr/3Yt8hCvzyft51KOURTdDELFocQ9cni2EpuXP7QIJuSB7eIy7JxAnhPWfOgg8MWMbR44LIxAXl6enE62gUKxNgssAtq4L1bsvV1SVfvX2Lc0MaWoxkq4olPCsfebCTB2y53VXX9dQayb2/LDd3e3srm5lznE5nrC158eIFl1cvpkoga1a6wDRFL2xJWdYENzCOMq2+vr5OFre3jMPAdrvl+fXzlNDIfanJWrkeWxb0vcCSslBGe+7ZPxwTJlWUz2S4M9sH58z0cDigrVhljIObSvisG9s0PdHD0LecT4aH+9v/5aD3v3JYkN3xz3/8pzJhO594/eZjNrsd3/3+D/mn/+yf8ZOf/ixlOdm5zmGM8Ma3lxdT4MoXMGeHYZyn1vlYTrlz+p9J+3mHza+Ry/KlVFReTHmX9t4Tsl/3hHF8DD/KUAWlZr+T/H4xRrpE6FfKUJUNVhucK1K5P6BVTd+3jL30orbbLRkk3fc9Jn0f0W8cGXphO4iFhJqgFrJQzWKnn6mFSkVUEJaODpEYPCpJounocU5EXOuqZhwMd75PN2nk+voFRAvKEGNBxKJ1CQHJoqwRsYhYgBlRWkmAVhYNGCVCHsuA+VSeK7Ol5LzFKeiY+WGib5mESgIBH+Iiu0sePCq1H1QiBAQxhhPRZ8SZVPs0hHO4oOgHB9pSFCVV3aRMPeNmA63rHgWZmHRQpW/pRFYu+Qep3KvVAZNJCQl25bOpXVygCBSYokIJUwOFeKP7CKP3dKPDRDMlA/f391xcXPDxxx9TNivu7u746quv0gaTWkpW2gqy8UjbYhlI8j2wbEG9fCliHjc3N5NEWr53Hh4ehLmmNT5l4B8+fKDrZT7wg9/8rQSNk6FOfs2yLKl9zcPde375y19S1zW/8zu/M03Qq6riRz/6Ea4fWK/XaK14eHjgdJDh4u5iw9XqmbTTdJwA9Tcf7tjv91OfNvdABUrkHn0/5xxvXn7EuT3x8PDAMAwTyiC35Mb0nLZt+eqrr+BbHJRPFhW573Y8HgX7tNlwPB759NNPubi4SBAaWex9SsELq9NkTRa1DARELT3GyJAzlSBZX54GC4RgZOj6RyV2vmGXN661dtpVl5NZYDqpg5fdPep5QIWasXkzDUzJ4GXxnZVS7Pf7aRFZK9YZVktrQfplYwIPl1hlsWmnbRNYubaG9tyL/FairJVlKSLAcWF9aww6gd6dcyK06xxFkUrwHEzEzggdUkmsweuYBHQddW25enbB8XCWSxJt8rExDE4YVBZLU4rlq46BoD0qjrjYQ+wJRIwWCwyTBi456MznOWcE6tGmN9FSkU2ntBVLYeWYcJeGND2PCf9JAuzrnFElJoqS0tyFQFBpHaQBkvdJtLooKctGzPJMHvw4YnKajHFMjKpIdPnzz2tKNmABypM2J1kHFhLlt6BgUiNaZNjee3TavJXRuMGhXCAi8nOVLdIk23I8ijXwMHQczidub285nQ+STCjpc2srONEMHSPyqGzNlVZOGHK/z1o7aXHm++h8PgsI3/WyAWqRnjufz2gjmg3ZZrepi5SBW5QWoZMwuV5qzueOL798CwT2+z0+9S1zwuGSHmjGga6aDUVlefnyJV0q7XOvO1ckuSwX07U5UIcgrZkMNRoHt1A5KpOhm7SB3CDV5zA4Pnz4wNWr6//1yPc/eViAL99+RVEU3N5+4Mc//hP6ceD6xQvK0vL+/ft0kcpkfbmj73tub2+5T1L82538bEigc2MqMvBdE4mpRBoGKb3dMPc967rmfBTc2MwsmvuXOZAvqXkTXrOowUCtVkQe++lkznuMsyJ7Xnwwq44rpSacmwRQUfGWTFRu2qZeJ0UlMbo/tucJhnF5uaI77hldjw+zFUalK8YxgXq1qCiZhD20tiBEx+gC0Y0Ed8Zo+b3VEBMVUmmNxuK8QysrroijwxYV11fPKGzF/f0x3YxS3jrvGWOgioa62dKstgk25YjRobxhdIoYR9FW1JaI4Gcn91slsm8xDdK0ST48XoSB0SWmsKnXJsyczNQJHlFJSsByhZHNC9HpFChDfqMMaNfEECe2lVZRAPhEokquoNqiLGkjlGGYio6oRANThkDSwggTzCutBe/Se6ZA6mWwpmREL0HEGgpVEXWkMEaoozHiAhyOZ4w1yb8oMLQto29BiYqWWdUYVfHsesfrN885nzvefbgVPGQI1NVqqqacc5i0IWXFq7EDhXjzSJlcToMjay13d3e8/eodNx9uCSFweXlJWdb03T1df0tVlxyOJ9wwUCQ2T1nWrJoNVVHy4z/9Yz76+Lt85zvfY729oKrLaUMY3MjnX30ptigBPv/yS8F2vnjGuhbG12a1xvmB4eiwVcVud8F2uyGEyOGw52F/x8Pxgegih/OBw/40qb5nT/vj8YhgUWtM2vAyWP5nP/0pLjiM1lyksl5A/G3CfeYyJjC4b1d1XYDrJNXw0TL6gS+//Jw//MP/wD/8h/9P/t7v/QM+fLjFaC0CqYcjtixJl1gm6UNARU0YHfu7W7qzpSisAJKdwxiVgLkjm82G3eYClKY7t0QfsGUh/GPApew1xjh5Ahld0I0DGLl5tCmkhFOawojjXH6OZASzQEZWPoLZ/kIgPiMgwFzRAVTYTHdUMmgJhYjAWmsxRZkAyyWtbWSa7jx950Vj0/dy+xu5+ft+TN/FiXK8EmB71yl8Ms/SKHQh8l6gxD87yk0J2RNodmK0pJaEkyHVqt7SvNoS/Ig2OuE4xTVRaTh3HYMLXFxdyoDFGIqihKHgdD7QDwPOaipjhdNtGyKeERh9UtI3ouVJVBiV5dpm4L3Wnnacszhdakycs3spi5m0BlDLSbwReboxCj0wBS+f0AUiyQem2NC1wjgySdlmdB4SXlgphQ8wjp4QHHVRUhSa6D2DHyiNFYGP/HnGMeFQJePpvaAoUIrRjXRdS0TT1DVlVXM63VIWW3abSkQ1jkdc31NUUFYVpozUjUKZgbbreDieGV2PMSpleWIT7IIwZLyLDOMgPlF1g4pK+oAryQijihSVDD+j0lw+u049/7XIsblI23as19fcP9xiTGRVNVDUU0JgtcJ1LbfvvqQqNO3hgS+//Jxd27JaX0h57IVqG5TGozBlyfX1FXVV4dzAGOHVx99h7AdWxZZ2dFys1lS24MuvviAE2G0FJnjaP9Cdeza7NeuXz0X5qRv5/nc/ZkgtAhckSJ5OgrZ49uwZl5cX3N6+pzAa1ztWTUPXtmw3F0R/pi5r7vcC1YoqYMq/A8D1oiomytbd/Y1cWGv46qsvuL6+5qPvfJfb23seHg6smg2XTYM1JYoBhZkgEcsSRqkgUJ/guL+/lx3Gi8CqRkqN0ois1Ha3mfh6y8CXhS2MlptCm+x5Ijxj0nRYOYH/5F1zxgTO/c7lMAPmXlEuv5YlOovHZl6sQt5XAqxDu0DAyRBp7AjRY3Ri01iNDaKOZLyicwOZJ+69WE1kK1mtnPTMSLavRs/CGCoKLMq5NCTI7okzE4KoGfqeGB0Gg9JBJubJQdHYgg839ygl7KeyEqveGMtkVUHyFNJE5YnRSBKoROFIJb67nAOZtJI+m040zKETHGMIoJWUnuiA1hatsoxXmpInn3iUn/QvxacnrcjgkwKUPBZg6I7S34yK0IueqrhXyjlWFI+n2s7JBpAgXKRPr2JqGhiDeCTNxn4CrFfgENpvGNG6QGnPZr2bKo7Sai63G3QMaK1omoIBhw89XRfo+4Fz2woP3Qnx4HQ6U9crNuv1BAaXXmJmB5U0DVhjJ0psFsfIEJ5swCei3C0xyOZI1DTVChLwXuA5Ia0pgao1tWibjkOXLDRGbFlQWoXyir//+/9AWgenk7gvaIXJ0/sAVVNPpfzoPON4phuFrbRab2hPD6ybFWM/yMDUjGnAFTkej3y4k0GNT7qmb968EuHgwXG/f2CVkDGH3jF2HatN1syUttv19TUhOA7nE3Zo/zrj3//wMfUwZQgjAFGR8FesV1tiVFy/eDmxDTLAWxs1YQ5Px/OjQUrfj3SdBIIY/eT4ZnUxXVTvPdEEAinzWwTMPCGPOXCtUg+SWSAjH7m/kwNffn4WJ82PWQbLp1Pg5e++6ViW8WYK2hLYYiQZhA0pE9Vi75s/u9YoZdKEXKwWfMwTX49WPql3Z9MyxK1RPqgE/SBDCCnlMhlcp1Om8cERoyZEhbIagwVjUMGgnMlCaKioiV5BMBKkgqhr6wRCiGGGEkl/Ud5KYEDJdVLn86cRZWXJ0klleAxxorwKFVNhrU6lMsmRUV4/f18T5fvLd0PQDmRok0yEtS3RSib0owsJJhNwwyjBOEg5LudLrKKNUpJ5q8frJlcR0SfBD6On9bBcgxnest1ueXg4MI791L/LyA5jFAbBYA79SNeODMmSQ4Z+BmsLrq6esd1cTKW54FmTKHCMrNZ1WsuSxZ/Pe/q+paoqDoeH1MMbOB0fuL29k4RFKfqhpe9l7Uz3lhsnGJg8/yC0YOfQRcNqtcFWAhEcx5FmVU/CG845QrJWVgTc2HN/d0ziIavpuz88PHA+n/mi76gLaa1l9EtcuEj0fT8B5Nu+S1jMTerPwuvXr/nsL1uUkhnH3d0dRbWaEDIA567FuYFT104ykN/WYWH251lOr/f7e375y1/SdQPNesOPfvTbPHv2jK7raNuzZF7phokx2Q14maL3Q88w9IQJQiH9mMJIIze/z6MhDTMTJGvqZaFThTSKMdktMWswKkLQlKuCceyn7wCzFWkWMsjHEpM3M08e/z/qcS80u0vCHDS11gQlYGqPQJRCIHkZxWQz6sk8da1UmtQmy9uQwN7K4HyC06TMLaYMLxITHCaLIeQ/i7IkGrSpUFiiKlEUogkZCryDGIJMllVAxSiWyYAKIsagosO7cYKTy+lbwHJURE8e3vMgSKn04Cj0xalfGESZSQKmT4M7MX2b/WLyBpT1KmNSa5KpOcpMAVMGREpYOFrjtaWyCl0I9TPjGedMUXznYwgJqyoWI6Pr8ZMjqUIrEWeRtWvwcfatmZEZci/U1Wp63XEUCb68Hvq+xxtD14903UjfjbigZbhnBK1gC1GAmjPHIQ1PpATfn080zTpBj9LajZ7Lq4tkAmYx2qK1TYNTsZCQAZHh7u4uoeek90+cld2VUtzd3dCsN9TrNXVTTtCncZRB7bt371iv1+x2O0IItMdDIilI1bher6WSGAayO0JOQrz37NsTSqkJV+2CT/MCJo8hUeHSvHnzhpcvX/OXf/mX/PKXv+T6+nqa3CulOB6PbJKOaNvKBjWMMxU6c8+/rUMyzJjpckyRPevQaW35///H/0h0kd/9+7/H5eUlbgzc3d3hvSh1i8hoRNmIc7ObXUjMDpnqWXTyPc88Zas0ystQR6U+Yy6ll2V1HtoYn2/EOJXo82PGBQVNFlfG3FVVOWUYOQuRDE0gPtPFJwXyxA8PLm8iKRvI75uCZtCitlOVDT6k76OM4E+dwo3STy2MBKegRPcyyUWSPWS0KonKI7YbTFlejCIxJzhG0WSSiXXKhlImVlZbUMm22JZYU4kBGWLFkQ28gh+JYcRqKIxOOokwjnITAnIdcsCOAvK2ZZYPm7NPYs5wQ0I5QM5K5TMyBfmE1GEO+PPvBOuY+PgKKcNjGhqlPicp4EVVACZB3CxjENuPrJyjEYiQ9ySLCoFCCeZzsSanzS9hQjWM/YhL/uB1YsYMvQDG2/MRo0XZqmuFFVaVFmsUvQ+MqX8qUDdZ8zFovBbc5zicIQiUKBuASW9d1I1OxwOEmMR1pc3gved73/mYV69e4b2Ic4zDSFVoVk3Bw8OBc4IWjW5I/dL0vchrdIbnZbHe9Xo9DTuttTRaU1rRNphw0XUlwPNzqgyNmqibAIVW1IVliIHT8cTpIAycrKrUj+7R4Pajjz4SRuBJbCpevXo1Td6NMXxyf4fWemKUOec4HA5YK6pggVnyUes5+fk2jplLHmblm3HwCePV03VnDoc9//m//BlRK/7JP/lnPLt6zul04ng8ithBoYmxwMc0LIkVSkFwJdlaVfSTc9/QTP3CGGWhmDQFX+LP0EuYyqJvt5ioL3uTefKdcZ35JC+zyqeZ4nJyPmVRWVDDhzlwIaXyEu5BIYyiwiqcN0myjJSRmtT3jEnZPEnQJS1L70TFSKlAWSbrWy0KR/PhJ3pfFhrOGWAMczAqqgZlRJi2qkXF29gSEpNHlGccY+dxXlSOVJS2S0ScNDOwW8UZsC2ilYI2yEln7pvmshqUPCQ+VsTP5Wa+cZbXadn+mDYxvEzgU2mv0QQtfUfvRIpM4bBlRVSWwQ+EENMk2RCjI3iPVpqgo0jgJZ/3EDO7B8TrifQ+RoY9izbQIzZZol5m0kXGUCptsEagMXYYKKLF2AprKoZSKgvvZHDmfY/Ccj6fGV2mQMrP+4RTFupv4HA8YDtL15/Z7TZcXG6JjPzXn/xXPnz4gDUll5fPUsIgeqPDOGDt4/4/Sk+6DDl7k6Sik+FrJ2ygul5hyoLL3dVsIZPuqbKyKERQ+ObDu6SCLoMylVSQcjW6rOrENO+xdkDGiZ7PZ/7Tf/pPvH37llevXk3wuvOpQ2kZ9FhriXiOx57r6xdyfyLZ7fEkTKZXr789EeFkUZGZGpoQBCQt/ZmjnLyyZhwF2rKuG37nf/t74l/tS5wfUu9jAG+mkwaRoH2yKpAAYtQcDLWWXp+Pnr4PmFQ6Z4yZUgKtWfYZ80WIcS6bMoYzY7ey8Xsux3NvJF+8XLY/vaFhzuxI/SAWfa9lUJ4A9RGxWh0DIViCEiV6celIk/VgqArREtRKiYukF+0/51MvL1W8WosTo/TuwkT3G52U5mHxOVCzYrtH5hUoNakpKStqPS46qqogRo3BM+AFp6kFXtO7HmVlSq2y8aaWTU2Q7wKtkjaCfJ4ZeG9THzKgo37UXnkUHLWeemKKZasjEnGUGjLtNuJTQBajO/Hk0TKEURqrtaATBkfTrLi6uqLrTwTf472IlegYIDj8GHGDTr2wIMEuJPhTpoLiycruU286ZXioiLFZxDjrNWa/Kcnca11RmoYmatxK+vfnrud86ontwOg8phRjweC83GMmQeM8YuGru8QqcwLh8iN1XbHbbfjqqy+5u7vheNxTlvXEKLu6umAcx8lS1weHc7n3D30fp81ytd4Rj0dcgPPg2G0dW6VF+V2LtFse3Iog8g2Hw4HtesPLV89pmobb21sebm9oj4ekuRl4/vw5TV3x+aefEKNKIsrjdD95L4PAbuh59eoNbz7+Dm/fvuV0PPNwL06T5/Y0USmfXT1ntVpxfzhwOh+4vr6WvnFZ5Nzp184a/jYOC0yqKbPUV884DByPe5kOusj1i+e8ffclf/RHf8Tg3cQI2O/vefHiBTGa5F6YM8I0sHCJ1meVKAktAl30gdGNMk2dSubF7jRNy+fAmcv8ZSBr2zapDtWTxP+Sq5td6rKU2jLjWR7L985/S3B9nB1NmWkUVknfHdPiSH24BOI2WoYvYp06io6gjknvT8DCMcbkw6wBSxFJQUiCok4ccxXSvw3St8zZtzIM44ghoQi8RXkNTqUysROko1aEOKK04P1KawgeXDTTNFqlQZJgQDNGMpfmqaBenAOtRRfUmK+jE5bnMH/W5bANkhRe9MQExcriyir1b0VIRSWcZcTakrIsGHpP9CN1UfLy+TXv3vWMRuHT8yIO78VTaBiETWILLfa02i6Ul0YUomdKAo5nZEVIwHnBChbc3z0kUYodZVlzOh1EZV6XYppmTFLit7gQ6do+Zc2OtjvTdzI1NrogIlnfbrvj2fUVn3zyC3zosVazWjU4N3JxccFms5ae3mYNSHun7U6Mo1heKKVwfsQWhjg+rqJijBMHvW6EsmvGipUSLORut2O322Grkq8+/2wS07i7v+HP//zP+eSTT/j4o9f8w3/4D2nblru7O/q2nUzZ8nnK2Mq+PU9KSirJBuZ18Nu//duCLS0sl5eXeBemzLcsqoTXFGbRer3mlIRJQFiIp/Y8DY6XDLRv4xBYkTbEEHGpCZxvCD86jm7PMAysVmIjejgc0AYudxvevP4YP/bc3n6Q/simSfqBoufXnVvO5ztCCBRFhVLiU54l+IMbOJ47ttuL6YbL0lUANk35FHNfdIYVySHipz2rlUGYIcL1lenkrI14d3fH6SSA2kxtXCpkA+BTaZZ6akblbDIPWR4HA0hT+qqR4J6GBtG7RI0U1gdEtC0Z+5bT4YAbR2lZoOmHnqqw+BAZXc7gJKPUWqF0kcp8gYPHMHUqpH2hDSoITOmExyuBdEQFbZs8YXxAEyiMprYFhTX0/YAbR0af7BC0eOQQozA68IjNBwQvQw6rM2MqiW4EoXt23fAoY8/KUzl45vItZyaPYFwYnBNc5PSdFpmpUoqh6wlRPIKMhlcvnxOj4u72gT/6wz+gbmT4oYFhnH1w6rqmsBprxKM+y4QpI6D6EMCNI0UhLRwSb19Fme6TpuuGyOVuS9u2HPcPGHMS58lVzbmXPp0KCmUKisKw26wpbcF63TOOnvfvbhjxDOneknIeHu7vOewfiDhOhyNXV1coBevVih/+4DeoSktTlxz29xgjQ6RxdLTHjuP+QF2v2K433NzdYq1ms5F7NPqMRJHrY4yhSHhkY4xY/6Z72fQi7FtXBeM4crHd8b///j/kzeuXnE4n3r9/T6EVF5s19lIsNgprUm/3NIHMh2HgfBa41KYRkRo3igV27mNutiI7t15tePfu3WS2d3X1jOvr5xwOR96//8AYpNr87PNfstvtWK23qbe8oq7rv4k4+Fc+7H/3EYkP/NXbL7hor7i4uuTDhw/80R/9EX/v75350Y9+hI9i/2m1SLmVZcnxKAyUi4uLqSR2bkxQDcFnasQwrO9b6YYtMpBlBjjhFxcitxk2UZYlb968efT45e6W/51v2ky1zCZLub+qlEpDm0UpGSUgtu2QWgSPDdjyTZ+zqKkVMUpLIAa5mdrzWXpsSX1GmIEqfY+K7LEdg5T4pdVoLRTJPLiS4jHM9q/5+8VIjKNgI6OYTTk3EtJ5Q3nKyhLGwDD2jIO4Iloj31cry+Bcet2kei7j6ukzLq+LBMExZcgwK8fHr/3JAXNS7F9koPM51CQc0qOsdM5EvZABXCQGR9+3nHUBSuPdgDaBvjvhS4PV0kYoCvlbqJDJgO5J1rv8Ox/Lc7q8xtKWMihVI5Nz+RxKGYhQlg1Kl0StUjtBlPyVUoyFZ70RecPBh4RP9AmqZVDKYgtR8VmngHdz855f/OIX03eQQemZ4LP+aDn1VL33bLfraQ0aI62v3Hvtuo6bmxtWmy2bXfKkskrmDkFJdTB6QpDNsK5ruNyCes3xeJSMzrtJUAagLOyUFd7ffmC73mAU0/Q/CyEPSqbsNzc3XF1dUdXNZOKWiSXee0xkEuI4HA6MwU80aoDr5y8lhijzdyVgarJmICT2WmSC/AYnwqghBIoyZZ77PdYadrst20vZRWIa5sQgu6huDFlE+HQ6MPRdKnccwxAorcUsXPKWvO9lABTiv06+IbM01WQNmmw08vQ9lxfAJFCQPVDyIssTP6UUfS88WG3s1PR+XJpl5s3sBZ2fq5hL1Kj1RNGMSuG8Y/SB0/mMdz0qRrHISFmvIk5MJFHO8fgoAN+oIIwOHwZKa8iiFTEqsielBlQcZX6uZHjlvJtvyElRPUnaGTELQ4t6Ezr5SbphMfjyaELS6JTzYI1Me6NS+AwZmkSAc6abcJVqQXtUsqa6/iw/WWbniUstay9DpeI0oZdMNKafh2TxPHIOHt8PoC1+EA5+cANOydRfG01VWgTnKdmxFOqBrC+QTeSWxzLQZ6sMlfCkPowYW1LVBT5IJja6QbjbpsTFSPAumdwlaJwXkQ6toKwMzSpjkD0uiRjLhhqIPlJaS5VsnUtjef/VW1aVJAOrShwPurTBF5UR+qbznPueohKMdFnZqTJ0fnZ11NnFdb2eRLxFTi0mYeB83zoxj0sWMf35xPF44P7+XoYxQRS9jl5U4TcrwV52Y0tIgz/Bo7rJCA7gX/wf/4cMeYzh5uaGkBSTSGaFfugn+FHf9xR1yXa7ScH1goeHB+7u7ojKMI6e3eX2fzTO/bUdNi+Wp39nGAkIsNykidbt7S3rlUCJvvjiC/79v//3/M7/9ru8ePGC3Vr0Lola/I+15nw+U1UVXXdGK4O1Hu8NwzAyRp/oj/ZxmbYYriynlsrMBmPAlCX6RW9yGXCBR8Ex89GXsAqADFOaAeez1YRIm6WM8Uk2FZwTrUQj3kHOOQmSowgRD103yXqN44DRUKIluEUvcK68q5OyyThAGGcoUHQYpSFhGqMKExV7HoZpER0mJUchCA0xyg08DFJ2N+s1q7qmMCXByS6eaYh5I5PEWkp4Gbh6TGI7CeNHFNaVDmSaozHzBrJcR/mazi6dj3+evkXKVhXSm5Zgny1DlIqpJZOwn8Exjp3ggJWmKhQjErBjsj82qiDqLOgSE5PpMd43H0rJeZ+FRubzmtdh1nSchpVW4YP0eZWG6BwuBtwYcH6YNlpxvxUbYqWhWVVUHgYv1iF9P+LcyOncstms2D8cQAlE7njcT1n6druVNlQ8Ty2zHJi6cUC1kd3lBc1KWgtd1033YVEUDMlypR9ErOPh4Q7TntGqZKsUTdLwjGnNZ/Wx8/nMhw8fOJ/PYhFc2FRxiVhwVZgpCcki4d57sb1OlZe1NtkLlwzjPBCqqorNZgNAexBV/wxR1IWZNnDvJfg759B2FlX+to4JhxlDlOwjzItpZtaEBAR3nM8yOW9WAje4uXmPx/PDH/4Wv/Hd71PXNdbItDt6UqYz23BGklKPH4nBMbpeFMBTuTrjKGdWTV6wtppFCbTWuITzauo1TS0YsOXNKP0qwc7loFmWsusWtoKocX6YALfRzf48+bXke6eyeElhYGaERK1xMdAPIhw8dK3oarYdw9BhFwHFI814H+Z+3mqzTt/V4r1wq2N04rOuLaN3ZBB4il0J2aBQMXmnp8+sjcXYFDCIBA9FvaJZrbi4uGLTbDAYhr6HY0sfjnT9DUqJjYY2cVJgz4rogl2MyfwqCwHnDIwpA4/xmzbdWVItD+umJFPNEC9A1IZQItiSAlKMSYrNiGCyOEvmTVVKWpIYR7Z+1lpjlEEldaJ+zOVdKp0Wsz6FQU0/VnOQjmG6HzQRN/T4VHlYrQhaCaIkDhTFCuVnVpZ8Dj/dSjEM0v8tDcErjNeUxlLZinEceX71jNVKnBO7vk2WshKoP/nkU66vX8xVzKLVkQO7946uP2OOeb2GKWDlINb3Pep4xN7dYW1BUTesVxfsdjv2+z2n4366Dof7u2nI4r3n+tkVIYQJsN5UEiTP5zP7/Z66FAC+0KVF9VSSF8tqteYXv/gFz58/x9iS87mbkpEsqHy4vZ+y4e12i0rfPRMJ8vdZr9dcXV3Rj98e2+dRhpmPpxmnlK09Og1Rcup8dXXF1bNn/PIXfymNduf5nd/5f1Cv62RTmvoUzmNMQVH4SXOwrCx+kEm4OMU9pi4ug2am5i1B7cAjJerc05ymx3EGmT/lks+BUMR15f/7uVf6RIB2OU3Pz1VKoYLY8bZdyzC0tKcTx+OeoZcdeOxa+qGjqUqaVUVdCejWJeGPPPm8v7+fPr9SfvICCklIGO9SMANCdlxM5yqK7wxRMj9txPI1aIUKEFXk6vI5ZVlT2hUhFngP42iIVBjrEsRGNhQD2CnjA5KupYiHZOynT88JxJhB64KfzG2D5b8zVEce61I2J/8GJpgOKSteBlelEjVS+5kgAagoWb20T/y0NgS/KYIvhSlAi0A1euF7n1EBShg/M1wqr0H5fV5nuY2zpDPKhj0SvcI0QmAwMWCtJgQl5ycF8N1uCyiGMcqE3xjh+esS8Vcv030lPUJRE7piv7/ndBKdSO89Lgnyai1Zd1HkNlVN7wRjWdc12/WGpmkmi4iq3kz3gRifeaI27LbPUDrihpG72w8TvfGrzz/n/v5+6jE+PDw8ig1j305OC5l6WVWViEZ7n2BNPTGSqstOlNSTP3kO4Mej4Crv7+5Excgm64taEiPxDSo534v4xna75eXLl3z6+S9/TUj7mz0e5bdfL1tS1qKN8HOdlIeD6+h7AWnbUpSTz30n0BcU3/vub7BarQTbp3KjWk+LPysAWaUZvEOrApXLvhC+9qeukglXmqJrLcE0B8z9fj9ZiuYSIZfyOcDmcjxjNOV7iZpRnt5mS4BcDvqkLF5V8pgY3FRuAbheypxju5fS6nTi1J7xyVZ1cMI+ak9HXthr6jJZFrtx4gx77zmfz9MmUVWGqhaGjusd/XBOjwWb24M6weAFMoqPMYmPyObiXMAnIV+tLVWzTXAXg2s94xDxYyTGAqtrdrtLQkh4ReUxSfk8RAc+YJKFg5B1gvinR0V0aaimC+lXJqosUUrk/LdOqkPBy/RfAKVxCo55zjJlTelrLjeF6IUfLsrqMDOBgCC88ZDwnMGPjNlmwshnEvHilOkzr0mtZr/1ZXWy3JyVRpATRMG6GuHUS3lYpixYer1EjczVPXH0+BDRhaABIuKF7l2c0BcxwM3NjawnJwiRrm9TEC1ZrdTEfvE+ESKUwiZF/dSSBub20zB0Uw8/r/cQHW509A72+wPnfmDVfODcHtlttrx7+6VMpFcrvvjiC9GdvLpis9nw7u07sZdIGNQ8nLm4uODq6gq8mjaVGOOUWA1JxvF0EijU8dQmxwWxsri4uMIYw7ZeEaPQPfMayNq8SilWa3G6/O53v89v/dbv/N0ImNl/KhC/9iClFIWd8Y2msEnW3/PFZ5/z/MUrlFJ89tkvkzFYx+/93u+z2a05HcWiVmfMYd/j/UjTVNiiEK/oZiU315MFm/s1o5aeXjaVKopqKvGVUlRF/WhQA48HDFn1OV/UyV7BCEspYw1dDPgwpseIwPEwDKw3DW7oJy3D3J7o246uP6OULEg/dIShJYYgcnXBE9zI23dfUpUWo6A/tzg/sl7LxLDve9br7TS5L8skWaYLxr5j6F3CByaVIZD+pEpyaSFKwEg0OB8VQ98TosKWFYUtwKecKcbEMPLJVsKAKrh69hrvNvR9x+haYhiIDPgQiH5EV0Wax0RhB8U4tSkintUqTaNRmJiDnJr6j/LWmqiiZIY6QpRBlkoDR7lWIQXczN2XDLOu60elqJpA+wAaHyNKawmai43WuSRRl3G0KFJ7dNpwtI7y/JS15yx0WoMxEAf5W2QAjYDptUzlbbli8DqxunIbqUjsd4PXnoeHA6aoiEHjnLCAvDsTY5tsHJg0X8uqmMzmLnaX7LYXxPCBdhjxsUfYSQVRZxthcRRVFupSFNUPB/G9KYqCsqgp60osS5TGFk3qrUJZRspC8XD/gbu7DxRaURWarm9puzMviuc8u74i+CEpju0T1tlQlhbvxdt9t70USKBLNh3WELX0ro/t+dHcQVpq0pMex5Gx7zBWBq/n85kYY7pXLWVZEdNQ0BQN6/WWi8ur/7lI99d0WEAc5xApL5LTogoqmXV5VJDpnLG5dxVxYz8Ft/PpgHcDikBVlvzspz+ha8/88Ic/5OOPP6ZrhbamNJNNZg5eAMFn6x39aAo+ScaF2XJUKTWV2DZllX70j56X8Zq5fJaekJ1uhtwLgsSdDyPKKOpVRfCCMYtnR2QkxIG7WwEpR+dFDi0EhqEjOAfBU5VGsoNxhLHDjyPj6IghUFuDCYH93S3Rjdj0ufp2QEVNXTYQmPpASnn5nYrEaCjsivY0UlUNRdNgE2YweAl4xkRi7JJcnEeZgtIWoEQE1w0j3g3E5P5ZNyVnHTkdW8qyZrO7YjiXmHJNQcsY7gmhRdsR7VqGMWl+lgZbFGgjPkhaR3TUaOPx7ow2QfQyMRiEVhijCFXYskqgd3BGAuMYvIirxJGmsOhpaLWoLjI1NWVLSiVsJLMYCgTKqsK5wJD61MbMquUgFiV5QKiNpmpEZcs5x9A7jBVGkY/SYhCsYUmpRJ/UDQPnrqMfPVFl5fVk+dw7qnoD2DT0G4hBUZcNhSnpR8f1sxXtMHA8dPRnsRYJAbRKU+0YUFoxuk7YStaI147SDA42u+f0d7dcXu