Pesquisa sobre guerras culturais - 31 de março
Pesquisa realizada na manifestação do dia 31 de março de 2017
sobre identidades políticas, guerras culturais e posicionamento frente a
debates atuais sobre política. Foram realizadas entrevistas com
manifestantes maiores de 16 anos, entre as 14:00 e as 19:00 e
distribuídas por toda a extensão da Avenida Paulista, São Paulo.
Os números nas tabelas e gráficos abaixo se referem a porcentagem, exceto quando indicado.
Resultado de 442 entrevistas; margem de erro máxima com 95% de confiança: 4.7%
Caracterização amostral
| Sexo |
masculino | 43.7 |
feminino | 56.3 |
| Faixa de idade |
(16,24] | 17.9 |
(24,34] | 30.1 |
(34,44] | 17.0 |
(44,54] | 18.1 |
(54,90] | 17.0 |
| Cor |
branca | 51.6 |
parda | 26.2 |
preta | 19.2 |
amarela | 0.9 |
indígena | 0.5 |
outra | 1.6 |
| Renda familiar |
até 2 salários mínimos | 13.8 |
2-3 salários mínimos | 13.3 |
3-5 salários mínimos | 28.5 |
5-10 salários mínimos | 31.7 |
10-20 salários mínimos | 9.5 |
+20 salários mínimos | 3.2 |
| Escolaridade |
fundamental incompleto | 1.4 |
fundamental completo | 0.7 |
médio incompleto | 2.7 |
médio completo | 14.5 |
superior incompleto | 18.1 |
superior completo | 62.7 |
| Religião |
nenhuma | 48.9 |
católica | 22.4 |
outra | 10.0 |
espírita/kardecista | 8.8 |
evangélica pentecostal | 4.3 |
evangélica não pentecostal | 2.9 |
umbanda | 2.7 |
Opiniões sobre debates políticos
| Se Lula for candidato você pretende votar nele nas próximas eleições |
sim | 61.1 |
não | 21.3 |
não sei | 17.6 |
| A cassação da
chapa Dilma Temer está sendo discutida no Tribunal Superior Eleitoral e
se aprovada Michel Temer perde o mandato Você é a favor da cassação da
chapa pelo TSE |
sim | 72.4 |
não | 16.1 |
não sei | 11.5 |
Identidade política
| Identificação política |
de direita | 0.9 |
centro-direita | 0.5 |
centro-esquerda | 2.7 |
de esquerda | 83.0 |
nada disso | 12.0 |
não sei | 0.9 |
| Você se considera conservador |
muito conservador | 8.6 |
pouco conservador | 20.4 |
nada conservador | 68.8 |
não sei | 2.3 |
| Você se considera feminista |
muito feminista | 49.8 |
pouco feminista | 27.4 |
nada feminista | 17.6 |
não sei | 5.2 |
| Você se considera antipetista |
muito antipetista | 4.1 |
pouco antipetista | 12.9 |
nada antipetista | 81.7 |
não sei | 1.4 |
| Com qual partido político você se identifica |
Nenhum | 33.0 |
PT | 35.7 |
PSOL | 20.6 |
PCdoB | 3.2 |
REDE | 0.9 |
PSDB | 0.2 |
Outro | 4.8 |
Não sei | 1.6 |
Concordância com opiniões e narrativas
| Os direitos humanos atrapalham o combate ao crime | Os valores religiosos deveriam orientar as leis | Deveria ser permitido aos adultos fumar maconha | A polícia é mais violenta com os negros do que com os brancos | Fazer aborto deve ser um direito da mulher | A união de pessoas do mesmo sexo não constitui uma família | A escola deveria ensinar a respeitar os gays | Cotas são uma boa medida para fazer com que os negros entrem na universidade |
concorda | 14.7 | 11.1 | 70.4 | 93.4 | 83.0 | 8.8 | 95.0 | 86.4 |
não concorda | 82.4 | 85.7 | 23.3 | 3.2 | 13.3 | 88.0 | 4.1 | 11.3 |
não sei | 2.9 | 3.2 | 6.3 | 3.4 | 3.6 | 3.2 | 0.9 | 2.3 |
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26YcOGCSEyMzNHjhzp4+OzcOHCy5cvy7NSU1P79+/v4+OTkJDQ2NhYXFy8Zs0aIYTZbE5ISPD29jYYDElJSfLgLVu2hIeHu7u7R0VFnT9/XgiRn58/YcKExMREg8EQHR2dlZU1evRonU63cuVKeUpaWlpERIRer4+LizOZTG1Fln388cdPP/300qVLvby8JkyYIC+RnZ0dFRUlD1CO8/Pzo6Oj169fHxgYGB4efujQISGEknyrwhUdSsZ6cyzDKmvZ3gHLYdYJ25/SbWauGqHdaydrd5j1XWH7LpJNnTq1ubm5X79+dXV11nem7UVV7xPVGi1t3LgxODg4ODh427ZtyknVHwob22hdrP2RlW1pKw4A3IUkAMDdxc/P7+jRo5IkNTU17du3r0ePHl9//fXp06f1ev2SJUuys7MrKyt9fHzS09OvXr2akJAQExMjSdL58+d9fHy++eabwsLCyMjI5OTko0ePRkZGSpKUmpoaERFRXFx8/PhxNze3CxculJaWurq6HjlypKKiYtmyZfHx8ZIk5eXlaTSarVu3VlVVRUZG9u7d++LFi1lZWUIIk8lUVFSk1+v3799fVVW1bNmy+fPnq0ZWqkhJSdFqte+++67JZFq9evXw4cNbWlqysrLGjh0rD1CO8/LyPDw8Xnvttbq6utWrV48bN06SJCV5y8KV4B1NxnpzLMMqa9neActh1gnbmdLtZ64awXbmSjTbw1TvCht3keVN6+Li0tTUpHpn2l5U9T5RrVHx1VdfeXt7HzlypLy8PCYmRq/XS5KkurSNbVQt1v7IyraoxgGAu5LWqW0vAMAhJk6cqNVqb9261dDQkJiYOH78+DNnzjQ0NCQnJ7u6un744YeTJk2aOXOmEGL9+vUGg6G5uTk1NXXhwoXjxo0TQmzduvXatWuWAZuamkwm0+jRo8vLy3v27NnS0lJQUBASElJXV2cwGMrKyuRh3t7eS5cu1Wq1kydPrqmpCf23a9eu7dmzJzY2dsqUKUKIN954IzAwsLm52Tqy5aKDBw9OSEgQQqxbty45OfnChQtt1evi4pKYmKjVapcsWbJr165WryqFK2d27drVoWRUN0cJe+zYMWWkjR2wnbCdKb377ru3mXlbC9nI3NfX154Cg4KCVO+Ktu4i6+u4Z88e6zuz3V21vk8yMjKsa3RxcZFX+fTTT5955pmHHnpICJGUlDR9+vS2llamWG+jr6+vdbH2R1ZKVo0DAHclOk8AuAv99a9/lT9cajAYPD095ZNBQUFy91VWVpaRkeHv7y+fd3FxMZlM5eXl/fv3l88MHz5cCKE0VHFxcdevX4+Pj79y5cry5cvllik5OXnv3r16vd7NzU2n08kjfX19tVqtEEKr1Srx5TNGozEsLEwZ5urqWlFRYR3Zsorw8HD5oHv37mFhYZcuXerRo4fyqiRJyrG/v7+yrvVuKIUrOpqM9eacOXPGOqztHbBknbCdKd1+5n/729+sI9ifuY1hbd0VMtvXWqZ6Z7abm/V9orpLykSj0Th58mT5uG/fvjaWDggIaGsbzWazdbH2R1ZKtr1pAHA34TlPALgL9enTJywsLCwsTGk7hcXf1AMCAqZPn240Go1G46VLlzIzM/39/f38/MrLy+UBWVlZKSkpysSioqKYmJjc3NycnJz09PS0tLTt27dnZGTs27fvwIEDCxYssCclf3//kpIS+biioqKxsdFgMFhHtpxSXFwsH5jN5tLSUrkNUL4BVclWCKHRaGwsrdr4dSgZ1c1R7XLtZJ2wnSndfuaqETpdiCXbd4Xtay1TvTPbXdf6PrFdY58+fQoLC1vNtb209TaqFtuJyJ34UQKAHyg6TwC458yYMSMzM3Pv3r1VVVUvvPDC8uXLNRrN3LlzU1JScnJyioqKVq5cWVlZqYzfvXv3448/fvbs2ebm5sbGxvr6+qqqKk9PT3d3d5PJtHHjxvr6+nYXnTVrVlpa2sGDB6urqxMTE+fMmaPVaq0jW045derU5s2bKysrX3755T59+vTv31+v1588eTI3N7eqqmrTpk2d3oGOJmNjc7qKnSndfuaqEbqkBNt3he1rLYSora1VvTPbXdf6PrFd47x58zZv3pyZmXn58uU1a9bIS9he2nobVYvtRORO/CgBwA8UnScA3HP8/f1TUlJWrVoVEhJy9OhR+R28YcOGvfXWWwsWLBg5cuSQIUOWL1+ujH/mmWcCAwPHjh07atSocePGLV26dMmSJW5ubkFBQXPmzHn55ZdzcnIs3yNV1a9fv23btv385z8PDQ29fv36O++8oxrZcsr06dMPHDjQt2/fw4cPf/LJJ926dRs4cGBCQsKDDz44adKkX/ziF53egY4mY2NzuoqdKd1+5qoRuoTtu8L2tZ47d25ISIhOp7O+M9tlfZ/YrnH8+PFr165duHDhmDFjFi5c6OHhIdr4oVBYb6NqsZ2I3IkfJQD4gdJYPieD29TY2Hjz5k1nZwGg85qamrp37+7sLCCEEKmpqfv27du6dauzE8EdjfsEuMfdunXL+pF73CYPDw9H7CqdZ1d68skns0+edXXt0f5QAHeks//MMg8b7ewsIIQQoqpCunZV0zfC2XngzsZ9Atzbup064aYPcHYWdxXJfOuZn8z94x//2OWR+W7brtTc3DzvqRXevn7OTgRAJ73wk9jmhNXOzgJCCCFlHdacOqp5ZpWzE8EdjfsEuMd1/1WC7+Apzs7irtJUd9Xylz91ITpPAMCdSDNuohg30dlZ4E7HfQIAPxR8wxAAAAAAwLHoPAEAAAAAjkXnCQAAAABwLDpPAAAAAIBj0XkCAAAAAByLzhMAAAAA4Fh0ngAAAAAAx6LzBAAAAAA4Fp0nAAAAAMCx6DwBAAAAAI5F5wkAAAAAcCw6TwAAAACAY9F5AgAAAAAci84TAAAAAOBYdJ4AAAAAAMei8wQAAAAAOBadJwAAAADAsbTOTuCu4ubm9vGG17Surs5OBEAnmZtuSX9Y4+wsAACAXZpu1lw5tcfZWdxVpOYmt4lLHBFZI0mSI+ICAAAAACDj07YAAAAAAMei8wQAAAAAOBadJwAAAADAseg8AQAAAACORecJAAAAAHAsOk8AQDskSUpJSRk3bpxOpxs4cOCKFSuuX79uOSA3N/f+++//HjKpqanx8vJyRGSlhPz8/IEDB95mtJaWlrlz565fv/6u+QL5Y8eOjRo1qtXJ27wcnZhu/5RVq1Z5e3ubTKZOJJaUlPTMM89kZ2fLt4Rq7QCAjqLzBAC04+WXX/7tb3/7y1/+8syZM9u2bSssLBwzZkxDQ4Oz87pzlZSULF++PDExUaPRODuXrhEeHr527VpnZ9EBycnJeXl5vXv37ujEhoaG8ePHb968uUePHvKZH1ztAHBnovMEANhSUFDw1ltvffHFF/Pnzw8NDR0/fnx6erpOp3v77betB2dnZ0dFRVkff/DBB2FhYWFhYR9++GFYWJh8csuWLeHh4e7u7lFRUefPnxdCnDlzZuLEievWrRs2bJhl2I0bNwYHBwcHB2/btk05aT1dkZ+fP2HChMTERIPBEB0dnZWVNXr0aJ1Ot3LlShtJKiRJWrdunZ+fX1hY2KFDh+STmZmZI0eO9PHxWbhw4eXLl21km5mZGRcX99hjjykjW73aKo7tbC2lpqb279/fx8cnISGhsbFRdRPMZnNCQoK3t7fBYEhKSmp3r6zDqu5PcXHxmjVrOnQ58vPzo6Oj169fHxgYGB4eruyk6vS0tLSIiAi9Xh8XF2f9RmVHb4A5c+Zcu3ZtzJgxFRUVqonZ2PAePXo8+eSTFy9eVKJZ1m57JwEAtkgAALQtOTn54Ycftj45efJk5Y8nTpwYMmSIJElZWVljx46VTyrHp06dMhgMOTk5ly5dio6ODg0NlSSptLTU1dX1yJEjFRUVy5Yti4+PlyTp9OnTer1+yZIl2dnZSvCvvvrK29v7yJEj5eXlMTExer2+remKvLw8jUazdevWqqqqyMjI3r17X7x4MSsrSwhhMplUk1RKkOe++uqrN2/eTEpKio6OliSpsrLSx8cnPT396tWrCQkJMTExbWWrOtL2q7azVeaeP3/ex8fnm2++KSwsjIyMTE5OVt2E1NTUiIiI4uLi48ePu7m5XbhwwfZeWYdV3Z+jR49GRkZ26HLk5eV5eHi89tprdXV1q1evHjduXFvTi4qK9Hr9/v37q6qqli1bNn/+fMsMO3EDSJKk1+tv3LjRVmK2Nzw0NLS4uFi5JZTa210UAGCD1smNLwDgzlZSUhISEtLqZFhYWFFRkZ0RPvnkk5/+9KdjxowRQqxatWrFihVCCF9f34KCgpCQkLq6OoPBUFZWJg9uaGhITk52dXVVpn/66afPPPPMQw89JIRISkqaPn26jekKb2/vpUuXarXayZMn19TUhP7btWvX2k1Yp9OtWrVKq9XGxcV98sknQog9e/ZMmjRp5syZQoj169cbDIbm5mbVbFVHuri42HjVdra+vr7y3NTU1IULF44bN04IsXXrVvkl1U1oamoymUyjR48uLy/v2bNnS0uLjb2yDmt7czp0OVxcXBITE7Va7ZIlS3bt2tXW9F27dsXGxk6ZMkUI8cYbbwQGBlpuWuduAFlbw+zZcPujAQDsQecJALAlLCzsm2++aXWytLS0f//+tidK//5ynUuXLo0ePVo+VppYrVabnJy8d+9evV7v5uam0+nk80FBQZaNnBDCaDROnjxZPu7bt6/t6QpfX1+tViuP9Pf3V2a1laQlf39/eWS3bv96JqWsrCwjI0OJ4+LiIn8i1Dpb1ZEBAQG249iTbXl5ubLnw4cPF0KYzWbrTYiLi7t+/Xp8fPyVK1fkZ01t75V12OzsbBv706HLoeykUovqdKPRqHwG29fX19XVtaKiQtmHzt0AtofZeXvYGQ0AYA+e8wQA2PLggw9+8803586dU860tLS8//77EydOVB1vNpvlg/LycvkgICCgtLRUPlbeJtq+fXtGRsa+ffsOHDiwYMECZbr13/779OlTWFgoHxcXF9uebifrJC1Zfy1QQEDA9OnTjUaj0Wi8dOlSZmam3K5YZ9vWSHtetc3Pz0/JNisrKyUlRXUTioqKYmJicnNzc3Jy0tPT09LSbO+VdVjb+9Ohy2G9k6rT/f39S0pK5OOKiorGxkaDwdC5FVu5zfvEodEA4F5D5wkAsKV///7/+Z//OXXq1NTU1NLS0qysrNmzZ9+6deuXv/yl9WC9Xn/y5Mnc3NyqqqpNmzbJJ+fNm/eXv/zl2LFj33333R/+8Af5ZFVVlaenp7u7u8lk2rhxY319fVsJzJs3b/PmzZmZmZcvX16zZo3czNg/3c4kbZsxY0ZmZubevXurqqpeeOGF5cuXt/WltbZH2h/H2ty5c1NSUnJycoqKilauXFlZWam6Cbt373788cfPnj3b3Nzc2NhYX19ve6+sw9ren9u8HKrTZ82alZaWdvDgwerq6sTExDlz5li29Lez4u3cJ46OBgD3HCc/ZwoAuOO1tLR89NFHY8eO9fDwCA0N/fnPf37lyhXLAcp3sbS0tDz33HOenp5Dhw7dvn278kU17733XkBAwIABA9577z15ZE1NzZQpU3r16iV/Wa6fn99HH310+vTpiIgI6wQ2btwYFBQUGBi4bdu2wMDAtqYr4/Py8pQ4L7744iuvvCIf9+vXr6CgQDVJy28YUubm5eXJJyVJ2rdv35AhQ+67775JkyYVFhZKktRWttYjbb9qO1vLuR9++GF4eHjPnj1/+tOfNjY2qm7CjRs3YmNjPTw8evXq9eyzz966dcv2XlmHVd0f5Vt27L8crXZSObaeLknSjh07BgwYoNPpYmNjW91dnbgBpH9/w1C7ialueFvfMNTuogAAGzTS3fJLru8EWVlZp0+fvp0IFy5c+NGPftRV+QDAncBoNF6/fn3AgAFCiHPnzu3du/dXv/qVs5MCAAAqGhsbvb29Fy9e3OWR6Ty70rJly+q66z30+k5H+N9NbzYte07cLb95HACEEOLKZenzzzTzl4nurmPQAOoAACAASURBVNL+XZo+wWLEGGfnBAAA1BR9O8xYnJub2+WB+W7bLjY4cqy3r1+np2/f/LZ51AQ6TwB3G0036bO/Co1GMzRSs+Ap4erm7IQAAIAaTTdhLHZEYDpPAIDDaabP1Uyf6+wsAACA0/DdtgAAAAAAx6LzBAAAAAA4Fp0nAAAAAMCx6DwBAAAAAI5F5wkAAAAAcCw6TwAAAACAY9F5AgAAAAAci84TAAAAAOBYdJ4AAAAAAMei8wQAAAAAOBadJwAAAADAseg8AQAAAACORecJAAAAAHAsOk8AAAAAgGPReQIAAAAAHIvOEwAAAADgWFpnJ3C3qb9Z51Z3o9PTJUkSdbWim6YLUwIAAAAAu9xqcFBgOs+uFB0dvX///tuJMHBA/x/9fVdX5QMAAAAA9mtoaAieMMERkTWSJDkiLgAAAAAAMp7zBAAAAAA4Fp0nAAAAAMCx6DwBAAAAAI5F5wkAAAAAcCw6TwAAAACAY9F5AsCdwmg0ajSat99+WzmzZ8+eiRMnyseff/75oEGDBg0aNHHixPr6eodmUlNT4+Xl5dAlOuHOzKoL5ebm3n///UKI/Pz8gQMHOjsdIYTQarVms9nZWXxPjh07NmrUKPn4niocAL4fdJ4AcAfRaDRr164tLy+3fmnatGl5eXl5eXmHDx92d3f//nMD7m7h4eFr1651dhYAcNei8wSAO4irq+tTTz21YsUK65e2bNkSHh7u7u4eFRV1/vx5+WRaWlpERIRer4+LizOZTJbjzWZzQkKCt7e3wWBISkqST2ZmZo4cOdLHx2fhwoWXL19utcTGjRuDg4ODg4O3bdumnLSeMm3atPfff19+9c0333ziiSfajZyamtq/f38fH5+EhITGxkbVzPPz86Ojo9evXx8YGBgeHn7o0KEOZdXWdOt9O3PmzMSJE9etWzds2DAlYHZ2dlRUVKvj/Pz8CRMmJCYmGgyG6OjorKys0aNH63S6lStX2rgoMttzVZezJEnSunXr/Pz8wsLClFqsq1atRU4sLCwsODj4vffeCwoKsrGijQs3derU5ubmfv365eTkWK5iXbXq5nfiDrTzPrF9UTq9/8XFxWvWrLEsvK6uzrpY1bpkH3/88dNPP7106VIvL68JEyYot4R11dZBVMOq/oB3KCUAuINIAIA7w3fffefm5nbjxo3g4ODdu3dLkpSenv7jH/9YkqTS0lJXV9cjR45UVFQsW7YsPj5ekqSioiK9Xr9///6qqqply5bNnz/fMlpqampERERxcfHx48fd3NwuXLhQWVnp4+OTnp5+9erVhISEmJgYy/FfffWVt7f3kSNHysvLY2Ji9Hq9JEmqU/785z8/+uij8qzx48fv3LnTduTz58/7+Ph88803hYWFkZGRycnJqpnn5eV5eHi89tprdXV1q1evHjduXIeyUp2uum+nT5/W6/VLlizJzs5WkszKyho7dmyr47y8PI1Gs3Xr1qqqqsjIyN69e1+8eDErK0sIYTKZVIMrbM9VXe7EiRNDhgxR5r766qs3b95MSkqKjo5uq2rVWo4ePert7X348OHy8vJJkybJm6a6ou0LJ0mSi4tLU1OT5SqqVatufkfvQPvvExsbezv7f/To0cjISMvCVYu1rktZNCUlRavVvvvuuyaTafXq1cOHD29paVGt2jqI9RnV8juaEgDcOeg8AeBOIXeekiTt2rUrODj4xo0bSudZX19fUlIiSVJtbW1iYuLjjz8uSdIf//jHn/zkJ/Jck8nUvXt3s9msREtNTe3bt29OTk5LS0tFRUVjY+MHH3wwb948+dW6ujp3d3fL8c8///xvfvMb+fjrr7+W2xXVKZcvX/b09Kyvr//uu++8vLzq6+ttR05KSnruuefk49zc3CNHjqhmnpeX17Nnz6amJkmSTp8+HRER0aGsVKer7tvp06fd3NwaGxstN7+tzrNXr15yzF//+tfPPPOMPCA0NLSgoEA1uML23HY7T6WWs2fPyidVq1at5Ve/+tWvf/3rVpumuqLtCydZdJ7KKqpVq25+R+9A++8TGxt7O/tv3XmqFmtdl7JoSkrKsGHD5ONbt2716tXr22+/Va3aOoj1GdXyO5oSANw5tM59xxUAYO3RRx/9y1/+8l//9V/K1wtptdrk5OS9e/fq9Xo3NzedTieEMBqNYWFh8gBfX19XV9eKigp/f3/5TFxc3PXr1+Pj469cubJ8+fLExMSysrKMjAxlgIuLi8lkCggIkP9oNBonT54sH/ft21c+aGvK/ffff/jw4dLS0tmzZ/fo0cN25PLy8v79+8vHw4cPF0L87W9/s85cCOHv76/VauV6O5qV6nTVfRNCBAUFubq6trX/kiQpx76+vkpMZUXljGpwe+a2tZxCqaVbt262q7aupby8XNm08PBwGwXavnCWlFXaqtp68zt6B9p/n9i5sbez/8pg62Kt67Kcomx49+7dw8LCLl26pFq1dRDrM6o/4AaDoaMpAcAdguc8AeBOtGHDhuTk5JMnT8p/3L59e0ZGxr59+w4cOLBgwQL5pL+/f0lJiXwsv9FhMBiUCEVFRTExMbm5uTk5Oenp6WlpaQEBAdOnTzcajUaj8dKlS5mZmcrfhoUQffr0KSwslI+Li4vlg7amzJkzJyMj47PPPpMf8rQd2c/PT/nOpKysrJSUlLYy12g0rfahQ1lZT1fdN6HWfgghlO8yVf2GJ2ttBbeT7eWsa2mratWOS9k0ZZ9VV7R94Swpq7RVtXXCHb0D7b9PuoQ9l1u1WOu6LKcod6nZbC4tLQ0ICFCt2jqI9RnV8juREgDcIeg8AeBOFBISsmbNmv/+7/+W/1hVVeXp6enu7m4ymTZu3Cj/VpVZs2alpaUdPHiwuro6MTFxzpw5lk3I7t27H3/88bNnzzY3Nzc2NtbX18+YMSMzM3Pv3r1VVVUvvPDC8uXLLbuFefPmbd68OTMz8/Lly2vWrJFfamtKbGzszp07T548+fDDD9sYJps7d25KSkpOTk5RUdHKlSsrKyttZ26pQ1lZU903VXq9/uTJk7m5uVVVVZs2bbLnGtkfvEuWs7/q2NhYZdNeeuklGyvaE7O2trZzVXf0Dryd+6Sj7Nn/2tpa1WKt67KcderUqc2bN1dWVr788st9+vTp37+/atXWQazPqJbfiZQA4E7h3A/7AgAUynOesqampuHDh8vPedbU1EyZMqVXr17jx49PT0/38/P76KOPJEnasWPHgAEDdDpdbGzslStXLKPduHEjNjbWw8OjV69ezz777K1btyRJ2rdv35AhQ+67775JkyYVFha2SmDjxo1BQUGBgYHbtm0LDAyUT7Y1ZfDgwcqzc+1G/vDDD8PDw3v27PnTn/5UfgjNOvO8vDz5+cBWx3ZmpTpddd+UBxEttbS0PPfcc56enkOHDt2+fbvynKcy8sUXX3zllVfk4379+hUUFLR1UaxLsJ6rupzlc56WtcgnVatuq5bf//73AQEBQUFBGzZskJ/zVF2x3Qs3f/58nU6XnZ2trKJatermd+IO7Oh9Yr2xt7P/ls95yoVfunTJuljVumQpKSnTp0+fN2+eTqeLioo6d+5cW5tsHUQ1rHX5qvtvIyUAuHNopLYfb0BHbdiwYc+ePc7OAgCAfzGbzX//+9+VB4bhUN99911lZeXQoUOdnQgAW0wmk4eHh4eHh7MTcRpJkkpKSpQnya3Nnz//6aef7vJ1+YahrnTixInxc3/q7evn7EQAABBCiPq62ux/HJ3x7G+cncg94dhXB879M5vdBu5w7/5u1ekJ/6EZNNzZiThPQ73bS6uaAn+k+mJT3dVTp045Ylme8wQAAAAAOBbveQIAcNdy9/B87aNdzs7iXjHqocmjHprs7CwA4A7Fe54AAAAAAMei8wQAAAAAOBadJwAAAADAseg8AQAAAACORecJAAAAAHAsOk8AAAAAgGPReQIAAAAAHIvOEwAAAADgWHSeAAAAAADHovMEAAAAADgWnScAAAAAwLHoPAEAAAAAjkXnCQAAAABwLDpPAAAAAIBj0XkCAAAAAByLzhMAAAAA4FhaZydwt/ln5iEPXU9nZwEAAABAxbWrVeLUMclkdHYizmNuMjfW1n53Tv3FxptC9HbEshpJkhwR99506tSp8+fPOzsLAAAAAOquXLmi0+nuu+8+ZyfiTBcvXgwLC2vr1SFDhgwePLjLF6XzBAAAAAA4Fs95AgAAAAAci84TAAAAAOBYdJ4AAAAAAMei8wQAAAAAOBadJwA4mZeXl0aj0Wg0PXr0GDdu3OHDh20MPnbs2KhRo2wHzM/PHzhwYFem2EVqamq8vLycnYUt30OGH3/88eLFi+0ZqVzrO/aC3jXs+bG6HVqt1mw2d2HAO/9HCQCs0XkCgPN99dVX1dXV58+fX7Ro0cyZM//5z3+2NTI8PHzt2rXfZ25wFuVaBwQEvPHGG85O527GjxUAfA/oPAHA+XQ6nZeXV2ho6C9+8YsVK1a8/vrr8vm0tLSIiAi9Xh8XF2cymYQQxcXFa9asEUKYzeaEhARvb2+DwZCUlNQqoCRJ69at8/PzCwsLO3ToUFvR8vPzJ0yYkJiYaDAYoqOjs7KyRo8erdPpVq5cKU/JzMwcOXKkj4/PwoULL1++LE+Jjo5ev359YGBgeHi4HNx2Mhs3bgwODg4ODt62bZty0jrytGnT3n//ffnVN99884knnmgrAds5yz7++OOnn3566dKlXl5eEyZMUH7ZsvUm2J/hmTNnJk6cuG7dumHDhinDVGu3nmupvr7+iSee0Ov1UVFRZ86caWuKcq2/++671atXy8O2bNkSHh7u7u4eFRUlF6WaleplUp2usIyTnZ0dFRUln7c8tjHdzn2w8/LZGa1V7Z1eTtlq2+Ptv6ksE5s6dWpzc3O/fv0OHjxovasdulKqN6r16rZ/HgHAaSQAgFPp9foTJ04of/z666/Dw8MlSSoqKtLr9fv376+qqlq2bNn8+fMlSTp69GhkZKQkSampqREREcXFxcePH3dzc7tw4YISIS8vT6PRvPrqqzdv3kxKSoqOjm4rmjxy69atVVVVkZGRvXv3vnjxYlZWlhDCZDJVVlb6+Pikp6dfvXo1ISEhJiZGnuLh4fHaa6/V1dWtXr163LhxtpP56quvvL29jxw5Ul5eHhMTo9frJUlSjfznP//50UcflWeNHz9+586dbSVgI2dl3ZSUFK1W++6775pMptWrVw8fPrylpUV1E+zP8PTp03q9fsmSJdnZ2cpC1rWrzrVMTAixefNmObFBgwaZzWbVKcq1zsvLi4iIkCSptLTU1dX1yJEjFRUVy5Yti4+Pbysr1cukOl1hGScrK2vs2LHyeeXY9nQ798HOy2dnNMucb2c5y622Md7+m6rVRXFxcWlqalLdVfuvlOqNqrq6jZ9HAHAiOk8AcLJWnWdBQYGbm5skSX/84x9/8pOfyCdNJlP37t3NZrNl59m3b9+cnJyWlpaKiorGxkYlQl5eXs+ePZuamiRJOnv27JAhQ9qKlpeX16tXL3nkr3/962eeeUYeEBoaWlBQ8MEHH8ybN08+U1dX5+7uLk9Rgp8+fVruiGwk8/zzz//mN7+Rj7/++mv5r8uqkS9fvuzp6VlfX//dd995eXnV19e3lYCNnJV1U1JShg0bJh/funWrV69e3377reom2J/h6dOn3dzcLKtTrV11rmViDzzwgGVieXl5qlOsO8/6+vqSkhJJkmpraxMTEx9//HH5KlhnpXqZVKcrLOOo9ki2p9u5D3ZePjujWeZ8O8tZbrWN8fbfVK0uiu3O084rpXqjqq5u4+cRAJxI68z3WwEAVkwmU58+fYQQRqMxLCxMPunr6+vq6lpRUaEMi4uLu379enx8/JUrV5YvX56YmGgZxN/fX6vVCiG6dfvXUxVtRfP19ZVHarVaf39/eYB8pqysLCMjQznp4uIif5ZPCS7/03YyRqNx8uTJ8nHfvn3lA9XIAQEB999//+HDh0tLS2fPnt2jR4+2ErCRs6Xw8HD5oHv37mFhYZcuXVLdBPszFEIEBQW5urparmJde1vVtZWY0Whsa7lWtFptcnLy3r179Xq9m5ubTqeTz1tnJdQuU1vTFapxJEmyZ7qd+yDsu3z2R1Nyvs27RWF7vJ03VVubab2rwu4rpXqjqq5u+18OAOAsPOcJAHeWPXv2REZGCiH8/f1LSkrkk/IbFwaDQRlWVFQUExOTm5ubk5OTnp6elpZmGUSj0bQKazuaqoCAgOnTpxuNRqPReOnSpczMTPkv4tbBbSTTp0+fwsJC+bi4uNh25Dlz5mRkZHz22WfyQ55tDbOTspzZbC4tLQ0ICFDdhA5laN2xWNfebtrKKk1NTSUlJcHBwXZWun379oyMjH379h04cGDBggXKedU+yvoytTVdNY7yXazl5eX2TO/EPthgfzQl59u8W+xk500l2rgo1rsq7L5Sqjeq6uq2/+UAAM5C5wkAznfjxo2amprS0tJNmzb96U9/+u1vfyuEmDVrVlpa2sGDB6urqxMTE+fMmWP5d9ndu3c//vjjZ8+ebW5ubmxsrK+vt72E7WiqZsyYkZmZuXfv3qqqqhdeeGH58uXWf0VuN5l58+Zt3rw5MzPz8uXLa9askSO0FTk2Nnbnzp0nT558+OGHO5SAqlOnTm3evLmysvLll1/u06dP//79VTehQxnaU3u7c3Nzc5OTkysrK1988cXw8PC+ffvauVxVVZWnp6e7u7vJZNq4cWO7F73T0/V6/cmTJ3Nzc6uqqjZt2mTP9E7sgw2diHabd4ud7LyprCfW1taq7qoq1a1WvVFVV+/ovxwA4Hvi7I/7AsC9Tq/Xy/9CdnNzGzt27Jdffqm8tGPHjgEDBuh0utjY2CtXrkgWD6TduHEjNjbWw8OjV69ezz777K1bt5RZymOB8rH8nKdqNMuRL7744iuvvCIf9+vXT34Kbt++fUOGDLnvvvsmTZpUWFhoHVw+tpGMJEkbN24MCgoKDAzctm1bYGCgfNI6smzw4MHKw3XtJqCasywlJWX69Onz5s3T6XRRUVHnzp1raxPsz1B5DM+Sau1tVScnFh8fHxsbq9PpHnzwQeXbX6ynWD/nWVNTM2XKlF69eo0fPz49Pd3Pz++jjz5SzUr1MqlOV6ZYxmlpaXnuuec8PT2HDh26fft2+YlE29Pt3Ac7L5+d0VrV3unlrLdadbz9N1WrxObPn6/T6W7cuGG9qx26Uqo3qvXqtn8eAcBZNJLFkwa4TY2NjTdv3nR2FgAAkZqaum/fvq1btzo7kS5QUFCwaNGif/zjH85O5F53N91UgFM0NzcLIVxcXJydyD2nqalJq9Xa/0kQDw8PG0+qdxqdZ1d68skns0+edXXt4exEAOBeV11x5Vp1VdiAwc5OpAtcr7l6uaRo4PBRzk7kXnc33VSAU5QXF1T2uE9j8HN2Ivcc6fzZHi73devubtdg8634pXFvv/12l6fBd9t2pebm5nlPrfD25ccJAJzs2FcHzv0ze+kvX3J2IrerrPDbbW++MnPRkxMeedTZudzr7pqbCnCW7e9vqAoI1Tw0xdmJ3HOkN1/Su4X18Aq0Z3BT3VX53ekuR+cJALgLjXpo8qiHJjs7iy4Q3G/AK+/9r7OzgBB30U0FAE7Bd9sCAAAAAByLzhMAAAAA4Fh0ngAAAAAAx6LzBAAAAAA4Fp0nAAAAAMCx6DwBAAAAAI5F5wkAAAAAcCw6TwAAAACAY9F5AgAAAAAci84TAAAAAOBYdJ4AAAAAAMei8wQAAAAAOBadJwAAAADAseg8AQAAAACORecJAAAAAHAsOk8AAAAAgGPReQIAAAAAHEvr7ATuKm5ubh9veE3r6ursRAAAAIA7S8XlMqn7CXE009mJ3HvKLlZ3M3bTutkzVmpucvvxYkdkoZEkyRFxAQAAAACQ8WlbAAAAAIBj0XkCAAAAAByLzhMAAAAA4Fh0ngAAAAAAx6LzBAAAAAA4Fp0nAAAAAMCx6DwBAHcKg8GgseDp6dmJIMeOHRs1alTnXr1NLS0tc+fOXb9+vSN+Y1l+fv7AgQNbnXRoOd8nrVZrNputz5vN5mnTpm3evNn6pbumdgC4R2idnQAAAP/PoUOHRo4ceTsRwsPD165d27lXb1NJScny5ctjYmIcFN+aQ8u5E1y4cOHll1+eMGGC9Ut3fe0AcJfhPU8AwB1Ep9N5WRBCZGZmjhw50sfHZ+HChZcvXxZC5OfnT5gwITEx0WAwREdHZ2VljR49WqfTrVy5UghRXFy8Zs0aeVh0dPT69esDAwPDw8MPHTpk+arZbE5ISPD29jYYDElJSe2GFUKkpaVFRETo9fq4uDiTydQq88zMzLi4uMcee0zJU9Fu5C1btoSHh7u7u0dFRZ0/f14+mZqa2r9/fx8fn4SEhMbGRiGEJEnr1q3z8/MLCwtzdDmqKdmeYp2w9XjVizJ16tTm5uZ+/frl5ORMnDhx3bp1w4YNk3P4j//4j8mTJys5nDlzRhmg1N5uYgCAO4IEAMCdwcfH5+jRo5ZnKisrfXx80tPTr169mpCQEBMTI0lSXl6eRqPZunVrVVVVZGRk7969L168mJWVJYQwmUxHjx6NjIyUh3l4eLz22mt1dXWrV68eN26cJEnKq6mpqREREcXFxcePH3dzc7tw4YLtsEVFRXq9fv/+/VVVVcuWLZs/f367eSpsRy4tLXV1dT1y5EhFRcWyZcvi4+MlSTp//ryPj88333xTWFgYGRmZnJwsB3n11Vdv3ryZlJQUHR3tuHJUU7I9xTph1fGqF0WSJBcXl6amptOnT+v1+iVLlmRnZ6vmYDlAqd12YgCAOwSftgUA3EEmTpyo1f7rv03vvvtuU1PTpEmTZs6cKYRYv369wWBobm4WQnh7ey9dulSr1U6ePLmmpib0365du2YZzcXFJTExUavVLlmyZNeuXa3WampqMplMo0ePLi8v79mzZ1FRkY2we/bsiY2NnTJlihDijTfeCAwMbG5udnFxkUPt2bPHOk/lVdsJBwUFFRQUhISE1NXVGQyGsrIyIURqaurChQvHjRsnhNi6datcl06nW7VqlVarjYuL++STTxxXjq+vr3VKu3btsjHFOmHV8e1elIaGhuTkZFdX14aGBuscLAccO3ZMPmM7MQDAHYLOEwBwB/nrX/8qf9JSCGEwGN5+++2MjAx/f3/5jIuLi/xZSl9fX7lB1Wq1yqtKy6rw9/dXhrV6KS4u7vr16/Hx8VeuXFm+fHliYqLtsEajMSwsTD7j6+vr6upaUVGhjCkrK7POMyAgQFnORmStVpucnLx37169Xu/m5qbT6YQQ5eXl/fv3l4cNHz5cCJGfn6+U061b64dlurYc1ZRsT7FO+G9/+5v1eNsXRQgRFBTk6uraVg6WAxS2EwMA3CF4zhMAcAfp06dP2L95enoGBARMnz7daDQajcZLly5lZmZ2qKPQaDRtvVRUVBQTE5Obm5uTk5Oenp6WlmY7lL+/f0lJiXxcUVHR2NhoMBiUV28nz+3bt2dkZOzbt+/AgQMLFiyQT/r5+ZWXl8vHWVlZKSkp32c5qinZnmKdcFvjbVQhLNpR1RxEG/9/wUZiAIA7BJ0nAODONWPGjMzMzL1791ZVVb3wwgvLly+33bfYb/fu3Y8//vjZs2ebm5sbGxvr6+ttj581a1ZaWtrBgwerq6sTExPnzJlj2QLdTp5VVVWenp7u7u4mk2njxo1yJnPnzk1JScnJySkqKlq5cmVlZeX3WY5qSranWCdse7y12tradrelE7UAAO4Q/Ku5K2VlZZ0+fdrZWeBfmpubS0tLw8PDnZ0IAHs1NDTs3Lnz+PHjlicXLFjw1FNPVVZWhoeHL1269P333zcajTU1Ne+//74Q4sSJE926dZOPr1+//sknn9TX11dWVrYaphyXlJTIr7q6ujY1NUVGRmq12sjIyFu3bqWmptoI27t37wULFixatOjatWsDBw5cvHix/KqNPJWXbCes0+kqKip8fX39/f2nTZuWkpLys5/9LCoq6tFHH505c2Ztbe0DDzzg5uZmmZ7RaKyurnZcOc3Nzaop2d6BVgkfPHjQerzqRRFCjBw5MiAgYOXKlcoZ1RxCQkKUAUrt8ubbSAwAvn+lpaV+fn5ubm7OTqQzIiMjIyMjuzysRnLAb7u+Zy1btqyuu95Dr3d2IhBCiKor3+3J+UYzeaazEwEAAMC9Rdr+oXfPcG0PnbMT6TBzY+3i6aP+9Kc/dXlk3vPsYoMjx3r7+jk7CwghRFnRt5oLBZpRKr9/HAAAAHAc6W+f9vAOcvX84T123lR31UGRec4TAAAAAOBYdJ4AAAAAAMei8wQAAAAAOBadJwAAAADAseg8AQAAAACORecJAAAAAHAsOk8AAAAAgGPReQIAAAAAHIvOEwAAAADgWHSeAAAAAADHovMEAAAAADgWnScAAAAAwLHoPAEAAAAAjkXnCQAAAABwLDpPAAAAAIBj0XkCAAAAAByLzhMAAAAA4FhaZydwt6m/WedWd8PZWUAIIRrqbwqzWdysdXYiAAAAuMe0NLeYb7WYG52dR4e1mG85KDKdZ1eKjo7ev3+/s7PAv5jN5kjRGP7VZ85OBAAAAPeWskB/g6HF3f2H+BZI97FjxzoirkaSJEfEBQAAAABAxnOeAAAAAADHovMEAAAAADgWnScAAAAAwLHoPAEAAAAAjkXnCQAAAABwLDpPAAAAAIBj0XkCAJxPkqQtW7aMGDHivvvu69u37+uvv96JX/ql1WrNZrMj0nOc3Nzc+++/XwiRn58/cOBAZ6fTYS0tLXPnzl2/fr2d12vVqlXe3t4mk6nTKx47dmzUqFGdng4AcBatsxMAAED84Q9/2LRp0zvvvDN8+PAzZ87Ex8d7enr+4he/cHZeaEdJScny5ctjYmLsHJ+cnJyXl9e7d+9OrxgeHr527dpOTwcAOAvveQIAcC/xSAAAIABJREFUnKy6ujopKWnXrl0zZswICgqaNm3a66+//uWXX8qvbtmyJTw83N3dPSoq6vz580KI/Pz86Ojo9evXBwYGhoeHHzp0SAgxderU5ubmfv361dXVWU85c+bMxIkT161bN2zYMGXd7OzsqKioVsf5+fkTJkxITEw0GAzR0dFZWVmjR4/W6XQrV65sKx+F7bmqy1mSJGndunV+fn5hYWFyUUKIzMzMkSNH+vj4LFy48PLly23VorontrO1jNNWbjamy7nFxcU99thjSm6W0tLSIiIi9Hp9XFyc/CbnnDlzrl27NmbMmIqKCuu6VEswm80JCQne3t4GgyEpKUkIUVxcvGbNGiHEtGnT3n//fXmtN99884knnlBdFABwh6DzBAA4WW5ubkhIiGUftXDhwk8//VQIUVZW9otf/OLDDz8sKysbNGjQW2+9pUwxm80FBQXz589/6aWXhBD79+93cXEpLCy8evVqW1O+/fbbLVu2tJtPVlbW4MGDv/3224aGhtjY2B07dnzxxRcbNmyoqKhoKx975ra7bkFBgYuLy8WLF5966qlXXnlFCFFVVTVnzpykpKQLFy54eXktWbLERi3We9Jutrb3xPb0tnKTFRcX/+xnP3vnnXeKi4v1ev1zzz0nhNi5c2fPnj3PnTvXrVu3tupqVcLOnTu//PLLEydOfPHFF//93/9dWFioLBEbG5uRkSEff/bZZ0888YTqogCAOwSftgUAOFlxcXGfPn1UX/L19S0oKAgJCamrqzMYDGVlZfJ5FxeXxMRErVa7ZMmSXbt22TOloaEhOTnZ1dW13Xy8vb2XLl2q1WonT55cU1MT+m/Xrl0LCgpSDW7P3HbX1el0q1at0mq1cXFxn3zyiRBiz549kyZNmjlzphBi/fr1BoOhubm5rVqs96StrVAocbKzs63zsT1dNTcXFxf51V27dsXGxk6ZMkUI8cYbbwQGBlq+2lZdqpe1qanJZDKNHj26vLy8Z8+e1dXV8vnZs2evWrWqoaGhpqbm3Llz06ZNe++992wsCgBwLjpPAICThYSEtPqspvyJ2WeffVar1SYnJ+/du1ev17u5uel0OnmAv7+/VqsVQsj/tNTWlKCgIBttp+UX5Pj6+irB/f39lbA2gtszt63lFEpR3br96xNJZWVlGRkZShwXFxf5E6SqtVjvSbvZqsZRcrM9XTW3gIAA+Y9GozEsLEzZE1dX14qKCmVwW3VZlxAXF3f9+vX4+PgrV64sX748MTFRSSAgIOD+++8/fPhwaWnp7Nmze/ToYXtRAIBz8WlbAICTjRgxoqio6MSJE8qZzz//fP369W5ubtu3b8/IyNi3b9+BAwcWLFigDNBoNG1Fa2uKdfsnhFC+C7e8vNyeVNsKbifby1kXFRAQMH36dKPRaDQaL126lJmZKfdRqrVYT283W8s41rnZnt5WbjJ/f/+SkhL5uKKiorGx0WAwtDvXuoSioqKYmJjc3NycnJz09PS0tDTLV+fMmZORkSF/1LbdRQEAzkXnCQBwMoPB8PLLL8+ePXvXrl2lpaW7d+/++c9/vmLFCo1GU1VV5enp6e7ubjKZNm7cWF9fbztUbW2t/VP0ev3Jkydzc3Orqqo2bdpkT6odzec2l5sxY0ZmZubevXurqqpeeOGF5cuX22i5bydb1dxsT7ed26xZs9LS0g4ePFhdXZ2YmDhnzhzLLtf+unbv3v3444+fPXu2ubm5sbGxVQ6xsbE7d+48efLkww8/3O6iAADn0nTiF6ahLRs2bNizZ4+zswCAHx5JksrLy8vLy+vr693c3IKCgkJCQjQajdlsPnXq1I0bN+67777w8PBz587179+/Z8+eJ0+eHD9+vBCirq5OOT59+nRlZeX48ePPnj3baopOpzt16pQ8zNL58+cvX77s7u7et2/fkpKS0aNHWwYsLCzUaDR9+/YVQnz99dcjR450dXW1zkf5iKntuffdd5/1cjdu3Dhz5sy4ceMs59bV1Z06dWrcuHFCiKqqKvn7inr27Dl48GB3d/fa2lrrWlpNl49Vd0/JtlUc69xsT1fNzTIlk8l04cKFxsbGXr16DRo0SP5Y7+HDhx988EEXFxfruaolNDc3nzlz5urVq926dfPz84uIiLhx40Z+fv6YMWPkVbKysry8vAYNGmRjUeD2lZSUhIaGOjsL3BYuop2effbZuXPnOiIynWdXWrZsWWjUVG9fP2cnAgAAgC7zwk9iG//0P87OArel5bmFoaOXtD/u3tZQXf7c/KgXX3zREcH5tC0AAAAAwLHoPAEAAAAAjkXnCQAAAABwLDpPAAAAAIBj0XkCAAAAAByLzhMAAAAA4Fh0ngAAAAAAx6LzBAAAAAA4Fp0nAAAAAMCx6DwBAAAAAI5F5wkAAAAAcCw6TwAAAOD/a+/+o6Kq8waO34kRRBhHYBAQVEZDMktPkYlKe5C0x0NWSK6/NlurJ5RcW90l26Ol5wnbTq1PPw79WBMtxT3tgkurLBH9cHXZBI4+hmKiIowI2jA4igIiMHCfP257n3mYO+Pw4zqi79cfncv3fn98vj86Zz4y9wJAXWSeAAAAAAB1kXkCAAAAANRF5gkAAAAAUBeZJwAAAABAXWSeAAAAAAB1kXkCAAAAANSl9XQAt5r/Kdrrpxvq6SgAAADQbzptHeL+Qk9Hgb6x2Zp/PO7pIG52HVcbBSFWpc41oiiq1PVt6OjRoydPnvR0FAAAAOhPZ86ciYyM9HQU6BM20U0xMTFjxoxRo2cyTwAAAACAunjOEwAAAACgLjJPAAAAAIC6yDwBAAAAAOoi8wQAAAAAqIvMEwDwf0RRzMrKmjp1qk6nu+uuu1588cUrV67YV9i5c+dTTz3lTldlZWX33HNP78J46aWXAgICLBZLL9qmp6cvW7aspKREGv3QoUMPPPBA78JQpNVqbTZbX7rty8rcDr788svx48ePHz8+Pj6+tbXVnSbSply3Wi9O74kTJ+666y53mgAAXOPveQIA/s+rr7766aefvv3221OmTDl37tzrr7/+4IMPlpWVDR48+EaGkZmZWVFRMXz48J42vHbt2rRp0x5++OGysjKpxGg0vvbaa/0doFrdQhCE2bNnz54929NRAAD6Gb/zBAD8pLKy8u233/7666/nz58/evToadOm5eXl6XS6d999175aa2vrwoUL9Xp9bGzssWPHpMLc3Nzo6Gi9Xp+cnNztd5U2my01NTUgIMBgMKSnp0uFW7ZsMRqNvr6+sbGx3f4S8ty5cy9fvvzggw82NDQ4Vjtx4sT06dPT0tIMBkNcXFxxcfHkyZN1Ot2qVasEQRg8ePBzzz135swZuTeTybR+/frrDioIQlFR0X333RcUFLR48eLz588rRv7II490dnaOHTv22LFjUreu4ykpKYmN/elPcttfy1yH5HhXcTElO3fufP75559++ulhw4ZNnz5d7s2deSl2q7inPQrJ9QRPnDgRFxe3adOm8PBwo9G4d+9eF01cHDB5U0pLS+Pj4zdu3Dhx4kRn/SieXte7IIrixo0bQ0JCIiMjXQR57Ngx+9EBAN2JAACIoiiKmZmZDz/8sGPhzJkz5R+zsrIEQdi8ebPFYlmzZs348eNtNlt1dbVer//qq6+sVuvSpUvnz58viuL3338/YcIEURSzs7Ojo6NNJtPhw4d9fHxOnz599uxZb2/v/fv3NzQ0LF26NCUlpduger2+qalJsVpFRYVGo9m6davVao2JiRk+fPiZM2eKi4sFQbBYLKIojh492mQyyaMfPHgwJiZGFEXXg164cCEoKCgvL+/ixYupqakJCQmKkYui6OXl1dHRIXfrOp7i4uIpU6ZIQ8jXcmyuQ1K8qxiSvDVarfbDDz+UtmbSpEldXV1uzsuxRHFPexqS6wlWVFT4+fm98cYbLS0ta9asmTp1qrMmisHYkzalvLxcr9cvWbKkpKREsR/F06tYU94jaX9///vfX716NT09PS4uzlmQ9qOLAAAHfNsWAPCTmpqaUaNGdSuMjIysrq62L7n//vtTUlIEQdi4cWNmZmZlZeWXX36ZlJQ0a9YsQRDeeuut8PDwzs5O+yYdHR0Wi2Xy5Ml1dXVDhw7t6uqqrKwcNWpUS0uLwWCora1VjCc4OFixWkBAwNNPP63VamfOnNnY2Dj63y5fvhwcHOxsds56k/z973+fMWPGnDlzBEHYtGmTwWCQptAtcsWeXcTjLBh3QnJ210VId999d2pqqvDvrTl9+vSBAwfcmdfhw4e7lXz44YeOe9rTkFxPUBAELy+vtLQ0rVa7ZMmS3bt3O2uye/dux2C8vLwcl/TatWuZmZne3t7Xrl1THNrx9EZGRroOUqfTvfTSS1qtNjk5+c9//rOLecmju953ALg9kXkCAH4SGRl54MCBboVnz56NioqyLzEajdLFoEGDIiMjzWaz2WyOjIyUCoODg729vRsaGuT6ycnJV65cSUlJqa+vX7FihZRpZGZmFhQU6PV6Hx8fnU6nGI+zasHBwVqtVqoQGhoqV3Y9O9eD1tbW5ufny715eXlZLBbHyBV7djMeURR7FJLiXdchdduac+fOuTkvxxLFPTUYDD0K6bobHRoaKi+diyaKwciTshcRESElfs6Gdjy9d955p5tB3nHHHa7nJY8OAHDEc54AgJ889NBDBw4cOH78uFzS1dX18ccfx8fH21czmUzSRUdHR01NzciRI0NDQ2tqaqTChoaGtrY2g8Eg16+urk5ISCgrKystLc3Ly8vNzc3JycnPzy8sLPzmm28WLVrkLB43q7nJdW9hYWGJiYlSFn3u3LmioqLQ0FDHyHsxrvzO1bq6uh6FpHjXdUjy1khfIg0LC3NzXo4linva05Cuu4MajcadWbs+YPbkDNbZ0I6nt7+CFNz45w8AuJ2ReQIAfhIVFfWb3/zmkUceyc7OPnv2bHFx8RNPPNHe3r569Wr7amVlZZmZmRcuXFi3bp3RaBwzZsxjjz2Wm5v77bffXrp0KS0tbe7cufYfwffs2bNgwYIffvihs7Ozra2ttbXVarX6+/v7+vpaLJaMjAxnfznDzWpuct3bo48+WlRUVFBQYLVa165du2LFCo1G4xi5VLm5udnNQfV6/ZEjR8rKyqxW6wcffNCjkBTvOgtJcvTo0c2bN1+4cOHVV18dMWJEVFSUm/NyLFHc056G1IsdVGzi+oApboqzoR1Pb38FCQC4Dk8/aAoAuIl0dXXt2LFjypQpfn5+o0ePfuGFF+rr6+0rZGVlpaSkJCUl6XS6hx56SH6dzK5du8aNG6fT6ZKSkqQm8jtampqakpKS/Pz8AgMDly9f3t7e3tjYOGvWrMDAQOn1uSEhITt27LAfRXrDkGK1ioqK6Ohoqdq6des2bNggXY8dO7ayslJ0/oah6w5aWFg4YcKEIUOGzJgxo6qqSjFyURTnz5+v0+n27dsnv2HIRTxdXV0rV6709/e/9957c3Jyur1hyHVIincVQ5K3JjExcd68eTqdLjY29vjx4+7PS7Fbxz3taUiuJ2i/dPK1syaOwdiTNqWkpETuULEfxdOrWNP+DUP2QbrYuPLycrkmAMCRRnR47AS91tbWdvXqVU9HcXvp6OgYNGiQp6MAAM/Lzs4uLCzcunWrpwMBAPQn6c1wiq9VU4mfn58aT62Tefan5557ruTID97eN/Tvrd/myiorNJFR168HALc8a4N4+aJmTLSn4wAA9CfxzGmfNtFrsPLb+Pp/OFv7sl8++c477/R7zzwK3586Ozvn/eeLAcEhng7kNlK2bpUmdY2nowAAzxOL92mOHtQse8nTgQAA+tW293RWwS9k3I0ZraPlYrc/jdZfyDwBALgVaKbGC1PjPR0FAADKeLctAAAAAEBdZJ4AAAAAAHWReQIAAAAA1EXmCQAAAABQF5knAAAAAEBdZJ4AAAAAAHWReQIAAAAA1EXmCQAAAABQF5knAAAAAEBdZJ4AAAAAAHWReQIAAAAA1EXmCQAAAABQF5knAAAAAEBdZJ4AAAAAAHWReQIAAAAA1EXmCQAAAABQF5knAAAAAEBdWk8HcEvx8fHZ+d4bWm9vTwdyO7FaxP9e7+kgAAAAAFWIP9Zdbheb60/doOE6O3zil6jRs0YURTX6BQAAAABAwrdtAQAAAADqIvMEAAAAAKiLzBMAAAAAoC4yTwAAAACAusg8AQAAAADqIvMEgIHEbDZrNJpnn33WvvCFF17QaDRnzpzxUFDdNTY2Dhs27LrVDh069MADD/SubY9q3vy0Wq3NZlOvf8Wl7l83cjtuwHTU5nq5boEJAoAjMk8AGGC0Wm1BQUFHR4f0Y1dXV15eno+Pj2ej6gWj0fjaa695Oorbwi221LfYdBzd8hMEcHsi8wSAAcbHxycmJmbv3r3Sj8XFxdHR0f7+/tKPRUVF9913X1BQ0OLFi8+fPy8IwokTJ+Li4jZt2hQeHm40GuWGubm50dHRer0+OTnZYrEIgnDs2LH4+PiNGzdOnDhRsSubzZaamhoQEGAwGNLT07sFlpGRMXLkyJEjR27btk0udOxEZjKZ1q9f76Ltli1bjEajr69vbGzsyZMnezeK1E9kZOTIkSP/+Mc/RkRECIJQUlISGxsr3bW/dt1PdnZ2VFRUUFBQampqW1ub4hqeOHFi+vTpaWlpBoMhLi6uuLh48uTJOp1u1apVzoZ45JFHOjs7x44d29LSorh9rjt0Fp79bspL3Yvw+mXTZ8+e/fHHH0t3//CHPyxcuFCxmpuTlafT7cRKdu7c+fzzzz/99NPDhg2bPn26fHIcj1O35ornzf4UubjreDb6cnrt/9dwPS4ADCQiAGDg+PHHH/38/D755JPnnntOKlm9evVHH30UFBRkMpkuXLgQFBSUl5d38eLF1NTUhIQEURQrKir8/PzeeOONlpaWNWvWTJ06VRTF6upqvV7/1VdfWa3WpUuXzp8/XxTF8vJyvV6/ZMmSkpISxa6ys7Ojo6NNJtPhw4d9fHxOnz4tB/bPf/4zICBg//79dXV1CQkJer1eFEXFTmQHDx6MiYlx1vbs2bPe3t779+9vaGhYunRpSkpKr0cJCAjYt29fXV3djBkzpCbFxcVTpkyRKsjXrvs5efJkUFDQgQMHqqqqYmJiMjMzFdewoqJCo9Fs3brVarXGxMQMHz78zJkzxcXFgiBYLBZnQ3h5eXV0dDjbPhcdugjPfjflpe5FeP2y6R999NHjjz8utZo2bdrnn3/el8nK07Gfo3w3KytLq9V++OGHFotlzZo1kyZN6urqUjxO9s0VK8hc33Vc/D6eXnmCrscFgIGFzBMABhIp87RaraGhoe3t7V1dXWPGjDGbzVLm+emnn86bN0+q2dLS4uvra7PZKioqhg4d2tHRIYpieXl5dHS0KIrvvPPOL3/5S6mmxWIZNGiQzWYrLy/38fFpa2sTRVGxq+zs7DFjxpSWlnZ1dTU0NEg1Jb/+9a9/97vfSdffffed9KlasRO5ifzxWrFta2trTU2NKIrNzc1paWkLFizo3Si//e1vX3755W5NFDNP1/2kp6evXLlSui4rK9u/f7/iGlZUVAQGBkqr/fLLLy9btkyqMHr06MrKSmdDSJmns+1z0aGL8Ox30z7z7Gl4/bLp58+f9/f3b21t/fHHH4cNG9ba2tqXydpnnvIcZVlZWRMnTpSu29vbAwMDT506pXic7JsrVpC5vuu4+H08vfIEXY8LAAOL1rO/cQUA9EJgYOCkSZP27dsXGBgYEREREhIildfW1ubn54eGhko/enl5SV8BDQ0N1Wq1giBI/xUEwWw2R0ZGStfBwcHe3t4NDQ2CIERERHh7ezvrKjk5+cqVKykpKfX19StWrEhLS5NDMpvNM2fOlK7HjBnjIp6wsLBu01Fsq9VqMzMzCwoK9Hq9j4+PTqfr3Sh1dXVyE6PR6LiYoii62U9UVJR0PWnSJEEQvvjiC8U1DA4Olldb7k0qcT2Es+1z0aHMMbxjx47Ju2mvp+H116bfc889+/btO3v27BNPPDF48OC+TNae4hzljR40aFBkZOS5c+eMRqPjcbJvrnjeZK7vOi6+zWbry+l1c1wAGFh4zhMABqSf//znOTk5f/3rX+fNmycXhoWFJSYmms1ms9l87ty5oqIi6ROtRqPp1jw0NLSmpka6ln6RZTAYBLuP+IpdVVdXJyQklJWVlZaW5uXl5ebmyh2OGDGiqqpKujaZTK7j6UaxbU5OTn5+fmFh4TfffLNo0aJejxIcHCw3kacsCIL8Ltm6ujp3+gkJCZFrFhcXZ2VlOVtDF1wP4eZyKXIMT3CZsLkfXn9t+ty5c/Pz8//2t79JD3n2ZbL2FOcoB2Oz2c6ePRsWFqZ4nOybO6vgzl3Hxe+v0+t6XAAYWMg8AWBAeuKJJ6Q0IDk5WS589NFHi4qKCgoKrFbr2rVrV6xY4ZhzSh577LHc3Nxvv/320qVLaWlpc+fO7fYJXrGrPXv2LFiw4Icffujs7Gxra2ttbZXrz5s3b/PmzUVFRefPn1+/fr00rpvxKLa1Wq3+/v6+vr4WiyUjI0MaqxejJCUlyU1eeeUVqVCv1x85cqSsrMxqtX7wwQfurN6TTz6ZlZVVWlpaXV29atWqCxcuXHcNHbkYorm52f3tc+QYnpsNrxtef216UlLS559/fuTIkYcfftj1UvTd0aNHN2/efOHChVdffXXEiBFRUVGKx8me6wqu7zoufn+d3uuGDQADiae/7gsA6AHpOU/peubMmdLrgkRRlJ7zFEWxsLBwwoQJQ4YMmTFjRlVVlSiKFRUV0rOd3a537do1btw4nU6XlJRUX18v2j0FKnHsqqmpKSkpyc/PLzAwcPny5e3t7faxZWRkREREhIeHb9u2LTw83FknMvlhNsW2jY2Ns2bNCgwMnDZtWl5eXkhIyI4dO3oxSldX15tvvhkWFhYREfHee+9JD9d1dXWtXLnS39//3nvvzcnJkZ/5dNGPKIrbt283Go1Dhw595plnpIcDHdfQfoXXrVu3YcMG6Xrs2LHSk4qKQ8yfP1+n0zU3N7vePsUOnYVnv5v2z3n2NLx+3PS7775bfnRTsZqbk7V/ztP+xEqysrISExPnzZun0+liY2OPHz8uOjlO9s2dnTd37joufh9PrzzB644LAAOIRvz38y3ou+Li4vLyck9HAdxQp0+fvvPOOz0dBeCWq1evrl279t133/V0IFBRaWnp0aNHn3/+eU8HAgCCIAhNTU3Nzc2O7zi4mcXExMTExPR7t7xhqD9t3ry5ZZDeT6/3dCDAjfPZ+xkdz77o6SgA97S1iZ1dy8uqPB0H1FRTLzY2/w+7DOAmcbh4iMk8xBDp6TjcZWtrfirxGJnnAHB3zJSA4BBPRwHcONl/fMf2wHRPRwG452qL+NkWDSf2liZ2dGiaLrPLAG4SYv35QZb2IcFjPR2IuzpaLqrUM5knAOC2McTvjvc/83QQUJdmarwwNd7TUQAAuuPdtgAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1kngAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1kngAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1kngAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1aTwdwq2m92uLT0uTpKIAbRxRF4Wqzp6MAAAC4KbW3i122Llubp+NwV5etXaWeyTz7U1xc3FdffeXpKIAb6u67osf+82+ejgIAAOBm1GRrahk1JDR0AP0z/aApU6ao0a9GFEU1+gUAAAAAQMJzngAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1kngAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1kngAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1kngAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1kngAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1kngAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1kngAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1kngAAAAAAdZF5AgAAAADUReYJAAAAAFAXmScAAAAAQF1kngAAAAAAdZF5AgAAAADUReYJAAAAAFCX1tMB4P9ZsGBBVVWV4q3Vq1f/4he/uMHxuKmxsTEyMrKxsdGDMbz55ps5OTmKt+Lj4zdt2tSLPr/88svVq1cLghASElJQUODr69unENXUly0oLCxct26d4i29Xv/tt9/2ok+Vlu7QoUPLly8/dOhQv/QGAACAG4bM8+Zy+IeTK/7rvx3Lq44fraysvPHxDCDl5eXfL1ohBAR1vyGKQ//0Xu/6nD179uzZs/sa2U3PZDLVXA3wG36n460fDu/pXZ8qLZ3RaHzttdf6vVsAAACojW/b3lKys7OjoqKCgoJSU1Pb2toEQcjNzY2Ojtbr9cnJyRaLRRCEEydOxMXFbdq0KTw83Gg07t271/22x44di4+P37hx48SJEwVByMjIGDly5MiRI7dt2ybHsGXLFqPR6OvrGxsbe/LkyRu/CL3gbE0U5+K4LPZuty3or6Wz2WypqakBAQEGgyE9PV0qLCoquu+++4KCghYvXnz+/HlBEEwm0/r161WdEQAAANRA5nnrOHXq1AsvvLBjx46DBw8ePHhw586dJpPp2Wefff/9900mk16vX7lypVSzrKzMZrNVVlbOnz//lVde6WnbU6dObdmypaioaMOGDX/6059KSkry8/Olu7W1tb/61a+2b99eW1s7fvz4t99+2yNL0QuOa6I4F2fLIrk9t6Bflu7zzz//xz/+8f3333/99devv/56VVWV1WqdO3duenr66dOnhw0btmTJErUnAgAAAPXwbdtbR3Z29uLFi6dOnSoIwtaFLk/fAAAEIklEQVStWy9fvrx79+6kpKRZs2YJgvDWW2+Fh4d3dnYKguDl5ZWWlqbVapcsWbJ79+4etb127VpmZqa3t/eqVauWLVv2s5/9TBCE9PT0xMREQRCCg4MrKytHjRrV0tJiMBhqa2s9thw95LgminNRXBYvLy+pk9tzC/pl6QRB6OjosFgskydPrqurGzp06GeffTZjxow5c+YIgrBp0yaDwSBNHwAAAAMRmeeto66uLioqSrqeNGmSIAhffPFFZGSkVBIcHOzt7d3Q0CAIQmhoqFarFQRB+m+P2kZERHh7ewuCYDabZ86cKVUYM2aMdKHVajMzMwsKCvR6vY+Pj06nU3fO/cdxTRTnYjabHZclNDRUKrk9t6Bfli45OfnKlSspKSn19fUrVqxIS0urra3Nz8+XK3h5eTl+txkAAAADBd+2vXWEhITU1dVJ18XFxVlZWaGhoTU1NVJJQ0NDW1ubwWAQBEGj0fS6rZxdjBgxQn4Nr8lkki5ycnLy8/MLCwu/+eabRYsWqTRTNTiuieJcnC2L5Pbcgn5Zuurq6oSEhLKystLS0ry8vNzc3LCwsMTERLPZbDabz507V1RUJGehAAAAGHD4nefNpaXpcvbmdxzLr1y6+PM5/+G67ZNPPpmQkLBw4cLg4OBVq1YtXLjw8ccf37Bhw1NPPXX//fenpaXNnTtXTlr63nbevHlz5sxJTEwcO3bs+vXrpfTDarX6+/v7+vpaLJaMjIwbmSpoNBpx13bBZ7DCLa/uqZE7FOfy2GOPuViWAboFd9xxR7O54lrjecdbttYrPVo0SS+Wbs+ePX/5y18++eSTIUOGtLW1tba2Pvroo2vXri0oKHjwwQffeuutf/3rX999910vggEAAMBNQcTN5PTp04ecuHTp0nWbb9++3Wg0Dh069JlnnmlraxNFcdeuXePGjdPpdElJSfX19aIoVlRUREdHS/Xtr91pW15eLtcXRTEjIyMiIiI8PHzbtm3h4eGiKDY2Ns6aNSswMHDatGl5eXkhISE7duzo5zVywmw2O1u62tpa120V18TZXByXxd5A3ILm5mZnS1dRUXFjlq6pqSkpKcnPzy8wMHD58uXt7e2iKBYWFk6YMGHIkCEzZsyoqqoSRfHgwYMxMTGuQwIAAMBNSCOKoqeTXwAAAADArYznPAEAAAAA6iLzBAAAAACoi8wTAAAAAKAuMk8AAAAAgLrIPAEAAAAA6iLzBAAAAACoi8wTAAAAAKAuMk8AAAAAgLrIPAEAAAAA6iLzBAAAAACoi8wTAAAAAKAuMk8AAAAAgLrIPAEAAAAA6iLzBAAAAACoi8wTAAAAAKAuMk8AAAAAgLrIPAEAAAAA6iLzBAAAAACoi8wTAAAAAKAuMk8AAAAAgLrIPAEAAAAA6iLzBAAAAACo638B6uLRwMKP7FAAAAAASUVORK5CYII=)
