{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Aragon Conviction Voting Model - Version 2\n", "\n", "New to this model are the following elements:\n", "\n", "* Influence - Participant social network where participants influence each others perception of a a proposal.\n", "* Conflict - A network with the notion of supporting one proposal may mean going against an alternative proposal. For proposals with conflicts, an edge is created between them with a function to calculate the degree of conflict.\n", "* Sentiment - Participant sentiment\n", "* Updated trigger function to better represent 1Hive's implementation\n", "* Updated plotting\n", "* Updated affinity distribution to between -1, 1\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# An Introduction to Conviction Voting\n", "\n", "Conviction Voting is an approach to organizing a communities preferences into discrete decisions in the management of that communities resources. Strictly speaking conviction voting is less like voting and more like signal processing. Framing the approach and the initial algorithm design was done by Michael Zargham and published in a short research proposal [Social Sensor Fusion](https://github.com/BlockScience/conviction/blob/master/social-sensorfusion.pdf). This work is based on a dynamic resource allocation algorithm presented in Zargham's PhD Thesis.\n", "\n", "The work proceeded in collaboration with the Commons Stack, including expanding on the pythin implementation to makeup part of the Commons Simulator game. An implemention of Conviction Voting as a smart contract within the Aragon Framework was developed by 1hive.org and is currently being used for community decision making around allocations their community currency, Honey.\n", "\n", "\n", "## The Word Problem\n", "\n", "Suppose a group of people want to coordinate to make a collective decision. Social dynamics such as discussions, signaling, and even changing ones mind based on feedback from others input play an important role in these processes. While the actual decision making process involves a lot of informal processes, in order to be fair the ultimate decision making process still requires a set of formal rules that the community collecively agrees to, which serves to functionally channel a plurality of preferences into a discrete outcomes. In our case we are interested in a procedure which supports asynchronous interactions, an provides visibility into likely outcomes prior to their resolution to serve as a driver of good faith, debate and healthy forms of coalition building. Furthermore, participations should be able to show support for multiple initiatives, and to vary the level of support shown. Participants a quantity of signaling power which may be fixed or variable, homogenous or heterogenous. For the purpose of this document, we'll focus on the case where the discrete decisions to be made are decisions to allocate funds from a shared funding pool towards projects of interest to the community.\n", "\n", "## Converting to a Math Problem\n", "\n", "Let's start taking these words and constructing a mathematical representation that supports a design that meets the description above. To start we need to define participants.\n", "\n", "### Participants\n", "Let $\\mathcal{A}$ be the set of participants. Consider a participant $a\\in \\mathcal{A}$. Any participant $a$ has some capacity to participate in the voting process $h[a]$. In a fixed quantity, homogenous system $h[a] = h$ for all $a\\in \\mathcal{A}$ where $h$ is a constant. The access control process managing how one becomes a participant determines the total supply of \"votes\" $S = \\sum_{a\\in \\mathcal{A}} = n\\cdot h$ where the number of participants is $n = |\\mathcal{A}|$. In a smart contract setting, the set $\\mathcal{A}$ is a set of addresses, and $h[a]$ is a quantity of tokens held by each address $a\\in \\mathcal{A}$. \n", "\n", "### Proposals & Shares Resources\n", "Next, we introduce the idea of proposals. Consider a proposal $i\\in \\mathcal{C}$. Any proposal $i$ is associated with a request for resources $r[i]$. Those requested resources would be allocated from a constrained pool of communal resources currently totaling $R$. The pool of resources may become depleted because when a proposal $i$ passes $R^+= R-r[i]$. Therefore it makes sense for us to consider what fraction of the shared resources are being request $\\mu_i = \\frac{r[i]}{R}$, which means that thre resource depletion from passing proposals can be bounded by requiring $\\mu_i < \\mu$ where $\\mu$ is a constant representing the maximum fraction of the shared resources which can be dispersed by any one proposal. In order for the system to be sustainable a source of new resources is required. In the case where $R$ is funding, new funding can come from revenues, donations, or in some DAO use cases minting tokens.\n", "\n", "### Participants Preferences for Proposals\n", "\n", "Most of the interesting information in this system is distributed amongst the participants and it manifests as preferences over the proposals. This can be thought of as a matrix $W\\in \\mathbb{R}^{n \\times m}$.\n", "![Replace this later](https://i.imgur.com/vxKNtxi.png)\n", "\n", "These private hidden signals drive discussions and voting actions. Each participant individually decides how to allocate their votes across the available proposals. Participant $a$ supports proposal $i$ by setting $x[a,i]>0$ but they are limited by their capacity $\\sum_{k\\in \\mathcal{C}} x[a,k] \\le h[a]$. Assuming each participant chooses a subset of the proposals to support, a support graph is formed.\n", "![](https://i.imgur.com/KRh8tKn.png)\n", "\n", "## Aggregating Information\n", "\n", "In order to break out of the synchronous voting model, a dynamical systems model of this system is introduced.\n", "\n", "### Participants Allocate Voting Power\n", "![](https://i.imgur.com/DZRDwk6.png)\n", "\n", "### System Accounts Proposal Conviction\n", "![](https://i.imgur.com/euAei5R.png)\n", "\n", "### Understanding Alpha\n", "* https://www.desmos.com/calculator/x9uc6w72lm\n", "* https://www.desmos.com/calculator/0lmtia9jql\n", "\n", "\n", "## Converting Signals to Discrete Decisions\n", "\n", "Conviction as kinetic energy and Trigger function as required activation energy.\n", "\n", "### The Trigger Function\n", "\n", "https://www.desmos.com/calculator/yxklrjs5m3\n", "\n", "Below we show a sweep of the trigger function threshold:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "tags": [] }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": "for reference: max conviction = 4.394571745651725in log10 units\n" } ], "source": [ "from model.model.conviction_helper_functions import *\n", "import warnings\n", "warnings.filterwarnings(\"ignore\")\n", "\n", "beta = .2 #later we should set this to be param so we can sweep it\n", "# tuning param for the trigger function\n", "rho = .001\n", "#alpha = 1 - 0.9999599 #native timescale for app as in contract code\n", "alpha = .5**3 #timescale set in days with 3 day halflife (from comments in contract comments)\n", "supply= 21706 \n", "\n", "mcv = supply/(1-alpha)\n", "print('for reference: max conviction = '+str(np.log10(mcv))+'in log10 units')" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "supply_sweep = trigger_sweep('effective_supply',trigger_threshold,beta,rho,alpha, supply)\n", "alpha_sweep = trigger_sweep('alpha',trigger_threshold,beta,rho,alpha, supply)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "tags": [] }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": "