2o65rb21uO5xPGGIZxoCoswQfKqmS12RBjnMpdouNq/Yz1es3hdObdh7eAiGZvtxU6dlxfNtzeBD799Gd8+aXcIx9/9JyqhM8/+znv379nt9ux2e6k1TaMNJtGqshC8/bDe6qqnkp6pRSVFkO7McGHIlAUBueM2L2MPaAJfsQgEonrpsEUBadjy/39EaUM290lm90Fm90FxjS8/3D/NxQK/2qHUCNlMyeox2V5Pp728Jb/BujbjuBk6ht9YOyHacp7PO558+bjR7xtN4ogbVlUVGWdhBLmCXkOdPlPbvqahHVc0h+BJNA6+9Asy6klkHrZkwX5rs5L5oBRaB8IyTZgsLKQh6HjeHig7yUQSrcKES12wlU2eLRGptlEVOIMd+dWLFXPPauVcOmVtiKrFlTKGM3E/hjHERdGsQO2QqXrR48fAxGHNZqyrGiqDcpoggt4PyR4kCMqxEdnHNE6YGyJsiLeXNUrqkrsDawX7rj3I904iLoOtbht6jXBCpwn4AixQClH8BqnFSaSBi1plh4CKD11LDN+NfcllRK/eIFaGrQKBCWAeB0V+CH1M92i96keXc98zKiA5f9n+NfjdbvUD8g4YKWUnPthxE/rRGB0gZAID/PaU3lYl7UDtFhlZJsMGwJEg0u2zFprrBFlKh+yWLGj64T3XhpLXIt7wTC4KcBqOXHpOwucbxw9wfco5djuLoQRY0uhvhYWW2bPGwGqb9friekWlfRFs+rXzc1Ngv3Buqlk46xrFJH2dKI7nydEh7VVUkXXiS458vr1a7yXSuf582vKsqJtzxwOMhgyheVwPKKN4fWbNwB8+umndF3H5eXl1DLLWOWu6zidhBKpiAQ30LdnjClYrbcQkyhOVPSjYxU0dbVis7ugadb/vZj2N3r8yh7m0yHJrztijBPZP7N1sgr66XRCKcPFhYiClmUJcZwWsDEGa+zX3kuEDmQHduNjPcoMVQkpKG5WxaPPPw0AFiD3ZQDN75Mb+bawyV5CY61GKyWLx4iAhVJiVdu1/QQH8n4kej9lmCLPFhicY+g6Hg4HTgdRlBn7nqYfcSGSzbiiMihjRefRFqKR6Xq60aOjcMoNFm1rwRoiMnAuip1uUVeiVu46tK4T3GakPQukKSiogNJaTueBECxV2aOM9GOlvyg6nTlz10WNsQHnIbiWyIC2BVFpHIHoxL7BaCs8/1SeKyMDDo8ohBslGpy5Z+iiT9IjqfeH0GR1TCLQTrKN5QQ9X+9cNeQ1mUt3+X9YYohzfF2u14zXlY3TTms19y1ZtHLCop2jlMIoyY5CCt5GzffFBEnDEtsov7NCFc3ryjtAOUIYmGieOoBVEEBHzagWTCgv7K5CGenrJzeAh/s7jqcjpjPoo/QQ+76drptRGltZ6rW0poyWpKIbRLdyvz9ibUnV1KzXW3bbC4wxHM4nulam1qYoqOoV6+2Kq8trhrFj/3AUHQA0bd+DslyXJevNDhc86tSBClhjefXqFZeXl9N3efHiBcfjkez6ms93XYvu5/ksdEc3Djy73Ej5fm7p+lFETHxAabF1LsuS3W7HxYVsHN/mMfcwn0zG87GcXH/T3zDDQrK6eV5wZVmnwCUn9M2bN5PXR874BM9VPSrHp10+DXCIS2OuOA9oUo8zswaWE/JlgMylfR4E5YUWY0QHabwHDwQZnlhTpF1YxFJzkMZLZhlzBpt0IoqyEerdODIMnm7wRAxFvWZT1KidYndxRZG8gWLquQ0efDciZjXggiFSEg0YW2CtxhIxG0sWMHFO044BXWqKqqFebTBW/G36fiTqA2M4Ep0j6KSRqTXtMOJu9xSHlhycyjJK+ZrEaFGixKMpCHGU4YWusCYSvUPcjgzWVEkGThG8IUSNUqKqJJhHgQRpmZGkfmnKHNOwxqTyWimIsQCvkkpUCorq69nkXCEs16m8tlazclXSVZ9u0iXE6WmWGqaJ/eNkIT/Wey9EgiiY1kyWmNYrPqETBHJVKLBa4yyEaImxQkUYRk/XDfhxTCpViqq0VFqoieekkzkmnnWIDqsFs+uc2JlEHxgna5U02Cx0YjilGzppZwbiRP29urpitd6kDLjC2hIXA13rOJ06qqZm1eyoSs/FxQUvX77kcDhwPg3EKODxzWYnKBSVoEFes9tdpj78yGa9paqqycgsS73d399P0CXnHE0j2a149pwY+o7tdosbevpRvNsxA9bUbNcNF7tnyTP9GWVRPWIAfRvH1zLM5YL6q2aZIbq0oMy8W6cbPPeO+l6yz+fPn0/TuBw8so3mErKxzDBjmJv5+ciZY36NZcm9pN8tn5MD8hKyJL+IGG9wSS1ca4XRlroWU3o31MJkCIZh6IjeC8VtlIm60RptKowNlFVgu5vLuiXzKE/Fc4aTh2hVLDBWicBycGgtKjaSxQSqqpkB/cqIdJsqMXZFURcYIwBqXXmiXUGxZhxHCmMpCxkEdF3HuR2gHaYNoO169gexTxA1H7BGcI+jcziv8cFSVyXBiBWvMgZMhbYWUKjgGf1AjCMhKSFFHCqAVj4b7pIcoATbmAJmDCppdgKT9J2XIVBISvPil5GyyTlIzutAymoJvjpF07wGcpDVaTqdRVf0RMTwUfrfMwh/dhjNa85n0eQofdUhMdKk/SBGdeIdMA8qtVZU1qAqi9WKbhhFui9ERi0YTaMs2hrqWrIyPFgL4yDBtTv3RHVAdBESiiFE6rLCW9kUCmu4vLwUNl17pI4rFKI6NAwObQ3Xly8wRhAaPioGkRFFKUNR1RRFNYlsb7cX7HaXgOZ4FIbW8+cvJlGbw+EwZX35Oatmy/v37+n7Phm0lROOs2lEim06XzCx8mIUptHpdGD0qddpIjFlos+fP+fN6+/w8uVLmqZhHGXI9G0e3wibz0Hzm4LlNwXO6WdxLs8FYqCmEyNKQSIM+ubNGyHjbzZUVcWHm5upx/lN1MgcaFiU8TLhLsTK89RNz1lmBkscXX6t5ZR8CszF09MgEJ3CVtS1wxsp+auillLcJTUkfKJ+zq6U+TsstTrr+utT/Dy86vt+ynozb5jkl5Ofo1JPqqokOyCmErGoUFYGE0ZLO2FlVthqJ60GLTcawNjLxD+jqXMLpRt6Am2CXkFVW2wBqAJTRGwptrAEl4DrCmVKaSdog1UKlQVLfE/wHT50aDVOGeTsT5T+oAkhoif1dsF9aqWJepwyvhgj0WdV9lyWM/U653PqUnUh1zFM1z73QDNcad7E5LU0ygcBuKvHGzbMSA2h8M0/e9Qi8CMGT1BCLx2TGntRFJAybWMUTVVSGENdC6xrHD3ei7+RImCtYbtbU5UNLsL+QXqE4+DpR4c1cp2BZGdRCnsuQeNO7Tm5IfQQNd0gbY6qrDkcTqKZqhRlWbFarSnKmsur55RlyeEgNsDGGC4vLlk1W4wu0aqY1p/WmnHoIBo26wsREk/MPzeep+ry5uZmEiLOWMrcEsmokA8fPvDVV18Jfrq03D7cY5RgNn2iyda1QI+yErxR4l21tJ75No5fm2HCNw95ftWhk+ZvjCBy/j1tG7m7U+lithyP+yltz2DUHDByxpg/S5gCTIJ6LC7e8kL+umM56Mk3WC7Rlxmq1paiyJCYlI3WeaHIjjq1EYaRYRS7zzzIWgbMp62BDIHKWWZeTDnDHMc+4e70nJ3rxxlyRglkQzh5bVHJjyEQtEYbhTVgi4SPTEMEaxOHXAmbybkZ8D8MA4N3SaosYkuLLRQqjijVYIwSRISuEnBdxlxBiWiu0ZZiVeL9iB87nDsS3Alo0XpAK+Enm+SaqZWSgJ8xpAjIOwJBKaIyZN/yGBYgtwRTytnlElo0M40SfjYFNaFUGrJ+qjWZ2JAYOwkv6LOEXUycdVLVEkRHIASPVXZ+z+BReVAaIjH0k5uAmKfpqTXhvJM2hNaUpaxxV0Cf1NwHl/UJAsaI+HWFxnUh4Rizcpf4JimleHYpzJv7g3yP/fEgxoWmECq+VmQf74fjgbb3PHsmvkLPrl/w4oUonhtd0GzW3Ny8n8Dp290OtKWsDc+rZqoQnXOUaKpG+OhN0whgve15uLtJcnSbCWS/2WymgdNySNu27TTrACYxGhmslZggAbOoyqkys9biRj9RtL/N49cSM/+qgXKc4Bzm0XPyDn13d/dIsUZrO6XzFxcXvHr9epFlzWV95rY+PUm5h+lToMqsg1xiLyfuy3/nQJsDZn4vN0rWN2UYKEIQb25rLedwetT37HQ3lXq2FF1LdEwlViqtC43VBcpAcJFmXbOq1+SRccATXGT0A35sKOsSqw0ueLHZ1Uo+B5HNas3gRvwok06jNGjpabkgnGWlFFFF6Q0aZuV0AmhLlYHy44AaBnRRsGq2BB3YHw60Q0f0oygn6Yj38u5aiUCxzeUu4IOCaDCqxNqGerXDuYFBHwlGRD9iKlW1GohepT7jTL/VUYKKjpHB5bCYMtE0Uc8Td+lpSkDMqyvGeX0u+9+PNkikGnFOAmZTN6nnnTjPRvrE577F+1lcmrjI7mHqkT/th8padJioQYfUt5VsWLQwIboRbCGqX6ntEBJzyhhDoRABi17EKvpuxLnAw/2J/ekkLavBU9YV5/N5gsnFKAphLngCke12y2q3QZxNDS7A7e0dD+8+sF5dsd1d8Or1R7x69YbLi2dpowqUZc2LF2+S/xQYU9D3wpQS4XCPtTXOndFaNvVxjOz37zkcTrTtKenNip7ld7/7XREhvr+frDjW6/UkdjwMA3Vdc319zX6/Z394YL2qUqIlQz9jDavVit1ux+Xl5aPrOrXRvqVjMkFbBpnlosgsGfh6tjk3yjNTIsm26az6I/1N4YOfJ0qUyE6d6bozr1+/pkxqQuv1WnbYSvxF+nSSc9nBwt1v2W+SSbw0mi8uLlBKTeyCPKGDeQiwnL7Kd9ePstu8o+a2graiSZkvVlWvUJeXksHoSFHWDH5ABYUpDU3ZgAHXO9qhZbNe4aKj60eijhS6QFmDLQyqsNTbkpBk1SwIBlYh1EsFowv4NB3HiGJ7P46iWGRLalMgWbhY+Ibg5LlBVON11NSrHd6P3NzccDqd2G7XbFZrXBi5eHbNOoyElH2GxM3W6bqu1ho3jLNOqZ2V8YdgiL14rehig1bSgwJNcJph9KKFGp24W44jhIhVuTTW6ODxkzK/lt41eVMUlXpRPJe0NAQhGGgtosBibpZbNTadg0AISTjGiBRZXkt5DQuiI1LUJSGxuAAKY9BaMSaLCjcOaK2wFqzOJABPSKW6CnESMMl95qctoYxLlXLdonUEHH70Uwk/DJJ1BqUp6orae07HloCi70dA0w2Or96/Y7vdcnV1LXoBMWLKAh/gdD6hMNS1MGmqesNmfcFqu6OsV9SrDbaqOe0PiXVTUhjL9fULDvsjxhgudhse9vd8/tkX7A8P/PAHP6Isa9rznv3+zPPrF4QAn3/2BZttw/l4pijMoz5j3/dsNhueP3/Ow8PDdO632+10v7548YLLqwu0Dnz22WeMo+fly9fstlds1pesd1uunl/z4cOtTN97x9u3b/9aA+D/6PGNXHJ4vHs/LdOXj8nBK//76ePktSX4zrqYblpM5/OZu/s93//+9/nN3/zNaYLWdR2kQKmyYEeYXQiX5fXy8y7tfnPfJAPdlzfLss9pjH30OrKAS8pS/n3XdSg1D4rya+WAHbXCxNkbOyhhupiyYFOmMjzYWZx5kU3rFAwMku3qKAFHxUjUiSZoCnQYhZanxdunSptSWdb0gwQMlabtxLTBJTB4YTWj8yil2V0+w5a1BIgYKOsV565NwV9hCrAxwbz0bF1sioYV0kdTYgeEsB8NWicPpeAxpsGUFqMrhsEwnOHY3mFiwMSIQc5NyDYS3mOKisw7z9dubrfkFo0wW+Y1ZTG6wBaWMLoUqCwmaX0up+XeP8HfhrkXGWNEuZkmO7OEXJLNS8PFBa320WA0RlzIFYolTtJ06fc2VUxR/NljFFm/bIuhtcF5T1HVPCtXjCHStQOoLsGSCo7HI/040g8Oa7WIzaxXECLt+USz3clwsSy5vHjGer1hvdlhTMHoI+v1jovdlQwPTSG2GcbQNIJYeXYpmrVdm/QUtMeagufPn/PRRx9xPp9p6hX2uuDuTu7FvhsSlTgPL/upF7qE793e3k735ZKFl227UU0aItV43/Ph/Q19F/jhD36HH/7gRxyPZ66uLri5ueOnP/0pP/vZz7i8/vY0Mb8xYD6dkn9TQF0+Nvd25uflXlOiQ9nUpwpZQHWcMoa2bXnYH2UA0XV8/PHHPH8u3h6B5JucaJjOjVMpXRTFVCKKUrWaeiVt2040qxDCZCuaM8T88/y9xnEQlSA3Tt859ySVUmx2u6/BlgCiEpcanWdeUWAn2Ts5txng8bBpeT4fZ+l6utHF5CyfY41OFsaTgo9SE0VN7leVT8fEy9fZbhVP23cYo2nWK5TRUjINjmq9oSjCo0FLrhjyondOuP+FtSKWMgyMzgl7R1uy8ybRoG1N2dRUxQbTC0XweDwTfCQohdKKwmhU8ISQvZYc6Hmt5e8njB2RCBRbg1x+J4HooAlBY22Z1lzKWCdl+OzHM383UdSPk26oDNkEK1gVBu/h3A1T1WWtRS+qD8UcfIUxjmw2RsptlzLl4DPOM6KCT1P6tF40GG0pa0upLKfeYWxJaStWtmSzjdTnlkNxwJw70JYmmeEVpViuVE0pKA1jKaoGHyPWVmx3l5JZNuvUTzfTtDwQGfsepWQdrNYmTbT3XF9fU68aMVuzlusXzyeA+caKPNvpdGJwIwFxEt1e7ETyzXj6vp2U17OQjHOODx8+cDwe2e/3M9U5VX6Z9Xd/2PPs+St+8YtP6LuBf/rPf48f/NZvczqdiBH2+z0///lP+eM//k/85V/+Jf/H/+uf/cp49Dd9TAHz6RBlmS3+qoCaD62/ua/w9HHLgU0ukUAEc4dhSEOhI13X8fr1a1abzdQ7XH7OHDBDep2qrKafTVqEKYvNZcCUDT6ZVOcbavk9l+0IrfU05V5OunOGLM+Zf5454Tl45p7NcoddZjFKRZqmSp8