| Menores de idade que cometem crimes devem ir para a cadeia | O bolsa família estimula as pessoas a não trabalhar | Cantar uma mulher na rua é ofensivo | Feminismo é machismo ao contrário | Dois homens devem poder se beijar na rua sem serem importunados | Não se deve condenar uma mulher que transe com muitas pessoas | O lugar da mulher é em casa cuidando da família | Precisamos punir os criminosos com mais tempo de cadeia |
concorda | 23.1 | 11.3 | 77.1 | 12.2 | 87.1 | 91.2 | 2.0 | 29.4 |
não concorda | 71.5 | 85.3 | 13.8 | 82.1 | 11.5 | 7.9 | 98.0 | 60.2 |
não sei | 5.4 | 3.4 | 9.0 | 5.7 | 1.4 | 0.9 | 0.0 | 10.4 |
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)
| A pena de morte deve ser aplicada para punir crimes graves | Os conservadores são preconceituosos | A mulher deve ter o direito de usar roupa curta sem ser incomodada | As escolas deveriam ensinar valores religiosos | O cidadão de bem deve ter o direito de portar arma | Os negros ainda sofrem preconceito no Brasil | Fazer aborto é sempre errado | Travestis devem poder usar o banheiro feminino |
concorda | 15.4 | 77.8 | 98.2 | 17.9 | 11.8 | 99.3 | 8.4 | 71.0 |
não concorda | 79.4 | 13.8 | 1.1 | 76.7 | 85.3 | 0.5 | 86.9 | 14.7 |
não sei | 5.2 | 8.4 | 0.7 | 5.4 | 2.9 | 0.2 | 4.8 | 14.3 |
Relações identificação/socioeconômicos
Adesão às pautas/socioeconômicos
A adesão a cada pauta tem uma escala de -100 (rejeição completa) a
+100 (aceitação completa), baseada nas respostas a cada grupo de
perguntas. Nos gráficos e tabelas abaixo, representamos a adesão média
para cada agrupamento.
| masculino | feminino |
Progressista | 74.0 | 77.5 |
Conservador | -64.5 | -70.6 |
| Nenhum | PT | PSOL | PCdoB | REDE | PSDB | Outro | Não sei |
Progressista | 68.9 | 73.2 | 89.5 | 89.3 | 83.3 | 33.3 | 82.5 | 65.5 |
Conservador | -60.9 | -63.0 | -88.4 | -83.3 | -43.8 | 0.0 | -67.9 | -53.6 |
| muito
conservador | pouco
conservador | nada
conservador | não sei |
Progressista | 16.7 | 65.8 | 86.7 | 67.5 |
Conservador | -0.7 | -48.3 | -83.1 | -38.3 |
| muito
feminista | pouco
feminista | nada
feminista | não sei |
Progressista | 87.6 | 69.3 | 53.0 | 77.9 |
Conservador | -83.4 | -58.7 | -37.3 | -72.5 |
| muito
antipetista | pouco
antipetista | nada
antipetista | não sei |
Progressista | 62.5 | 78.5 | 76.1 | 86.1 |
Conservador | -54.2 | -67.4 | -68.8 | -65.3 |
| até 2
salários
mínimos | 2-3salários
mínimos | 3-5salários
mínimos | 5-10salários
mínimos | 10-20salários
mínimos | +20
salários
mínimos |
Progressista | 68.4 | 76.4 | 73.3 | 77.8 | 85.5 | 83.3 |
Conservador | -58.9 | -68.2 | -62.3 | -70.5 | -84.5 | -81.5 |
| fundamental
incompleto | fundamental
completo | médio
incompleto | médio
completo | superior
incompleto | superior
completo |
Progressista | 31.9 | 58.3 | 54.2 | 61.6 | 81.9 | 79.7 |
Conservador | -34.7 | -22.2 | -31.9 | -48.7 | -72.6 | -73.8 |
| branca | parda | preta | amarela | indígena | outra |
Progressista | 80.7 | 62.9 | 80.7 | 62.5 | 83.3 | 88.1 |
Conservador | -75.3 | -48.4 | -74.5 | -52.1 | -66.7 | -83.3 |
| nenhuma | católica | outra | espírita
kardecista | evangélica
pentecostal | evangélica
não
pentecostal | umbanda |
Progressista | 85.1 | 60.6 | 81.6 | 85.3 | 34.6 | 37.8 | 93.1 |
Conservador | -82.0 | -45.5 | -75.4 | -72.4 | -14.9 | -28.2 | -86.1 |
| 16-24 | 25-34 | 35-44 | 45-54 | 55+ |
Progressista | 82.3 | 78.2 | 73.0 | 74.9 | 69.4 |
Conservador | -73.5 | -70.9 | -67.3 | -62.7 | -63.1 |
| de direita | centro
direita | centro
esquerda | de esquerda | nada disso | não sei |
Progressista | 22.9 | 25.0 | 78.5 | 80.8 | 50.9 | 37.5 |
Conservador | 31.2 | -8.3 | -68.1 | -76.3 | -24.2 | -8.3 |
Relações entre as perguntas
Aqui, mostramos duas formas de visualizar a relação entre as questões e pautas. O primeiro é um
dendrograma
que mostra um possível agrupamento entre as questões. Questões
que se 'conectam' mais para baixo no gráfico estão mais relacionadas do
que questões que se 'conectam' mais acima. O segundo gráfico representa a
matriz de correlações entre as questões ou pautas, com azul mais
intenso indicando maior correlação entre as perguntas e vermelho
indicando correlação negativa.
Pesquisa coordenada por
Esther Solano
(Unifesp),
Marcio Moretto Ribeiro
(USP),
Pablo Ortellado
(USP)
Tratamento estatístico:
Andre Chalom
Apoio: Fundação Friedrich Ebert Brasil