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\n" }, "metadata": { "needs_background": "light" } } ], "source": [ "trigger_grid(supply_sweep, alpha_sweep)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Resolving Passed Proposals\n", "\n", "![image](.\\images\\stockflow_cv_trigger.png)\n", "\n", "\n", "## Social Systems Modeling\n", "\n", "Subjective, exploratory modeling of the social system interacting through the conviction voting algorithm.\n", "\n", "### Sentiment\n", "\n", "Global Sentiment -- the outside world appreciating the output of the community\n", "Local Sentiment -- agents within the system feeling good about the community\n", "\n", "### Social Networks\n", "\n", "Preferences as mixing process (social influence)\n", "\n", "### Relationships between Proposals\n", "\n", "Some proposals are synergistic (passing one makes the other more desireable)\n", "Some proposals are (parially) substitutable (passing one makes the other less desirable)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## cadCAD Overview\n", "\n", "In the cadCAD simulation [methodology](https://community.cadcad.org/t/differential-specification-syntax-key/31), we operate on four layers: **Policies, Mechanisms, States**, and **Metrics**. Information flows do not have explicit feedback loop unless noted. **Policies** determine the inputs into the system dynamics, and can come from user input, observations from the exogenous environment, or algorithms. **Mechanisms** are functions that take the policy decisions and update the States to reflect the policy level changes. **States** are variables that represent the system quantities at the given point in time, and **Metrics** are computed from state variables to assess the health of the system. Metrics can often be thought of as KPIs, or Key Performance Indicators. \n", "\n", "At a more granular level, to setup a model, there are system conventions and configurations that must be [followed.](https://community.cadcad.org/t/introduction-to-simulation-configurations/34)\n", "\n", "The way to think of cadCAD modeling is analogous to machine learning pipelines which normally consist of multiple steps when training and running a deployed model. There is preprocessing, which includes segregating features between continuous and categorical, transforming or imputing data, and then instantiating, training, and running a machine learning model with specified hyperparameters. cadCAD modeling can be thought of in the same way as states, roughly translating into features, are fed into pipelines that have built-in logic to direct traffic between different mechanisms, such as scaling and imputation. Accuracy scores, ROC, etc. are analogous to the metrics that can be configured on a cadCAD model, specifying how well a given model is doing in meeting its objectives. The parameter sweeping capability of cadCAD can be thought of as a grid search, or way to find the optimal hyperparameters for a system by running through alternative scenarios. A/B style testing that cadCAD enables is used in the same way machine learning models are A/B tested, except out of the box, in providing a side by side comparison of muliple different models to compare and contrast performance. Utilizing the field of Systems Identification, dynamical systems models can be used to \"online learn\" by providing a feedback loop to generative system mechanisms. \n", "\n", "\n", "## Differential Specification \n", "![](images/Aragon_v2.png)\n", "\n", "## Schema of the states \n", "The model consists of a temporal in memory graph database called *network* containing nodes of type **Participant** and type **Proposal**. Participants will have *holdings* and *sentiment* and Proposals will have *funds_required, status*(candidate or active), *conviction* Tthe model as three kinds of edges:\n", "* (Participant, participant), we labeled this edge type \"influencer\" and it contains information about how the preferences and sentiment of one participant influence another \n", "* (Proposal, Proposal), we labeled this edge type \"conflict\" and it contains information about how synergistic or anti-synergistic two proposals are; basically people are likely to support multiple things that have synergy (meaning once one is passed there is more utility from the other) but they are not likely to pass things that have antisynergy (meaning once one is passed there is less utility from the other).