niysk6wm17MPmXl5I/TbBfMYYpVSPespKdR6QpOeHhTqP0hZbFGJZkK5HVVUpACkR3HhyzYyppqm9CgFtCkycaagoRBBEMFnyvsZS1wZFQbE/4fsT3p1waHQUeQq0xRRKqIHJaXPZH8wBSwKembLAHMSdc/h2ZNUIcF88laQU13rG7uZgJ+dd/H78ImAOwww9e7rWcwWyXBd5LeT1YE3J6APBZ0M1nSTOIiGMgnsMGaAgUCpbVtRljbY1gz/gEofMVjWbqqHZegrbwP0DKMtqs2bdbFBG2gxjcNS1Yn1xSVE2DINDKUNZr3BBMR6FOlnVKy4vn1FVDcGDqRVlXYnIR9vKOS3MxF8XB8u5AiuKgvV6PSU0x+OR7XbL9fU1AMPQc/v+OGGrc6KRRTfEjttP2edSizbrbh6PHVqVWFPzvd/6Ab//+/87m/WWTz75lLIs+dM//VP+23/7b/zsZz9jv7//xljzt3VMAXO5u8M3A9Tzv7/+M8hCCekn6e8ZwpIb6PkQCX3BVJ3OHRcXF1O5ezgceP/+Pd/7jd/g9evXBN8/ClATkyKxis7HdoIh5M+Qb6zldDsHwRy4potr5/bD8vvJDebpxywgm8prayYlJq3Fr9y5AbEPLqnrch5cRdFHVCpSFOYRfCofJkF/mHQmZVgT8w2mZvvarGzu3JB6goFdUZMSQ0IajGS+dUR6aKvViqjBxUDUhvXuQgSTtUEF4chHBUbrJBS8WCRWmFATt1+BtkaU57xHReG+KyNT42GMGK0obEPTWHa7lvZ0x3BWxNAyuoHRDyi8wJ5iSF89zHL/abCFMpRVk0QqIj7pXYaoCcEKtjGaVL2M6TpG5j08TNcg9z5FbclPKuyy+WQNR4PVoAsZnAi0yRFiwMe5XWB0sk5WEFC4EBmdCGlYW6BNIIyJE0/2m5dgKqr6AppHaUxRYouaumyo6kaGUSoIf7qs8eEd1WrFar1FF0mly/VoFLaouL5+RTeM02cbR0/bddJiMaIx6YXBymq1YrVasT8d6QbxM1dK8eHDB5qm4fr6mu12yziOfPjwYeo5eu+p65qLiwvqup6CqPcu2W3PyUiupLKqUb4vc1KTy3EZBLWsVls++eUX/P7v/T7/8l/+S8Yh8PBwoGnW/PjHP+ZP/uRPePv2Lcf9PX78OwBc/6ZBzq/qW+Zj/l34hpL88b8zCDgruiwzrL5vCXGG2GTvkLZtaRNm6zsff096fqkf+HT6PY7dFIiWfdVpqp30MnN5vPye0qOLi886A9pzcNUTCN08em6+EcmJlbJJik3sZ72Xm7Fte5SKItxamMnHJw9qslBvjGJlO2lGpk1ikuoyYIxQNbOupfjyJMdFROlnwngrRCbOOenPqThlEFVVSabWD5N4tEyW9fR5luck216g4qNgnz3FhUavJGh74cqbaFHacHH5mqqo6MuCMB4Zugf6cyeceaVmuGTWYtKi+UmUtbJabTifJcORUjchFGyJ0UH0Hb34jSsl9EKtRA0pD/ZEzV6cJOX6zc6hk45juq4TWiP15/KUPKTJcq5UBPYWGPyIGwPeK7ECQbySiiK3UCSv1FrjfBRRkX4UONIIAc1utWW3uyAmwHjfjxRlxebyWQKaCyKisTXrzQ7IVRRoW1DrgpA2sBBHmsZMMLf94ZTuDRGWMaVUbWVVUNiSm7fvJtTKT3/6Uy4vL/nhD384QYfu7++5vLzk448/ngJoPq+5gpL17ifUSgiBoijEBjndfzlBme+diIuB4XDi+9+XzPKjj77Hhw8feP/+hk8++YT/8B/+A1999UUivogrwLd5TAFzGQTy37+ud/mrjmW5Mgc284gBobyZyjnvPUUpkInsj5wX6fF85vPPP6c9i1jx5fUzttstReEe+ZCXtpqC5bJflQNe/ixlWT4qzbUW21o1NfNFxEHrHDilP1uU1aMAnGXmYlTCfiGIRiIalHi1hBjSc9NASYkalHj+OHwQvUrRSJwDJllIl18N68q7tdbi+DkOrTzXB1GdUmoaEKkoPjzjOIurqJRFxiCqQcJdniFhKtUCaYSV6GhJAUprYfTEJCqsJUgpFfFBY2ym39XEAP0wUJiSotxQFhod17RHyz6MRHfCFJowip9RTGslu1IS85Q7BW4lAdiYRK0NQEwT9OSBnX3Ec3Y9VxfJgjf3aHVMEnQJXZ8pm3o+73ljmLydlP7a2hoGzxgi6BJrRPPSOcleZRMv6LpB0jtlwCRKbUC0RlUgGouP4gMk5iAanVTRq3rFm48/om2lyiqbcmLPhBASC05A/yMBIpRlGiaGQJvolt/5znco6kpaXnc3UyIxjp513STL7D1/8Ad/wGazmewjcnWSs8tcemfCRVmWfPzxxwxDN+F68995uHN/f88mtde897RtO6mrrzaXHPYd/+f/+f/mzZs3fPnVO06HI//5z/8r/+H/9//l3bt39H1LWVqKwuDn7sm3cjzKMJ8OI37ddHz+O7M1QFKaxwFTSoR5Kp6pjsvX74cWbQRu4fzA23df8vDwwIsXL3j+8iX/9b/8OW8++g7f9R6VMHylmcHudcqWvIsTjGn5HbquSwosZurXzQFcU9X1LB6MYNEmQd4Yxfd7QXUsjSUWSoTMNLixpyjMtLt2Yzf1fwotze3cRogh4pmzHFQkvW0q72ddRcn4UlYexVTL+0DWosw9zrbvIOTJq/QC9eLzZsWnqNU0AAsxElIJWugknxaTHmoIyd5CNrW2bSfQtdKR4CLeD4QwB++MhjAJY1sUBWMvUKrj2GN1YFXVFFWFGyOqaBm8lNRRa3waAElQlIGeZOgRPwSc02izoqpXWFtOQiN+7CisxYs8SALFK3QQz3M/iid5JOKjVD8xIgB5BSAePUqJiIXSQkf1yGaZe23kQROKGMArwe+OgwdTURayaY9O2FvDOFKWFXVtJlk5o0VsWStZW9YUGFMSlOV0OtO1I3W9ol5tKQrRghwGx3Z7Qb1KkULP/VtrRc6NUMjmNA4MQz9VW4fTkcPhwLt3H3j16hXPn7+k70d0HFnvtsRkbnh5ecVxf+Cjjz7iX//rf421onf7xRdfcH19zcuXLyc6Yx6GiQDwBdYaiCPn4156qCkpWXppAZPAd4YcgWa7bWjWJf/4n/yumKQpzbt3X/Enf/zH/OQnP+H29gPei230al1hjKV3/f9axPtfPETeLU1ZISvDpLJGz4333FcDKRkl2GQfmpzFzdPJZT8whFmgIw8ubKGnmwycqHpH6DuhdvlxIAbHfr/nxXOZ2O0fHnj58iWvX33EmzdveGNKVpc1tiq5e7jli8+/ouvPXF48oyzL1GPx9P2IjwFbFjTrFdYW0w5YFJa+G5KCdvJu1kWi8CXtym5MmouOvh/YbDaUdcXYD2lwY5I0mAStqmqmDNo5mdKT1M8hi5TMPadccg/9SAg91pZTgJfyfGGhajL1UtwL234AZUWv0orNr/dBNE7ThqFDnBhNffKOLqqKwiQhV5+IB0qLdJg2k3jDOI5sL7bSM40OQ5bcszIgUpbojTgrKktd1WhtccOI1oqrqytubm4wtiIYzRCBumJ1fYFqz7h+T1C39P1BBnhVhTIJNqIVtrS0hwNBS1/arncUtiQOA4YOxjNtf4ePCqMN2opQ8TiOGB2oS5tU+sGagoiWAYyKGC0cfnwnwdUNRCU4YlS2pYgSLFEoLVUBMTKmpqCtCpxDRDVGYU157zEarNFT8CJl9zF4gX2ltkJUcDgc8VHuH2NbqqalXm2oV2vKoqIbPJvtBc16xegjx+MZ3/fookDZhvNDK0gBKpq6om5kQn2hDa9fvuLF9QdKW3E6nAijR2OpTE1V1xS2ZrWWnqRzjt/84Q9Yr9f85Cc/4ZNPf4kymqqp0dZw7lqigqIq2e/3nLvE2vEjw+gZXODctpzPR8bgqddCbeySV/xwdtR1zYvXb3BjoKgaXrx4xZs3rzkeD/ziF7/gT/7kT/iLv/gL7u7uJIHRke3FFmVkQ3Dhf7zq/es8vkaNfFpOL/uBSs1q1PJ7CXjZo/qbstHlaz7NYOVns+/23AbQjC7QtiZRp5RcGOcJTvQhvXMM3cj2YsP22Y6yrnjx8pq+3+C953jaM/RSul9eXk5DoSVfXW6IWUhhGeiJ83RZXPtm8WGA81Ea4U3TcDp30/Pzd11SNgUHqMniuOLjUk+P8V6M65tmpkYCj/Cqy1IwPyerbUfnCTYk5fDHxIP82vm5+Y8aBrwSIy/5vWcMDhdGemblqXEcJ5pb/v7L1ofQ/mRYJO+9sH9IP9tut9N3cCEQlEWXFY29gO0V3aHER4sLHaPXoCULtqbEFgXPVy8AwTnm/mLpAqZs6foD/UMHLuDGHkaPsVColO2fW6qiRMzTwCuISku5HxTBR0ojnPJo9FSmK61TAiD6rTFlowogeUxFrdFBJ1iZrG0dk3pbulcyjzpEjfch+VNFlLGgLUrZKdvUWjLcEMTj23lQtuPyohDRi9GLedlmy2q3Ay/ndHtRoaLQj713dO3AuT1yPh9namFyCdUJrxs9uASovbt9oCjNNOjZbDa8evWK9Xo9uUHm67eE44meQZHkEIUgUBY1sYkodcb7MLGTZE4g1Zv0ez3b7QU/+tGPeNjf8Rd/8Rf82Z/9GZ999hltd0otmjQfWIBw/mfahH+dx9dwmMsbPse/ORA8vmmXx6+aqgNTyfZ0Wr0s+R+/rvx/hh0Mg+xM51PL6dRyPJ4nbNd2t+Pj737Ei9cvuLx8hrkQuXxRS3FT6SDwiXoKHl5rgnP4VG4//QzL4LJarSbmTy43jscj3vupif30PC6PLGwAM6sqL+T8frm9ICIls1Xr8vM8FYXI7ptNWaVByHytYA64OYguN4W8AcQYU48yfO33y77wNCGPj4kK8tjHtNhlVZIf/01wIaVkOFPrF1RFNflYT9JliVHUtq0Ij5gyrRuNNtJ/9u7Ebvuc4FeM7ZFhOKJ0EBYVkf7cUtr03jFLwSUomJxMUEpsKwLCWU/luFaJnBDtxA33IfPbBU4VTDI8I2uwyrX0ZG8aT2ErnBet0Ggt1taU1ToJAtdcPHuDsdLGyKW/C5B2IoY+WVGEM9YHqspRVhWFKaTKKwqh0yJSdMYoUBUhzK2kYeintWCNSoMZpk3weDyitZ6wkZ9//jm/+MUvGMeRf/7P//mjNZeHOlkjoRvHae1VVTVd77Y90bYdbSsSbt5H2nPPbrfjd37nd7m4uOLu7oH//F//nD/7sz/jJz/5CV3XJTqrrN08jMr35q8bRP9tHF8b+sDypnuKO5t/L8+D/PxvghstX+9psJwfK+53Mr18/P4xZWPTIGj0j0UjhoHd5ZagRs79mdOp5fnz57x48YKrqyu8j4/YG2IQ5qYbPdMm8+d5PKh6DN7PQNyMBcz9Sim35ou6/I7LTWE5ec+PDQkWlUVX89ArL8Yl8PrpxrJ8bbEvnrGleYPK13WW25s3w5nBlYP44+piCfTPizcH7SX7yxiDd8P0WZcbTc6wlu/9eMIeIRqKcofRJXKvznjM/BpaK+p6O20oWe5M6So5C1ZotaIzBf5eVMwpDcY0WNsm18uA0BE1VhmCjoipWSQ6wW4GLz+LPqCjKNxjNDazdXwkKqGrJolk6UeaiEuQIyt9LDSKYXQ4l0dnVgY55Yaq2VDXK2zRiFxfUQpyoqyn6+0zcsNYjOlFWCNGUTq/v6MsSxmEXj4jek80EWMjVomAhy0URSnX8Hw+MybapbR0fLKuFsV2W0qAypoPr1+/pu973r17NykM5b7p8g/I5ja7Wcom6FxIc4p8j6dsXcF63fC97/0G3/veb/DZZ5/xh3/4h/z05/+Nm5sbuq6b1oxkrGa65sv1920eFpiGAsvMcRkwl5ngMih+U8D8dYFz+drLIKr1bKwFc7k+B245ScMwTBlYdsfbH3ecuxMf7m549+4dr169ouvOPHv2jLpeUVUFfZ/d6Obpp2R09XSB5snzfEHmPqQEyqwSvd1u07ReFlNRfp1B9HRzyEFvmZHmxwrXvktK2v00QcxZWC7rckDKh0k9SAmMM0Y1v3de2BnKlZ+T31veP9PY5MZe4ujyUZblI+xqfr3ltX66mPN7j+NIXdeP1s7yb01BcA5titTnS+BvJZPs4D1VXWJsQ4jQDSPEQN1YUBVFvUUh9gbGekJ4oO96VPAUJqJMSYwuGbpFrIroQvqLUUMMGu/EPkSjcDHIaguRqAJaKYwROTqUgLdyP5LUz9QGrAefBoXaGFRQ+KBwDtreUZQVZbNlvX3GenNJVa5QRggLbdeLIMvopnPpM/4WEfXN51Q2fifTfMQTiXyv4ohRlNud6/C+R+si4YJ7ht5NMotDL9A1a0U4pqwsf/AHf8B//I//kX/1r/4V//gf/2P+0T/6R/zGb/wGd3d309pa6iwsg5ilIKjA6OIkWxi8lOCXF2uhVzYN3//+b7Jeb/nTP/kxf/zHf8wnn3zCZ198Ng3e8utmSFRez0vix7d5WJASYmmaPt8Ij0vwJT7vcS/z1wfJZTmWj+VNk7FVOSDkE2N07i3OGccwuAn/1bYnmrsV3fCa3g2Mg5vYCFdXVzx//pJXr16xWq0SY8g8CjhZUWb5OZc82Fxm5s9/Op14//79JKAqWpjjJMWWv9MSggSkXqOfstpl2ZwB9rPU2zj1WZeYtW+i+eVyWCs9YRbz4sqfI088s1rU00xQXj8sAu98rXJwXL7n8vrlnzXNGu9nKiHwKEOQHpqbNrz8uKqqMLZE65IYIA4D/TCgYsSUJaWxBCXQqaACQ9vRjZHoB7zSlNZSNxtUMGjtCBWUzQnnAmMcMFFhTIP3LTGOhERRxCisVhIYtZh1RaWIOmLyeZF6PVXeBunVixqUwKpg8iFSOsHGct82IxwEY2qsoV5dcvXsFReXz6nqHcZWKCXWJMp28pqehGkVEZZ8fq21E3tsvSq52m6me7E978XZAIhIJRYZGd1ARCTfitTacE3AjWEaOI6Dx7lAP3Y8f/Fd/sW/+Bf89m//Nv/gH/wDbm5u+Lf/9t8SY+Tf/Jt/M13vvG6Wa0Ku