\n", "* The edges between Participant and Proposal, which are described below.\n", " \n", "\n", "Edges in the network go from nodes of type Participant to nodes of type Proposal with the edges having the key *type*, of which all will be set to *support*. Edges from participant $i$ to proposal $j$ will have the following additional characteristics:\n", "* Each pairing (i,j) will have *affinity*, which determines how much $i$ likes or dislikes proposal $j$.\n", "* Each participant $i$, assigns its $tokens$ over the edges (i,j) for all $j$ such that the summation of all $j$ such that ```Sum_j = network.edges[(i,j)]['tokens'] = network.nodes[i]['holdings']```. This value of tokens for participants on proposals must be less than or equal to the total number of tokens held by the participant.\n", "* Each pairing (i,j) will have *conviction* local to that edge whose update at each timestep is computed using the value of *tokens* at that edge.\n", "* Each proposal *j* will have a *conviction* which is equal to the sum of the conviction on its inbound edges: ```network.nodes[j]['conviction'] = Sum_i network.edges[(i,j)]['conviction']```. \n", "\n", "\n", "The other state variable in the model is *funds*, which is a numpy floating point. \n", "\n", "The system consists of 100 time steps without a parameter sweep or monte carlo.\n", "\n", "\n", "## Partial State Update Blocks\n", "\n", "Each partial state update block is kind of a like a phase in a phased based board game. Everyone decides what to do and it reconciles all decisions. One timestep is a full turn, with each block being a phase of a timestep or turn. We will walk through the individaul Partial State update blocks one by one below." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```\n", "{\n", "# system.py: \n", "'policies': { \n", " 'random': driving_process\n", "},\n", "'variables': {\n", " 'network': update_network,\n", " 'funds':increment_funds,\n", "}\n", "```\n", "\n", "To simulate the arrival of participants and proposal into the system, we have a driving process to represent the arrival of individual agents. We use a random uniform distribution generator, over [0, 1), to calculate the number of new participants. We then use an exponential distribution to calculate the particpant's tokens by using a loc of 0.0 and a scale of expected holdings, which is calculated by .1*supply/number of existing participants. We calculate the number of new proposals by \n", "```\n", "proposal_rate = 1/median_affinity * (1+total_funds_requested/funds)\n", "rv2 = np.random.rand()\n", "new_proposal = bool(rv2<1/proposal_rate)\n", "```\n", "The network state variable is updated to include the new participants and proposals, while the funds state variable is updated for the increase in system funds. \n", "[To see the partial state update code, click here](model/model/system.py)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```\n", "{\n", " # participants.py \n", " 'policies': {\n", " 'completion': check_progress \n", " },\n", " 'variables': { \n", " 'sentiment': update_sentiment_on_completion, #not completing projects decays sentiment, completing bumps it\n", " 'network': complete_proposal\n", " }\n", "},\n", "```\n", "\n", "In the next phase of the turn, [to see the logic code, click here](model/model/participants.py), the *check_progress* behavior checks for the completion of previously funded proposals. The code calculates the completion and failure rates as follows:\n", "\n", "```\n", "likelihood = 1.0/(base_completion_rate+np.log(grant_size))\n", "\n", "failure_rate = 1.0/(base_failure_rate+np.log(grant_size))\n", "if np.random.rand() < likelihood:\n", " completed.append(j)\n", "elif np.random.rand() < failure_rate:\n", " failed.append(j)\n", "```\n", "With the base_completion_rate being 100 and the base_failure_rate as 200. \n", "\n", "The mechanism then updates the respective *network* nodes and updates the sentiment variable on proposal completion. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```\n", " # proposals.py\n", " 'policies': {\n", " 'release': trigger_function \n", " },\n", " 'variables': { \n", " 'funds': decrement_funds, \n", " 'sentiment': update_sentiment_on_release, #releasing funds can bump sentiment\n", " 'network': update_proposals \n", " }\n", "},\n", " ```\n", " \n", "The [trigger release function](model/model/proposals.py) checks to see if each proposal passes or not. If a proposal passes, funds are decremented by the amount of the proposal, while the proposal's status is changed in the network object." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```\n", "{ \n", " # participants.py\n", " 'policies': { \n", " 'participants_act': participants_decisions\n", " },\n", " 'variables': {\n", " 'network': update_tokens \n", " }\n", "}\n", "```\n", "\n", "The Participants decide based on their affinity if which proposals they would like to support,[to see the logic code, click here](model/model/participants.py). Proposals that participants have high affinity for receive more support and pledged tokens than proposals with lower affinity and sentiment. We then update everyone's holdings and their conviction for each proposal.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Model next steps\n", "\n", "The the model described above is the second iteration model that covers the core mechanisms of the Aragon Conviction Voting model. Below are next additional dynamics we can attend to enrich the model, and provide workstreams for subsequent iterations of this lab notebook.\n", "\n", "* Mixing of token holdings among participants\n", "* Departure of participants\n", "* Proposals which are good or no good together\n", "* Affects of outcomes on sentiment" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Simulation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Configuration\n", "Let's factor out into its own notebook where we review the config object and its partial state update blocks." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "from model import economyconfig" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "# pull out configurations to illustrate\n", "sim_config,genesis_states,seeds,partial_state_update_blocks = economyconfig.get_configs()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "{'N': 1, 'T': range(0, 60), 'M': [{}], 'simulation_id': 0, 'run_id': 0}" }, "metadata": {}, "execution_count": 6 } ], "source": [ "sim_config" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "[{'policies': {'random': },\n 'variables': {'network': ,\n 'funds': }},\n {'policies': {'completion': },\n 'variables': {'sentiment': ,\n 'network': }},\n {'policies': {'release': },\n 'variables': {'funds': ,\n 'sentiment': ,\n 'network': }},\n {'policies': {'participants_act': },\n 'variables': {'network': }}]" }, "metadata": {}, "execution_count": 7 } ], "source": [ "partial_state_update_blocks" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Initialization\n", "To create the genesis_states, we create our in-memory graph database within networkx. \n", "\n", "\n", "### Hyperparameters\n", "* $\\beta$ = .2 # maximum share of funds a proposal can take\n", "* $\\rho$ = 0.002 # tuning param for the trigger function\n", "* $\\alpha$ = 1/8 = 1/2^3 = 3 day half-life when timestep is 1 day \n", "* supply = 21706 # Honey supply balance as of 7-17-2020 \n", "* initial_sentiment = .9\n", "* n= 24 #initial participants\n", "* m= 3 #initial proposals\n", "* sensitivity = .75\n", "* tmin = 7 #unit days; minimum periods passed before a proposal can pass\n", "* min_supp = 50 #number of tokens that must be stake for a proposal to be a candidate\n", "* base_completion_rate = 100\n", "* base_failure_rate = 200 \n", "* initial_funds = 48000 # in xDai\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# import libraries\n", "import networkx as nx\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "from model.model.conviction_helper_functions import * \n", "\n", "# # Parameters\n", "# # maximum share of funds a proposal can take\n", "# beta = .2\n", "# # tuning param for the trigger function\n", "# rho = 0.002\n", "# #alpha = 1 - 0.9999599 #native timescale for app as in contract code\n", "# alpha = 1/2**7 #timescale set in days with 7 day halflife\n", "\n", "# supply = 21706 # Honey supply balance as of 7-17-2020 \n", "# initial_sentiment = .9\n", "\n", "\n", "# n= 24 #initial participants\n", "# m= 5 #initial proposals\n", "\n", "\n", "# sensitivity = .75\n", "# tmin = 0 #unit days; minimum periods passed before a proposal can pass\n", "# min_supp = 50 #number of tokens that must be stake for a proposal to be a candidate\n", "# base_completion_rate = 100\n", "# base_failure_rate = 200 \n", "\n", "# initial_funds = 48000 # in xDai\n", "\n", "\n", "#initializers\n", "network = genesis_states['network']\n", "initial_funds = genesis_states['funds']\n", "initial_sentiment = genesis_states['sentiment']\n", "\n", "# Create initial states\n", "# genesis_states = { \n", "# 'network':network,\n", "# 'funds':initial_funds,\n", "# 'sentiment':initial_sentiment,\n", "#}" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "{'network': ,\n 'funds': 48000,\n 'sentiment': 0.6,\n 'supply': 21706}" }, "metadata": {}, "execution_count": 9 } ], "source": [ "genesis_states" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Exploring the State Data Structure\n", "\n", "A graph is a type of temporal data structure that evolves over time. A graph $\\mathcal{G}(\\mathcal{V},\\mathcal{E})$ consists of vertices or nodes, $\\mathcal{V} = \\{1...\\mathcal{V}\\}$ and is connected by edges $\\mathcal{E} \\subseteq \\mathcal{V} \\times \\mathcal{V}$.\n", "\n", "See *Schema of the states* above for more details\n", "\n", "\n", "Let's explore!" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "# To explore our model prior to the simulation, we extract key components from our networkX object into lists.\n", "proposals = get_nodes_by_type(network, 'proposal')\n", "participants = get_nodes_by_type(network, 'participant')\n", "supporters = get_edges_by_type(network, 'support')\n", "influencers = get_edges_by_type(network, 'influence')\n", "competitors = get_edges_by_type(network, 'conflict')" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "{'type': 'participant',\n 'holdings': 1795.681903541949,\n 'sentiment': 0.8047773144221116}" }, "metadata": {}, "execution_count": 11 } ], "source": [ "#sample a participant\n", "network.nodes[participants[0]]" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Text(0, 0.5, 'Count of Participants')" }, "metadata": {}, "execution_count": 12 }, { "output_type": "display_data", "data": { "text/plain": "
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\n" }, "metadata": { "needs_background": "light" } } ], "source": [ "# Let's look at the distribution of participant holdings at the start of the sim\n", "plt.hist([ network.nodes[i]['holdings'] for i in participants])\n", "plt.title('Histogram of Participants Token Holdings')\n", "plt.xlabel('Amount of Honey')\n", "plt.ylabel('Count of Participants')\n" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Text(0.5, 1.0, 'Participants Social Network')" }, "metadata": {}, "execution_count": 13 }, { "output_type": "display_data", "data": { "text/plain": "