/7x+M7pBNGWl73x5ecl2e4H3kR//6Z/x4x//mM8//5Jh6Jjoqi47p5YTTjjDl/5OBczJnGzRp8rl2vIGXA4zliX6r+pf5kzxV33Rp9lJUVTTxRCge2YujCn7U5A0I/uhw+8dx/OR0Uu22Z3O7O/XHPcP3N3s2N/f054OvHr1is1mw3q1naTiVMgUSpE/W24MTwdAq9UKrTW73U6a7NvtxF4oioLT+TA99tHgiLlEzm2FnDXK5FZP5XhRiFVBXddUVfUokC4z36e9TaUEZ4l6jJ/N75vxqnmBL4H5+fkhzFjVnHXmjSrDamRwlZEQs+umAPKtgMpDmGikWVJtu93SdR1LrncIgpn0XrCp1lYoIyypoHqInqIqKW1BVIF1s8JHj18NrC62Mvwj6WsacEOLdx1Ey+VloLIFQ/cA7kQ0CpUGi8EHPIEiKa9rOWFSFhtDjF7M0ZKyuho9wcimRIyTNqcmW5R4kdbTNtl5qISLBI8Y3GmtxKpke8nm4prV9hnaNoQoEoJaK1xoGb3Dj6LaPl3r5FNe2dnz2xaGqBwuxKktZWvpG/ZZJFqFmeLoL2gRVf2maqDSjEOgKmrJNMcRdOTt27c0TcPf//t/n9evXwPwT//pP50GdnltZ7RFXmsgG3b+LLlFlHuhGQFSVQ23t/f8l//yX/jZT3/O6dTS9yOnk2g+DKkVtcwsgamayQHz70xJvoT9TNlEOiE561z2rvLxTWXW0+NpZvJN/y/ZiPQbc9q/zCrzjW+tUOLyAnJ+4C9/IRzTy8v3PHv2fLp4WTzg/fv3vHz5klcv37Ddbh9ZRhgTUVZPNhhPP6vWmru7u2mh7Ha7ScZqGIYF5OpXtyZyhjcBoGNMPSQ9ceXLspz8t/P75kXylKG0ZJ/EKKVcznKXgTFjLvNnzec0v05+n6oqp+fmdscSpzqLLOtH/84/6/ue/X4vHu7rdRoyDKxWq+mGE3Wc5vH6Smur73uqssFYS50yGfGLB+88++MBrRVVXbBbbQhBpq/DMOCdp242dCcw1lGtL+fXHUe8GylNI7hS58WeWCvQHh01KnoKZQkpQ4wq8cuDSyxNnXCcACphNwVLKxuX0FCjMuigBHmAxgdNwCDipCXaNChd4aMErGH0kPjxzie/+JQ4GCNiwcEZQhh4eHhIikmacy9C3M4NWK3FKqQ7gRHRmdNJ2jqi06AFK2lKrq+f8+zZcwpbScarZEOOKrBaX3Lu2kkA+IsvvuDi4oLvfOc70+B1WX0uh7haa8JAyiolyNXJnVRYbLJp/8Vf/AU//vGf8+WXXzL0Pq01xzj2DK7Dh5GmadjtdtPQNicpmZq5HJ5+W4cFEk5whqoshzzL0ms5aFhmUjnGLAPFNw14lllcfjwI/hHmgcySjRNjnLjZY1I5X+I9SSd1dD3vP7zl7u6Ot2+/5M2bN3z3u98lxsj5fOLu7pavvvqK6+trnj9/ztXVlbhYFrUofafPtASo56w7MxqqhMXMAUUW6InVWuxN67qeFNdz4A8hsN1up+FTzsTye+WA+LSUflqi5/ORr1cGww+D0M58mCeXM2bTTAEtB+U8sMrBWDakGWCstWgpLnuxUgGkm9vNUKzpu3om9IFSAmrOUKyc9Sw/U15r+Y8pNN3QikHWWmxYXRKkNcmWtWwqIoH7/Z3chJXl1HZ8+flXXF1ds9tsqVbSAtis1gTveNjfYXTSGjVQ2AKlA8H3nNsBrQN1WWILw+gGIUWUGluVuEHoltqAC6NgN5NZnkzLYyZyErCMY0CrQFmXFLZBeQXRYsuKy+vXbLbXrDYXaCM+9FaVOCcuo2iDKStUEBbYMI6phyv2JngRqjmfxIVRRTlvfdvRDS22rljvJBE4nQ78/Oc/5/b2louLK968+ZjLy0u++OJz9vsj189eUNebJJotwjJ9305ujstSOPfX81rO63kZCyT7E3LDfr/HGPE8V7rh7u6GDx8+8Od//ufc399zc3MntEqvpkRoGHqUkaRCaz0FyqZppmm5VCiz++u3eViY+dM5FZ6auYpHmRJ8fSK+DJjfdCwD6K86lhlsfs782jHRBR89A5CFq0Igq3qEEOh9i7uX5vbxeOSzzz7j5cvXbDYbrq727Pd7bm9vubq6EqGBzQX1ekNZ1NNiyRncpIoUwpR9ZaZCdr07nU68ev1iwqxNIhlqhs7k6Xf+Wyk1eUjnTHeZ+X2TetLTAAZz0IkRQpyDbQ5MOaA93Z2f9mh/VY9yWiTWfm0dLDfDphaHwLqup6Ccr51SalIIz9do2U5QWphLPniGEXwwODckOElgGDvKypK9iapq5iQ3q5rLZxds1juB1uThlVesd9e8JII/cdjf4JyGILJyKgrER2lFUAW9i0QvxmcKjVdCUXQxoH2UiXoqtUNEWFJR/t9FhY4F2liqqmG13mGLldhc6ApjV5TNjqpeY7R41sj3V2gjnkjgIOE2Q1CgRSQkODGEs3pW+Or7HpVcVDNz7XA+8+7mQ5oyS9vnxYsXaG0ndZ+yqMnMsKpsKYqKumowSuiKPoap/ZPXZB7u5KHPMpnJqI62bdnf7qmqiufPnxOjF/Hhzz/l008/5fb2dhIQPh5P8hkDCC55Hi4/jSnLJOubZiDf1jEFzKzdmANDSIFoouh9Q6n56wY9f5Xf54vwtCfyTe+Rz9d04pJtqxiGpUxXJVfGsefhfuB0FAP59+/esdvtuLq6YrMWx8pnz57x0Ucfcf3iBVfXr2hq8SrJA6IcdHJmNk0D01Aj/85ay/l8ngLr8rssH6+U4nw+8+HDB7TWvHr1iqurqwkYnLPZZdn+tPzJ1yq/Xi7pXT88CoL5T77Jcg8zB9O84Jev+XS6v3yPb6oc8nfMn1srS1kkj3kMwQcyWDmLiMyLXmONQVkRKe7HTuA9iFdSjBFjC4yNhF6muiGk76gBpYgIRu/Zs2d4Jz1irQGlZZJuCprNFd1JYauREA2jP8skOSi8V5gQGb34DYlBmiYaQ0DYQlGN+AjO5XUsCkUBYUJFrYhYHIVAmMoNRX1B3WwxhcCGinKNC4qiXBGxaX0GqdS1KGUpCrJuZowSsBk9IGSEMQXK8/k8uSYWhaG0IvSyXm8BjR88x2M7ZWSbzYbVtqbQhnXTUNmC/txy3ndUVYPfSOtLGT35IOV1Kwy5fmodLeUS87+zT1fu8Xddx83Nez755V/y6aef8P79e9r2JLCmcaTvxwQ5yvHBsDSzexo3cvKwrEq/7eNRwMw3VoaE/FWC+tPMA+ZA+KuO5cnJj32aveTXfvoej3cakUALi2AgN/mMd3TO8dVXX7Hf77m/v6eua+pKAubhcOD69pYXz/cUVTN5Mr948YLtdjsNQfJQLJcFy4xzGAbuH27ToMNNEKD8WfMiq+ua7XZL27ZT2ZqxnHmw1XXd5LIHUnpnSE4+D0/FQ6zVkErHp+cqT6bzDfB0ev/rzu3TILm8Hk+PfIMuS/1l6yZn1d+46abHWasfncNhEIxgTNlUvmc0Ghc845Apo5YxjvTDQJ2yz4CmXG1Z2y3KaExV0bVH+vOJGEQWz/Ud3jkcTlAGOAGbO4jKy9BGC9V0SK6UWhUoY2QaHgWZYFRBNygCFb0zlKOhamqqaktZr9G2IvSeqBJ/34m0nIqFWIAQ0YVI7AVEM0ClJACrUMEyjEPaqOZzrrXFJP76tqm5vHzG8+cv+fDhHZ999hn7/f3UxxZNy4a6WnM6tZyHc7q/Pee+o6qlxyuv+9i+JdNVcwAFHikPVVVFZQrevXvHz3/+cz797Jd8+PCO0+kgrRUvOrfy+T0kS40YQPRfhRL9tH0H3wxx++8lYX/TxwQKzDdjnlLFKJzvp8Hv6c0j/378+6eB7pt2iOXNuZy8LX+X/56xi4H8UZaPH0YJCiEuBStIPViZ5PZ9yzj2qYxpOLdHjqc96y+/4OWLD2wvrnj16tU0LBIYxHZiLsA8HMs4s7xzvnjxYgoOyz4izBd9tVrx+vXrCVOXe0an04mqqqZ+aBZqBSbh49wfzN973tBmO95lv3nZ3siZQIwznzy3DvL1dmMggWDQSiVNzfk/sbHN+o8aphGInt73KQRrGRiXVcrynIjtyMj2YoVSIl03DLMEHUjfsGnqR9P9/Hxh2HjOZ7GYHZ0E7PPpwGaz5rLeUjY7VpsLhk6uP9ET3Eg/dIxdT3AjFhFtca5ndD3OdUQcQXli9Dg/iGtk0aB1gcYCIpKsVYGuDOMQ8EHROUUTDErXREph+ARDRipprbFaoWze2COFVqnMF+pv9IIQydcnxiiK6zHSrFZSVickhfT5hABhDbx6+VFi0Nxwd3fHfn+kqu6T7a9YQjs34BCFKNV3nNtWNoInrbccC7L4b04YMkws3wN/+cVXvH33Fb/8pQTLtm0Zho5ze6RtT2SYVcZBiyRghiOKYtfsIT+X4cuZyt+VQ8Q3Fj2lnEEppXB+ePS75Q63LN++6Qt9Uzbxq/oQT/sVT3/39AZcvlaM8RF9Sv4semRKTYrn003qBax+OBzQpuDmw55Xbz5OA6Izn332GZvNho8++mgqnZdDnZm6J/9/fX09ldN5oeVmeR7q5M+97HHmyXF+TmY15OZ6zhDyOcj9PzGR61L2q6mLEp6UzNNQDFiv11/Dgebz9RRK9fSc/6rrMj3fq8QemQN0Xj85uOfXXrKX8h8dSC0PlzKWhtOpnbKboqi4vb0XH5sc6LWlqKWVMbqepqkoS530VA+czmdQSsp6XaKLEqsqitqLIlGUbMkNvdy2CQzetieOpwficCLGERU9LozYKiS1nQZlSsQzKSlL2YK1qRmdTH2NKdCmBl2BKvAuEACL9ExBxJWNEaM7nZw5AzPlNYRxuoaQ/YZq9OaxV5VNJTloEcM4n9HaTn7eFxdXnM/H1ENsAU3wM5NGVJgsz65fTNcrIypijFOPfWk7kSFy79+/54svvpAe5e0tp9OBw+GBvm9p2xNdf2ZM7ZVx7NJa0pNSmbB/vm5au1yHy/Xz6+LH3+bxKGDCbAYFEHrHciDwqwPm/LOnu1TOuvK/v/HGC4mpwuMJ+hwgU79yAZCXv+UzZTjS14YXk42C9IPmybvoGA7DQIiKvgt0g5vYCMYYttstHz6ILNb19fXkgLfb7abPkAc9y8n4/NkeZ+0508s7pnPCj89QonyD5BIqC7PmTHT5uk/7mMtz+7QXmQVCliZvy9/HKJJqy9f7pl7m0ypjeR2Fm52546DUzAYSb22D0BIloxCvngIBZ0SshnPXE5xAe6yW7+8Gj9Vwf3NAXVkKUxGNSj3mEud7Tseeuil49uJKNqe6Ynd1iVIyvFhVNV03oI1FZ/FjH7BUFGUCxY8DKgasPaN0RTmc8YyEKOZeWmvxyS5XaG0JXhMiKFXMFUDKoLwTdovSJSAe6zqf9+mMJf56jPjgJGuPXnDHzOSDPPybptPaiEK+1mAsGItWmrraoDGUtmIYOqmklOHF9XOqjz7miy++mNdNwpT2vQxTTWEkoYjxa2skT8YzLTjD9G5vb3n37h3v37+XqXaMnE4Hsc3d7+n6M1nRrCwLnBsR+xCZzIsKWObfi7/RtIFq/Wizf7revu2gmcQ3HpdyuYzWgyXGgW8OmEGmjVG++EI2ezp+VSr99MtPAwj1+AadP8tjZ8j5dSVoTphNL0E3y7JlqLEMBATf9ni3kl5U25744svPuLt5T71ecbW7oL1+RnADNzc3XO527C4v+fjNG65fvKAuS9CG3XqDtQWmlwzLmoqsSJQnoUppht4Rops8mmOMjzjxGdaVh01L7jfMXHydp8DkTUD6nNF5jBU9UB970QW1mdUxcPPhjhBlMNOsKupqhS1Exk4b+7XAODOAHmery3O3HBoF5oHYkqWU4Vf5++UbMWe7+aYYBsd+f5y+j3NBRHfRxCACtpvNNomgzCrqh8OBr756y7m94we/9YMkUlvRNGuCl0BjioYqJEfO9PkdDhUk4y2LkvP+IPTGWlOi0MUajE8Qn37KrmxZoSgS5jCAmjPmpmlQ1jD0Tjy+lbQ3tDWEQYD2MW3qaVdJ5yKijYKYAklSzQ8L2Fe+92JUj2QHFYaoNIeD4BS1KVhvRFdA8LQ9/TDy+s13aNsT4yhT8FVaf8YU1NWKY9cz+tQK0IpV3TD73nvGfuB4PnHz/gNfvXvL3c0t3dBjlGa7XvPh5l1Cn3ygbVv+7/bO7FeS86z/n9p679PdZ5njmTMz9sSOHdv8PAJjgZUJYhNCguQG2dyYC5Dghgjlv+AOCaQIgQRSLiAxJMigJCBFsVAwCc7yi/KzcJbxxMt4PHO2Pr13V9f2u3jreeutOn3Gx/HATJL6Skfdp7q6upb3fd5n/T6OK50QApVjm/pAJaPDlANJkuAZQjIfizieG35PCMwohmpVaTLzxRQbK5c3aKUs5G5KqErKWkS6XSpxpBpHtLgwrajILlJN9mzxEMEXp76w/KoiE1czcCN+EFMQW3hSQugKXZwkcMfp2HSAPImFeo2wLKjVHEUwG84ZDabMRkcMhgeMuhu02h1GnS71ZouDW7t0e+tsrK+zubWNd8bF8+rYVoVao0qCRxD6WJaLV/FQ7SnUALJsFyyLIJTFwdGBmjhCDf60wqRaqVOt1HE90VpjPbnkXtVqFcK0wqlWa6QTRLXSxXEVP2SlSqe3wWg0oVlvU0nb6wZRQhzGOE5MEC9SLTdr0WA5yndpJ7Z+DnGSNZZzHAe3kvmxAt+nZbWw3ZQ/NFiyTDtwetUKUZLln9brit07RnEHqMT6mHqjpXL/sOn2Nmg0VcJ7p9OhIy6iOMTxUl7P5YIoCVlba9Pttql7bQgdXCxcXCzXwrM9RfJcyVwySZJg2S5eRY0ZP4qZxyGe41FtNKh6HuF4zGQ+oVpt0ulspZqSIshYLpcE0wURIZ7rUas18KqVLEvBjXGXqbBLYizbJkpC7NQkt0gzORZBKiAqKR+tg+24OIlLGKkEeVUHFWO7pOa2Kge1HBcvPR/f96k26kzGU8IwpF6pUfHqWE5ApdbCdW18P2Cj1QVsnd5mOcosn8wX9Ho9lkHAfDZj4ftYto1jOyx8n+FwyI2332Y4GjEejQhCxV3rWBZH/UOOBgP29m9l48eWMa6Eve14LPwgFYCuKg5IVODHthPdiE/GleRaquT8LMPjntIwe711ptOpqtt0KniuugDP89jY2ODocF/73tQ+0kkxYbEMcFPNzRRGpt8R8sGi01z0SdppUcsUTVFB3se51el2SJKIIBA/STqY44AoCgl8VWUxGh7RbLQZd9eZTKZMxmOGgzH9g0MarTb1Zpvuek9XtbiuS7NZp16vq4UnCVOBF+bui5pkDvO5RJnzQRLbzjM95e6DDU6qaagqniyPDlQUVb7fblsGw5JFkqg+5mogCkVd3uw3792qCijTfJIUJjN1STRVcUGYx5KFUN6LC8j3A4IgIopmmvw5jmO2tra0hhIEc30/FAv8Go7jpKk1mTVhnqupsZjuJ7mudmdNn59nO9QSSBxlJsaJx3g0ptm0aTar2E6VSs3CEp5LEoJQJZyb6WCWJZyallqACj592zBDLTLGeik9VZ0qrTRtK9ALqO/7HB7u4bqubkc9Hk3Asqg16riexyKt9LFtm2azietVwEqv3bKpVGvKslgsWKb+zHqtRq1aZTwec3h4qP+Gw6F+lkISMxwOOTo6YjgcMp9PMVs0Z3+pz1LPT+FKzQeSTetJFp1i+W8xL/luwgVYX19nMpkwnU7TdJcK/tLHsaDVahH489QZHOgLM6tVij4uyOfwmSbeaVD0gxaFZPHz4rHNAMvt/B+ZEE9QzcVU3XAUSRtg1fK33+9TqzZot/fpdHp0Oh16vXXW19dpNNtU60263a4OrjiOw+bWOmfPnqXb7VKppKWEVibYkyQhClVv7sVSEQy4lpvez/S67VQnTyxiEqJYCTh9TyT5OsiXPMpgE62/1WrpZ1YUGELyKsL1dv6j4jMQ4VhLE9OzQJSb8+2a5Z26wZhxvjKBZLvsmyQJzWbz2DiQazC7b64ShsWAlmnmmb7earWq3QcSTJFtZvBF3CTFIgIxQc2iAcgYm44Fumx75T2VbWZGgPJ3B7mFSDQuCd4o89rB81xsW/kN41gx9tdq1bSMNNIWguoJXk8XHJUbOh4PGY/HHBwc0O/3VQ/ypeoGuljMmc1m9Pt9Dg8PVU97o2ItJu83L7psimPJdP+ZgS3JhsmyII7naN5tuKDMnmazyWg01IMkDGNsTw3gjY0tdndvEgQhrVZTEzJYlkWz3WIZRtpILmqXMpBXaZu3w+2EZBFFgVgU4OZEWqmtGakx6i/WeX8WFkGgGKwX/ozBYECz2aTX22Aw2KDVXqPRaDEa92i3m3oQzBdjlssFw2E37X2S5qxVqwa/Yr6/eXaeZk6ceh9F0lxL/H+kEVKlrZgmtUQWZbLL5JPPJVotGqbv+ziOlRNUch+Lz89c7WU/U6uT/YqTQ6qFzAVWrlk0U0nhMlm+W60Wo9FIZxGIb1RTnaXnIONW7pucY3ad+edu/rYfhzkWJcVZ4Gq3VKPRSOdEqDMURLA7jsPNmzep1+u60ZdlWbn6fZMLoOiXk3tW9NGZc0VS2RIUO76q4rF1yo+kpfm+T71e1610RcOfp/3HzcyOOFYL5Xg8Zjwa6O6QQuIsC4Pv+9y6dYvDw0N2d3e15mqSS68SmCddS3GOmil7pqVimuHFBfxuwgVotlvcd+4scRzT7/cJQ6EYU9n77XabdrejUiHiGH8ZYNkOrufogS1YZbqZQtR8XQXzO/J/8XPztXi84kMyNRfzc/M1igJFpxBFxjk6SOuNVquJUPzPFyplYjKZcHi4T7Veo93usL65qTXKRqPBYjFnb2+XweCIer2e1lev0Wq1tKmuhECFKLZU1YiVtnCIVb9sh6xmPpLE6sT049o4KL+tQDQrbWKm1Vumpr/qXq/6E8FqcmoWTeskSTg8PGRtbU13FZTPhXhWNE0gt0hkwtLTgSLz2YdhqFqTGL9rjieZVGaVlUxmSfOS37ndeAtDJWzN6i7tk0y3BUGgq2xM7VqEj5Qpyv0GdBpalrh9vAAgPw6jnDlaNEstO9HpbVJnvVwuqVZUF0m530EQ5J6DuQgoy2nK0dERe3t7HB4eEkcZ2Y1c6/7+Pm+++Sa7u7u6oEKEv7hQ5nOleVZq2UK7SiEx77X5PhOSVm58FFnT7iXoRKher0cUKCf+cDgAMvYagE6nS7NW59atd1gul3S7XVzPYTQaUanlWWiKAu8k4ZZtW31yJ2mZq0xyOZY5AE11X7YVkSRR1mY3NqnsYv1nxwCqq6XrpoM79hlPfMYTm+HwiIOjPfb236Hb7Wouzo2NDVrNNSaTCbVajel0poWlaCT1eh2nWkvvUzYZbVu1rJWouWotq4RjznS2LMI08mpqrUmS5LgpTVYlmYgyOBXrkn3snmW5fpl/yRSUcj/r9boWFCKo5Pu1tCOnfF++Z5qpuu+NIRzM89NN4tKSXTOLQMxbk2FJpTMttYYnnULNsSnaZByrlhXyv6nlyH4i8CzL0kErc2xfuHBBuyCECDoIAhqNhtaai0LfHK8JGQOVugfHTVmVgZAm5s9mWFZGpiIC0uSCkHQgSSmT3EnxS0od+MKfUXEVEbZombu7u+ztqci3CHHp+gjo9DhIszQ4eUEqzlNTo8xM8szNJ9aDfMd8FvcCXEA3C1vrduiMuyyWftoDRKVDSH5itVah3e0xn4wzUlwr8xOaPgdzcpiC7rTmeNGsPs0NKwptOR/TH3T8OBauZRNFqnJEK8yJ+JlifH+eBlFUalLRDxZGPuPhgtGgzw3Hodlssrlxhp2dHTY3z+B5XqqB9VSpY2Kl5WpN6q0mzc4ajudqDUUGv5XYKtPKssGOsRwbkrR8ybZV7l+cbzIng058qSJwRSMSE9UUfGpFP96mRO5Z0a9p7pMkCb1eD0CXd8ZxrMlFzO+bJr15PNHw5LxEuJv8BuIPzDIn8mlOkqYlGqfQ6UHGpFTUUnVFlp0SSyfCZ6no1iwLLFR6FoBtudpfCZlgdysqsjudThkOhwwGA11KKJFec3ya562eQagXGrWYZAUO6lpTAe9lfmi5p1LsYDu2ChbF0oY3YDJdEI9j9vb2tA9yMBjoQJwsLOEyoN8/4NatW+zv7zMajXR1Wre7pgV0FIW6yg1IXUwV1ea5OKsKikxxHOTfZxVcJtm2aRWt0s7vBrSG6TgOreYaGxsbzOdzBoMBSWTj1T2WC5+joyO63S5nzpxh5FV4++23ADhz5gzzpX/MFL9TqvRJxzpp+yo1vih485qqlaY4qK6Opr8vibN0hyRNqwkJcw9bHQdd6RLHCcPhQJns/X3aLeUf3t4+y87ODp1OT393PK5TazawDpRp32w2dTK8WfrWaDRUvxnj2rR5HadBEuMzs9+KDDrRnor3IvNrHec5NJPuzbxQ0/cEsPSzXtitVktvlzJPSfYXbdL0TYlwFe1ItCFTExHN0lwA5bui/eQ1tCxAI1qk+X0xPfXCnPb6FkFkauLSYsNMJDetGBXFDvV9lsXRsiz9PE2TvDg2kyTJ5Vyq+2vnzg8y/7bZvsS2FQemLBDivohjVXK7u7vL/v4+u7u7Oa1aqnX29vbY3d2lf7CvulKmxRK9Xo8kSTTPqTwDYfASngVVWTXFdvMclatcb6sEptxnM5ilU7+MeVrMeribUATClSqDsaJo6q5vMpvNmE6nBCQ4ro3tKqLP8XiM69m0OmtccC8xGPQ5Gg11eZ9oCaY/KhM4qyPVxcm3SrgVb1LxGPlqpONC1FytVyF7iJmmHMcxCWbQQx5cVi2kf8pWSfLZZFatUkcjpW1UKhVu3rzJ1avfp15XArHX67G9fZZOr0d3vQdWQr1WJQyWTKOQ6WSs76NJduB5Hk6q7arJrjQ018naQdRqNW3azGYzWq2WntiilWROdZvpdIpZnWOawybbknzXFMxhGDIcDmm32yRJwmg0wrZtNjc3dd8jmXBOqn3btp3ziYmfVMxM87nIeDIFqOlqkHOTgJqMAZMBSq67yOKkNb5EtPPjqV/qWLH+K0bIk0S16ZVzkwVPjmF2Ca1UKkynU0ajURqpVqzk83TByZryZR1KPc9jsVB8lc1WnX6/z+uvv87GxgaXLl1SjP9pSuD+/j4HBwccHR3ptB9FJIxOK5tOpxwcHHB4eKgFLLHS6IToRTR18zmLsBX3h3zuOA5RHB8TbqsWFTkPszhDgn2SpSOLmuxvBh1PsnT+N+ECTCaTlC+yQxiGjFsder0JR0dHDAZHtJp1vZoAOFtO2q4hY+g2J7SYSDJIzQFmBh5+1NXipO/dTrM8GbainbDySfaWmL0FQa/aN+TTQlQlkvRykUqMJI1kOwQp24y/nGMNDrEtl5s3a7z99ls0m03OXbyfjTNb3H/+Alv3bdNuNLFcBzf9nSSMCO2YJA08Oah+0LVKBS815SWCKwuUSWYsZLDFoI/aFmnT2vQdyj0w3Ruy8JgkLZ7nkUSRLuEUTc00SU2fqxnYkOML2Yj5vMzzkHp68zPZ32R/N6+rqMWYWqP5nJMkIYmOpziZY0gWHzPNSLIebNvGdvNaKWSLuGiplmVpsgrRpobDIVEU0Wn39AKle80bft4wVBH3IFSW3v7+Pv1+n36/z2w2Y3d3l9lMZXCMx2NFNpxSwUlrFPlNIXmR+em6Nu/XFiya36veH7fKMrfIqqCe+TxM+XFPCMxarUa326XVanN0dIjlOqxvburVLQG8lCBhtpgzGo+pVKs0Gi06nZDRaKBXIZlUMkhEezAHddGv+W4oOuvN7er15HSD07gHFHGsm/4Out3DqoefPUDD/E/9XrYdpzlKMmFTM8hxVV275rtMmM8mjEcDHM+lPxzQWmtz/fUfsrV9hq2NTTbPbHFmc5v22hrdra6q7HBdojhmuQhYLH0Wsxm+ZekIvxkRlSi1abIWtX9lCiV0Oh2t1Yj/SAaoaIYygYHc/0mSaK0xiiIajYb2Q4nQWCwWxwI3MoFU8CATQqZ/WISmaZ6awlKOYWp9qyaenOdJVkhxjJi/Ic/cTK0yfZhRFLGYLnICwRS8ItQty6Lf7zMej3W+7mg0wrIsapWGPpZoo6a2L4vebK6INISU97XXXmMymfDOO2/rCh4xncUfaHKsmkJfjYOU7SiSpuy5WVf448T3aXekFcpF5noR68T0jcuCK+PFfG6mEJVxYea43i2ooE/KHq4Gt1p56vUm4XJJpVLF9xdUKh4Vr4Pvz5lMZkTRLr1ul+3tbaIo0FRncnPMAWMOwOIKLkLqR4W6qcdTj05a9eTz/DEssnr4WGuK2f/5PLniBBV2pOJEUYMjyhigbMWynXdDxBzs3eTgcJcbb76OV6vSbXfYPnuWi+fP09vY4rFHPkR3Y5OzZ7ZpddboNG0Wy1AJ4CSh3qjqySVR78ViofveCOO5TBRJMVGDL9ZWgZy7MKbLMYs+QxGEIjiraeAhSRId6BHGG0lTkcCLBGPM31AJ13ZO6JjPSLQhU4iIYDHPfZXANIMH5j7mAmw72QIh11Z085hBsyRJcgKq3WkfUwDM3xbXhpBZyOKSJIpqT8ZOJiTUQiVm6sGBim4vA/VMr1+/zv7+vib4DcOs/bSZv1hMTRKz29T0oihCk3H/iChq7MU5Zwo72dd81suln/NdFhWr6XSqc0vFjXG3oGvJJ9M5lWqV9Y0Nut21lOg2obu+zv7uLaVppFrAcrnk6GiI67p0ul02NjawbdWPw0whAXJ+MDie+vNeBOaJ6voJRsUqgV38XI6Fwc+n/JQxUttumn1Foakgkytf8yqrppC1qvQJ4fc0eplHIVbiEtkR4WTJYjxlf3+P1773PdxKhW/cd5atM/fxgUuXuHDxIvdtb9Nb32Sjt06r3WQ8m+o+P6aJI1rb9evXc0GRfIBDaYBiBpoCVYS6KcSKE8E05UVrNYNLtm3r44lWYW5T55GP8pvftW1bC99i8MYUBqu0RzmmaFVmYMUU0Op70ttdkRWrV2VJhGGEbatOl+LnVv1oVICqY3dyJrkpeEFZW9IRFBTL1Ww202Z9FEU6N3I0GjGZjBgOhxweHjIajRgOBxwdHbFMadKm0ynj8Vj7+cJweew3zVczS8S8ZvHvus77C6SsUk7MuZr59o+zbJmuGzPoJsLStm3OnTuXugx7rK2tva9zfb9QievNpl79zBNttVqcP3+ewF+wt7fHZD7W+WaSD9bv9+mstWi328RxrB3Gpn+q2WweW4HfzUwuwtQIigIXa3V0XLBqe17bNSsJrFSAi58yX0ljaijZcWXSqf3MlB0pZVSIVc5dnBAnAaCOUalUse0sB1AN/oDJ1IeJTf/ggGr1Kv/vO99mbU0tUGfPnmXn3AXW19d5+EOP0NvcoFar0WioSalqstU5P/DAA0CWtmHmuoG0xjC3ZQLfzKs0A0fFhc+8pyKsTZPMPLYpjAVF37b5JwuuHLc4FlY9e7mPQK7roXl+Ms7jcHXKmelnE8Er35GMgEajRhTlfXDyO/L7Wa6rcpfMZjNNj+Z5HkeHKji4v7/P0dERs9lEWwiqCksFa+aLqT6uWRQgc27VuetrNKyDY/c2yRefvB+s0rDN7eZn4vIxMxAEImClqhDUGBmPx1y8eP6One97RY7BUzL657NJaiqpKN3W1lba+EsV61crbprKELK7uwspgYOklJiJyLKKFScBvL+gT36yrhaIq7Si479pY1t5xvfc4ayMqo2UTk4dIsGyVhNWCBGD0trS1dQSTSgzu4SJ2kIR2IYGjV3F9fC8Gq5bSX08CaPhgMP9A16/9hrVapVms02tUae3vsnZ8zt86EMf4uGHH+bChQtsbm7S6XSo1Szm85hazU5Tn5QvMQyV79e21WscJ9rHJa/iW8o0mcwXLRyNcRxjk9fCTee8bJOAlERr89rhSc9GQTRRmexFC6Y4GU2TVF6LloGZDB0uM59q0SUgwtUM4pjXZ1mSeJ+lJpmLUhzH7O/va6ozIa84ODjQQZ+jwyGz2UxxSS4WCJ1htniqRWs6G2v3hDwjFUm/PZ/DSRaW9iMvFV9sHqf1YebzYU3rwExrM8eCWVaphH0+sV3urWQWmPnJ71XRutPQbXZVS4amYkM5sAjDZZqDt6TT6erJMxoNWAZpRUXaXtOyDtnc6FGvN1MtNWWUjiX1JEYRXHgoIlnV2iDT5k6PVRrmux3DfJCrTLbcBCFSSevpq/mdkx6WbadchrZM1CxpPo7DrHWxnfd5Oo6Koqu6fCdntoTRMhUGi3TAuFQqjfT4alEaTwYcDfvc2rvJa9e+x//9xtdZ3+hy7ux5Llzc4fzORXrrHR55+FF66x02N87QaDqQgGunS4BJtVfxEIGqzFP1yWQy10JvPJ0S+D5hHBMFActUA1U18hXCcIllOZlgjNRiGvpK6FcdD7dS0wLQtu2URFcVEGDbOJalKaOjJMHBIowTklhRTLu2+pz0GPmSSjNQI35b13CxZDXo6jUvUM1nbFoTpoYq554tLj4xMeEyYLaYMx6OGE3GzKczlmHAbDJl//CA6XjC3F8wGgyZ+wvslI2oXm8YteeBjopLfyfLTrQrLAyX1GoNarVKmrJ1PEZQ1P4lcCeavXkNUZS1WBafvXqNCq8nbc9QNKVN89+ch6arTLG5Z1kQ5ndFYAqRtjQovJtQbEXdHvP5nGa9xTs3bqQDw8JxlHbZ7/c5Gg7prm9gOS43btygUvVYa62xPIqYTudq0NoVGs02rqfo/hMSavUmYUp/FWjBqXx5Kj0nyuVpYlm5vwRwUu0ljCKSQsQd4+abZhFkE8HM7Tvub4lY+DMajUZaZuanXQpDFH9fslJDVoPDTCVRhMrqgatE8Eqlhpi8cs7FWuEwSqhWMpdFFEXqOpMEx1Xm4DLIKin0YKo41OoqrWXhB8RxxHR6xGRywI233+Q733GpVGq4rs3W1jY7O2d5/PH/w2OPfYj777/EmTObyiIwFQZI/Xe6mAjLgk67TpJAu9lgY2Md4oRlGLBc+CyWS6a+8jFGYYLl2IRBzHyx1NdaqdSIYpsEi9k8YL5Q5pfSjiyq1RpRHOAHEYkV4Tlumgyt6usXy1Axlzsejm1BgvJbWxaWYxPjkMSm7yz1rcaxNpejKEivTZLPFaEJcUwcqXM3/aeiRZtat2iIkkoXRRFxErK7e5MwDFjM50ymU6aTCZPpFD+lT7OAZRCw9H2WQUASx8TpipQkCft7t7Qrx9SCIbVpooQwjnBti0q9ColiynQsS5nTSaapq+snbYehHmw15f4kiXQHT0d/brij4pQVPkn7NqUKjYWykJLYSqvLVLK/tJsoZhCYlp0EDSXnVgi0JxPldpCFwCIV6JaL63i6rFN3JIgtSGw8t3qyNPtfgM7DrFQqqph+usBxLd1j+uCgT71eZWtrm0ajheOoRNkwDIkScCoe4SJkPvdx3bEOPHhelSRRPI3NZlP7ccxIodKw8jmNxfemMDzJX2UONHOVLR7vZJPPxnEsLEs0URmAESdFD09vGtjpvRBtJz8pkiQhifKd8fTnYWbCpFeaBh5s4tgmitQAbdSbx4INcRTgL0J8YDoZ8eYbr/H1l7/G2toaFy5c4PHHH+fy5cvcf/ES9+9cpFZtYFUUB2f6U4gnwrKlmikNVTkWrluh4nrUk5ie6xDGEAcJi2BJ6C/xw4BoGRAmECx8EtuCKCUXCX38IMDBwasoOjsl0PKNtsyFz9RAiq4d4uNluJJqJb7ZTCNcajdREAQkUUSSsrMv/ZBlsGDph/jLOf4iYBksGByNiOKAYBmxDBYEy4goDlIBEzEcHOp7bwpYWSgh82MWF0zlG1csVHlFwDBTi9drSbAz1guF3Jvb4cTPk4x20EKRaWdC0zb2UZ+r30//t7LOBquUCoFUron/1UwvE2Ep+4hmKYHBer2uM3kWiwUPXLrLPkzXdTlz5gxBENBut6k3qprf8dq1azpw4zgOs9mMdrvNYDBgNptp7UvSIEBRcknaCOS57op5mepv9ckVV3zzFfIBpFWC1Nyn6OcysYrTc9Xv/qg+11X8j+axo2Cprzf3W0ZunPhq8ys66fey1b3oOzR9f6Il9ft9rl69yosvvkij3uLxRx5jc3OT8xcusL29TbfbZW1tjXZXlXUqXkSlzRXvkWW7JDHYJGAleI6FU3GxHUhchygG34JaUlGCKQrx5wviOFLM/q5LEPokcUyYam3TySTnLzRTpkxyEa2VLwN9ndnCUchBjJbpgr3U5q8ycSMWs3l6b4K0J06kX8NwSRQpv7RqTZFpqsqlpJqaJUmWC2sm5xf9vXLe5vOpVj0SjpvSxUVC3hf9saZP1xy7Jt7tc/PYJ/1/0jGtwrZVQtNkbpJ0t+z4liZqkf3MCreNjQ0mk4lO+r+bSHv6KLNV6n6rNS/to9KiWq1y69ahro+VWllxYidJQrVSIYoCnf/neZ5msLFtFeGTGyCU82LSrHogxW0nDSRYHX0rJhHfbn/g2IRc9fvmsY77RG//EE0fU3HwA3iOTVHAxXGs/KiYC4LZ4yX7m0wm2udj1ozLeQqBsGwTTWgwGDAajXj9qgoi1RstqjUPz61SrXlU602qVY+dnQtUqx71Zot6XRUsNJt1Wq01VXu8vklsgWs5YNu4tq1fY2wmwxGJbeHZDhEWwcInCJZUXQ+sfMqZjKti0rXwOkrkWIQQQByoKH8QqKZlYRhqARmGIZPJhCgSggsl8JRAVc/csSRAGZE17FL+zeJrHEtJbIK0HA4DP/fsiuQmZlqd+KkzkzVVHkiOCX15vqJ8mAuiiXcb3+++7+39+6arqzifVgl20zSHLAAkWTTCgCYBKdvOTHBdPWWkHUkM4J7xYQ6HQ/b29jg6OsJxHKazMcPhkEajQb/f1wNPTlr555RTfzQeYkWhXmEXi4W+WGGsKaaCiMaZrZYnU9Cv0h6L+0m+pDmoTKGR7bd6MMlDEe23mA9WPJ93W3lXXYM52IqC07GO08+pSaSEd6aRR4VJJT7CrLmbmITmvVssVP6eWdIoJo/neWysqaDeYhkwHs+0zzlKlMn55S9/Gdezcb0qjqN8tJWKS62m/L7d7jqWrbo9Op6L57g4notrO1iOQ6NWV2xMXgXb8YhTP22tWqXeaBDE+Qi0mTQuz0pMMjHLTKINz3YIo6U2ldWCkAlciTzLIqTMzog4SvkihdItTAijpfJnJiEktgrUxVbmwyPS/5Mo317gL3PjSj/XFVUp5sIomrDv+8RJeEyjlutvNBp6zhTzGU3cKS2zOBZvtx+geRSKwlL+zD7mkgIli0AURdRqVd0aWLIt5BziOObw8BAgZ7XeLbigwveiJlcqFSbTMbZt0+/3dQ6bdH9TKrOt/RFBuGQxGQP5+l/zxvV6PR31MwkTMir/YkpDhuJqJq+m0LLtfFqDqWG+2zHloa10uBu/8X5M8lVmSs4FkOR/U1enpG2Cs7zHrHRRaTJyH/MpPcVFQpzr6l7ZmoZN/Gw1R63ajudqns5qtapIjZOEra0tFdFMvyc5gpPUdL527fXV12ck56uE+GquMqdSqVFL2dUTO98l0LwXUj7n+74eQ2KK2raNTZxbSCSCJdqbZaVR7iSfZ6pNZj/bXjSdxaoyz6to8Zh951e9mrX88t3Mygp0tU1xkZBj+Ck5R3F8mM+4ON5O+mz156uJvVcJz+I29ZyPj3FTaKoS64V24ZkkKLZt66ILqXrKpXwZ+bvm+7sFF2Cj5wGhaq8J9Dq9U335gx+4ADz5P3VuJUqUKHFPwfJ9/+5mgpYoUaLEjwnuLldSiRIlSvwYoRSYJUqUKHFKlAKzRIkSJU6JUmCWKFGixClRCswSJUqUOCVKgVmiRIkSp0QpMEuUKFHilCgFZokSJUqcEqXALFGiRIlTohSYJUqUKHFKlAKzRIkSJU6JUmCWKFGixClRCswSJUqUOCVKgVmiRIkSp0QpMEuUKFHilCgFZokSJUqcEqXALFGiRIlTohSYJUqUKHFKlAKzRIkSJU6JUmCWAODll1/mc5/73Hv+3rVr1xgOhwAcHh7y5ptvAvDVr36Vf/mXfzm2/0nb7ya+/e1v3+1TKPFjAvfddylR4mR8/etf58qVK3Q6HX7wgx8QRRH3338/Tz31lO4bbuKk7XcLSZLw5S9/mZ/92Z+926dS4scApcC8x3F0dMQLL7zAeDwmSRJ+7ud+jo985CP853/+Jzdv3iQMQ2azGbZt8zu/8zu0220mkwkvvPAC/X6fOI55+umn+YVf+AUAXnrpJb75zW9Sq9X4+Z//eV566SU+8YlPAEp4PP/887z99tu0222effZZut0uvu/zxS9+kevXr5MkCVeuXOHJJ5/kpZde4rXXXmNvb4/Lly/z8ssv4zgOi8WCRqPBwcEBH/vYx3LX841vfENv//SnP825c+e4ceMG4/GYTqfDs88+q/uTC253PSb+7u/+jq2tLXZ3d5nP52xvb/Pbv/3bOI7D7u4un//855nNZriuy6/+6q/yyCOP8PzzzzOZTPjkJz/Jc889R6fT+Z95kCV+IlAKzHscX/va13jwwQf5pV/6JXzf54UXXmCxWOA4Dj/4wQ/4kz/5E1qtFl/60pf493//dz760Y/yla98hbW1NZ577jn6/T6f/OQnefTRR1ksFvzHf/wHH//4x6nX63zmM5/JCadr167xB3/wB2xtbfG5z32Ob33rW/zar/0aL774InEc8/GPf5zFYsFf//Vfs7Ozw5UrV/jOd77Dxz72MS5cuMBsNmNtbY0rV67w1a9+9V2vzbZt3njjDX7v934Py7L4y7/8S374wx/y0EMP5fY76XrW1taOHe/69ev8/u//PpZl8bd/+7e8+uqr/MzP/Az/+I//yEc+8hEuX77M7u4uf/M3f8MnPvEJPvrRj3L16lX++I//+M48sBI/0Sh9mPc4Wq0W165d48aNG1QqFX73d3+XWq0GwKVLl2i1WgA8+OCDvPXWWwD85m/+Jr/1W78FwPr6Op1Oh8FgwJtvvsmlS5dot9u4rsuTTz6Z+60LFy6wtbUFwM7ODqPRCIBXX32Vp556Ctu2aTQaPPbYY3z3u9+9I9f3yCOPYNs2lmWxvr7OeDw+ts9J17MKjz/+uD7epUuXeOuttzg6OmI8HvPEE08AsL29zfb2NtevX78j11DipwelhnmP48Mf/jC2bfPP//zPzGYznn76aT784Q8DUK/X9X61Wo3FYgHA3t4eL774IuPxGMdxGI1GJEmiTWVBu93O/Va1WtXvLcvSvsb5fM5nP/tZrY2GYcjjjz9+R67P87yVv2nipOtZBfMaarUa/X6f6XRKo9HAsiz9Wb1eZzKZ3JFrKPHTg1Jg3uNwHIcrV65w5coVDg4O+NSnPsUDDzwAwHQ61fvNZjOtef7TP/0TTz/9tA5k/Pmf/zkAlUpFC1Xg1AJjbW2NZ599lvvuu+9OXNJ7xknXswrz+Vy/n81mNBoNWq0Ws9mMJEm00JzP51o7L1HitChN8nscn/3sZ7l69SoAnU6HarWqJ72YmwD//d//rQXpZDJhe3sbgFdeeYXZbMZyuWRnZ4c33niD6XRKFEV861vfOtU5PPzww3zzm98kSRKiKOLf/u3fuHHjBoAO8oDyIZoC607hpOtZhVdffZUgCAiCgO9///vcf//9dLtdOp0Or7zyCgDvvPMO+/v7XLx4EcdxiOP4xOOVKGGi1DDvcfziL/4iX/jCF/jCF76AZVk88cQTnDt3jrfeeosHH3yQf/3Xf2Vvb49Op8MzzzwDwC//8i/zmc98hkajwRNPPMFTTz3FCy+8wB/+4R9y+fJl/uqv/oq1tTWeeOIJDg4O3vUcfuVXfoUvfvGL/MVf/AUADz30EGfPngXg0Ucf5R/+4R/49V//dT74wQ/y/PPPMxgM2NnZuWP34HbX0+12c/tevHiRT33qU4xGIx566CEeffRRLMvimWee4fOf/zxf+cpXcF2XZ555Rrs0PvCBD/Bnf/ZnPPfcc5w/f/6OnXeJnzxYvu+vdgaVuKfxX//1X+zt7R1L23k3mGbp66+/zpe+9CX+6I/+6H/iFP/X8elPf5rHHnuMy5cv3+1TKfETitIk/ynCdDrlT//0T9nb2yNJEl555ZVSoypR4j2gNMl/itBsNvmN3/gN/v7v/54kSbjvvvves4ZaosRPM0qTvESJEiVOidIkL1GiRIlTohSYJUqUKHFK/H/OslubQhXOkAAAAABJRU5ErkJggg=="
[ "the pots with salted water", "the pots with pure water" ]
null
1
math
grade-8
identify-reflections-rotations-and-translations
false
true
Look at this shape: Which image shows a rotation?
"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"
[ "A", "B", "C" ]
null
0
math
grade-1
match-digital-clocks-and-times
true
false
Which clock shows four o'clock?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAADICAYAAAC6ej5XAAAOt0lEQVR4nO3dX2wcV6HH8e/6T+I/kzZSS7KR2hDk5baigt1IEJBs0ydwkAoPdkt1e6W4SLRX2HloUuHwkOSqdh+wJdKXOlKTPpD0n1SaSBd48BaScqmNSqsgGxVCymyulIC65gYKyaz/23MfNnbW4/zZs39m1ju/z0udZM+ecff8zjlz5sxsxHVdNz0H9hRcW4QFF5GqVxeBTbXw2SbYugEi6VnXff9q0IclEpwv3wV1f57K/mHbBnigOZsSkWp3bREuZODjOfh...
1
math
grade-1
even-or-odd
false
true
Is the number of circles even or odd?
"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"
[ "odd", "even" ]
null
0
math
grade-2
match-digital-clocks-and-times
true
false
Which clock shows five forty-five?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAAB5CAYAAABr7P6HAAAISklEQVR4nO3dT2wT6R3G8a/5k64o6zm0lGUVq+LQsjC+tkjpBSFAWa16IcE+dhNIbyuClu5tndg5VKpI4kjckt12bzgkObSqEi302Gy1Zw8qu71Ug7oU2krjsGETCNODsWunS/CMZzwO83wkBKPYv/eNPY/nxfO+MwnXdd37m/C3dVjbgqcuIq+8fQl4fS/86AAc7oHE/Q3X/bwSdbdEonMyCfu+XK9uHOmBY9+tpkTkVbe2BXe/hq824Yt12FN5Wv2BQiBx8vr...
1
math
algebra-1
domain-and-range-of-square-root-functions-graphs
false
true
What is the domain of this function?
"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"
[ "$\\{x \\mid x \\leq-4\\}$", "$\\{x \\mid x \\leq 4\\}$", "$\\{x \\mid x \\geq-4\\}$", "$\\{x \\mid x \\geq 4\\}$" ]
null
2
math
kindergarten
subtraction-sentences-up-to-10-what-does-the-model-show
false
true
Which subtraction sentence does the picture show?
"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"
[ "8 − 3 = 5", "7 − 4 = 3", "8 − 4 = 4", "8 − 2 = 6" ]
null
0
math
pre-k
represent-numbers-with-shapes-up-to-3
true
false
Which group has 3 hearts?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAHKklEQVR4nO3dP3AUZRjH8d+FP7nRO3OF4yXXhEaXijQhdImkMJWho4lDySSNnSlTWEIBXWiwkgYrzkYpYEIHQxMrT21s9DJaOAQYRTJr8ZrJcn/I7t17vO8Tvp+ZDEnubvMU33mzy152S2mapu0X0i/Ppd096WUqIDrHS1L1mPThO1L9pFRq/5Omj56EHgvI79x70vGfn7svpk5KybuuaiA2u3tS65n0+wvpp+fS2JOX7gGiRcyqx1yjkvR0TxrbyzwAxGy/0X9...
1
math
grade-8
identify-trapezoids
false
true
Is this polygon a trapezoid?
"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"
[ "yes", "no" ]
null
0
math
kindergarten
represent-numbers-with-shapes-up-to-5
true
false
Which group has 4 hexagons?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAL7ElEQVR4nO3cz2tT6R7H8W9O0yj9MVih96Z0KiHxKi66sjBCd93EhYLW4qYrdaUrwfGvcARXulJX3Uitgi7MpruCDHXVhYzThGApzaVghukPbJqe3EXuVJ06v/Scz/Poeb9WSuF5vmjzJifnPEm1Wq1WrWG2uGm2tmPWbBkARCKdMuvtMPtPl9m/M2ap2lar9eOvrscC8LX77huz9M+b7b8MZMyOdrdrBABRWNsx+2nDbKVh9mrTLPi12f4BsQEQtd6OdlvMzNZ...
1
science
grade-4
identify-ecosystems
true
false
Select the tropical coral reef ecosystem. This ecosystem has: land that is covered with water during most of the year soil that is rich in nutrients other water ecosystems nearby This ecosystem has: shallow, salty water bright sunlight many different types of organisms
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOy9d5RkV33v+zmxcq7qnOPkHBRGWSggIRAZE4wxF4zvNVyujQ3GNtfhGtmY+2wwNjbRQmAkBAoI5Tg5T0/q6emcuyvneNL7o0ejGSEB9nsOy9RnrZqqc/bZu/apqV797V8UjmQta9AFHok6derUqVOnTp06df5NyBtwvghCTresuvCsU6dOnTp16tSp829N3gDBsizrP3ojderUqVOnTp06dX45kC89iB17BpvNhi8YJB2LUS5V8Xq9VCo6Dpeb6el...
0
math
grade-8
apply-addition-subtraction-multiplication-and-division-rules
false
true
The number line shows an unknown number, b. Is 1–4b positive or negative?
"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"
[ "positive", "negative" ]
null
0
science
grade-4
identify-vertebrates-and-invertebrates
true
false
Select the invertebrate. Hint: Insects, spiders, and worms are invertebrates.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAEAAElEQVR4nOz9d9Rl6VneCf/2s/PeJ583h8qxq3NUauWEAAEiSQZMdBzszxHDzNjGNuOxEeMZM8YfH4yNsRHBBCEkQAIUWi2pW63O3ZXTW1VvPvmcncPzfH/s6pY907OW/PU/863Fs9ZZtdep86636q2r7ucO13Xd2tcmSp30oa7z5+fPz/8jz6yEiyHsZNA24C2t6n3x58D98/P/9FPX4aRfPQfl198Xfw7cPz///3BewWmuvv6e8Vof/N9+5mfIipI4zwBBo9G...
3
math
calculus
domain-and-range-of-exponential-and-logarithmic-functions
false
true
What is the range of this exponential function?
"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"
[ "$(-\\infty, \\infty)$", "$(-\\infty,-9)$", "$(-\\infty,-9]$", "$(-9, \\infty)$" ]
null
1
math
grade-7
interpret-circle-graphs
false
true
A non-profit organization kept track of the amount of funding it received from different categories of donors over the course of a year. Which list is arranged from the smallest source of funding to the biggest source of funding?
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"
[ "individuals, federal grants, corporations", "federal grants, individuals, corporations", "individuals, corporations, federal grants", "federal grants, corporations, individuals" ]
null
1
math
kindergarten
one-more-and-one-less-with-pictures-up-to-10
true
true
Count the dots in this group. Which group has one more than the group you counted?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABDAAAAFYCAYAAAClCwyGAAArmElEQVR4nO3da4yld30n+N+51OXUqeqqdld1291uvBlAY9ktT7eMIJYmMIKVgBc9QqCAMhlpgFcjRcRJ0MyEzKw0G6SQTTI7WpgX2dmg3VmIM1gTkD1ixIsEIsUkINkYPAsYDWAbN93tquruut/ObV/YbRnifrou55znf57n85FaLazq5/x/37KL/n+fWyUiegEAAPTF1xZb8TfX2hERUYleRFTyXRDAyOpFLyoRvYh/OF+Pet7LAQCAIvnba+3XVBbKC4DDq7z...
0
math
algebra-1
write-compound-inequalities-from-graphs
false
true
What compound inequality describes this graph?
"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"
[ "$-2 \\leq x<0$", "$-2<x<0$", "$-2 \\leq x \\leq 0$", "$-2<x \\leq 0$" ]
null
3
math
grade-3
purchases-do-you-have-enough-money-up-to-10-dollars
false
true
A CD costs $6.82. Do you have enough money to buy it?
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"
[ "yes", "no" ]
null
1
math
algebra-2
match-exponential-functions-and-graphs
true
false
Which graph matches this equation? \[ y=-2\left(\frac{1}{3}\right)^{x}-3 \]
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVUAAAE1CAYAAABX+HN0AAActElEQVR4nO3dfXAUdZ7H8c/MkAcSQkaXJKyuhIhKDhCC2TNh1zOGLZaHhbollqKUuhB1TxasrTupOrDOC3e7Klosf+xxPrvIHSXuCpRn4iK4K55YJiDIoMELcEDWA/MkMoQQ8jTp+yPOJEMCJKFnunvyflVZzvR09++bNPNJP/1+7TIMw6htk/63WTobkDoMAQD6aZhLSvFINyZJGfGSq7bVMPY0Wl0WADhf3khp2JHmrjffjZfGJ3clLgCgf84GpEPnpJo26XC...
1
math
grade-1
which-picture-graph-is-correct
true
true
Ben and his troop had a picnic. They ate these treats. Which picture graph shows the right number of each treat?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABb4AAAEOCAYAAABGngEeAAC/FUlEQVR4nOzdd5hTZfbA8e9NnUyfyTQYBoZelKKIsCK6VuzsruW36i66K6Jr21Wwl3V1d21rX7uioC4q2FBBLCAqImIBpfcyvSUzk0lP7u+PMCWTTC+ZhPN5Hh8n7y0579yMJifnnldRVVVFCCGEEEII0S0URYl0CEIIIYQQQhzyNJEOQAghhBBCCCGEEEIIIYToTpL4FkIIIYQQQgghhBBCCBFTJPEthBBCCCGEEEIIIYQQIqZI4lsIIYQQQgghhBBCCCFETJH...
1
math
grade-1
count-sides-and-corners
true
false
Which shape has 3 sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACdklEQVR4nO3Uu21UURRA0TPjT8A/AlEAUAKt0AP10AO10AGfHJMhGyxhPHoET0jkePYIs1Z0r650dIKtu1mWZTm7mvl0OXOxm7leBv7a8Wbm/tHMszszT05nNmc/luXd+aHX4jZ7+WDm+OPlenl6OvPi7loh/K2L3cz77zOfr2Y+XM5sz6/XB5Fxk+4frU3NzHzbzWx3fzzATfrd1M9lZnvYVfhfCI2E0EgIjYTQSAiNhNBICI2E0EgIjYTQSAiNhNBICI2E0Eg...
1
math
grade-3
is-it-a-polygon
false
true
Is this a polygon?
"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"
[ "yes", "no" ]
null
1
math
kindergarten
count-on-ten-frames-up-to-10
false
true
How many stars are on the frame?
"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"
[ "3", "8", "5", "1" ]
null
0
math
calculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x= – 2?
"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"
[ "no", "yes" ]
null
1
math
calculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x=6?
"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"
[ "yes", "no" ]
null
0