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\n" }, "metadata": {} } ], "source": [ "nx.draw_spring(network, nodelist = participants, edgelist=influencers)\n", "plt.title('Participants Social Network')" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "{'type': 'proposal',\n 'conviction': 0,\n 'status': 'candidate',\n 'age': 0,\n 'funds_requested': 2836.6722403193203,\n 'trigger': 4012.6929520587655}" }, "metadata": {}, "execution_count": 14 } ], "source": [ "#lets look at proposals\n", "network.nodes[proposals[0]]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Proposals initially start without any conviction, and with the status of a candidate. If the proposal's amount of conviction is greater than it's trigger, then the proposal moves to active and it's funds requested are granted. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "All initial proposal start with 0 conviction and state 'candidate'we can simply examine the amounts of funds requested" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "funds_array = np.array([ network.nodes[i]['funds_requested'] for i in proposals])\n", "conviction_required = np.array([trigger_threshold(r, initial_funds, supply, beta, rho, alpha) for r in funds_array])" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Text(0, 0.5, 'Amount of Honey requested(as a Fraction of Funds available)')" }, "metadata": {}, "execution_count": 16 }, { "output_type": "display_data", "data": { "text/plain": "
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\n" }, "metadata": { "needs_background": "light" } } ], "source": [ "plt.bar( proposals, funds_array/initial_funds)\n", "plt.title('Bar chart of Proposals Funds Requested')\n", "plt.xlabel('Proposal identifier')\n", "plt.ylabel('Amount of Honey requested(as a Fraction of Funds available)')" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Text(0, 0.5, 'Amount of Conviction')" }, "metadata": {}, "execution_count": 17 }, { "output_type": "display_data", "data": { "text/plain": "
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2lkREXNbi2MzMrAM1a3G8E7ge2KfOsgCcOMzMBqGGiSMiTsyTJ0XEg9XLJPmiQDOzQarIWVW/rFN2aX8HYmZm3aHZMY7XAK8D1q85zrEesEarAzMzs87U7BjHtsDewDCWP87xLPCxVgZlZmadq9kxjiuAKyT9V0T8aQBjMjOzDlbkGMdRkoZVZiQNl+R7gJuZDVJFEsd2EfF0ZSYiFgFval1IZmbWyYoMObKKpOE5YZDv/ldkPTNrM98n3VqhSAL4PvBHSZVTcA8ATmldSFaWvxzMbCAVGatquqRZwLtJY1XtFxH3tjwyMzPrSA2PcUhaL//dAHgM+AVwPvBYLus1SZ+VdI+kuyVdIGkNSVtKukXS3yVdJGm1XHf1PD8nLx/Tl32bmVnfNDs4/ov893ZgVtWjMt8rkkYBxwLjI+L1wBDgYODbwKkRMRZYBByZVzkSWBQR2wCn5npmZtYmDRNHROyd/24ZEVtVPbaMiK36uN+hwJqShgJrAY+SusIqx1GmARPz9IQ8T16+myT1cf9mZtZLPZ6OK+kKSYdIWqs/dhgRDwPfAx4iJYzFpFbM0xGxJFebD4zK06OAeXndJbn+hnXinCxplqRZCxcu7I9QzcysjiLXcfwAeAdwn6RLJO0vqddjVUkaTmpFbAlsCqwN7FmnalRWabJsWUHElIgYHxHjR44c2dvwzMysBz0mjoiYGRGfBLYCpgAHAgv6sM/dgQcjYmFEvEy6r8fOwLDcdQWwGfBInp4PjAbIy9cHnurD/s3MrA+KtDiQtCbwAeAoYAeWHXPojYeAnSStlY9V7AbcC9wA7J/rTAKuyNMz8jx5+fURsUKLw8zMBkaP13FIugh4K/Bb4Azgxoj4T293GBG35IsJ7wCWAHeSWjJXAhdKOjmXTc2rTAXOlTSH1NI4uLf7NjOzvity5fjPgUMjYml/7TTfXfDEmuIHgB3r1H2RdLW6ma3kPApCdyhy5fhvJe2cL7wbWlU+vYVxmZlZhyrSVXUusDUwG6i0OgJw4jAzG4SKdFWNB8b5gLSZmUGxs6ruBjZudSBmZtYdirQ4RgD3SroV+HelMCL2bVlUZmbWsYokjq+1OggzM+seRc6qmilpI9KFfwC3RkRfrhw382mXZl2syCCHBwK3kq6lOBC4RdL+zdcyM7OVVZGuqi8DO1RaGZJGAr9j2RDoZmY2iBRJHKvUdE09ScExrszMVnaDsdu1SOL4raSrgQvy/EHAb1oXkpmZdbIiB8ePk7Qf8HbSvTGmRMTlLY/MzMw6UsPEIWkbYKOI+L+IuIx03wwk7SJp64j4x0AFaWZmnaPZsYofAs/WKX8hLzMzs0GoWeIYExF31RZGxCxgTMsiMjOzjtYscTS7r/ia/R2ImZl1h2aJ4zZJH6stlHQkcHvrQjIzs07W7KyqzwCXSzqMZYliPLAa8P5WB2ZmZp2pYeKIiMeBnSW9C3h9Lr4yIq4fkMjMzKwjFbmO4wbghgGIxczMuoCHDjEzs1IaJg5Jqw9kIGZm1h2atTj+BCDp3AGKxczMukCzYxyrSZpEOkC+X+3CPAyJmZkNMs0Sx1HAYcAwYJ+aZUEeu6o3JA0DfkY6WyuAjwB/BS4iXZU+FzgwIhZJEnAasBdpuJMPR8Qdvd23mZn1TbPTcf8A/EHSrIiY2s/7PQ34bUTsL2k1YC3gS8B1EfEtSccDxwNfBPYExubHW4Gz8l8zM2uDImdVnSvpWEmX5senJK3a2x1KWg/YBZgKEBEvRcTTwARgWq42DZiYpycA0yO5GRgmaZPe7t/MzPqmSOI4E3hL/nsm8GbSr/7e2gpYCPxc0p2SfiZpbdIQ7o8C5L+vyvVHAfOq1p+fy5YjabKkWZJmLVy4sA/hmZlZM0XuALhDRLyxav56SX/u4z7fDHwqIm6RdBqpW6oR1SmLFQoipgBTAMaPH7/CcjMz6x9FWhxLJW1dmZG0FbC0D/ucD8yPiFvy/KWkRPJ4pQsq/11QVX901fqbAY/0Yf9mZtYHRRLHccANkm6UNBO4Hvh8b3cYEY8B8yRtm4t2A+4FZgCTctkk4Io8PQP4kJKdgMWVLi0zMxt4Rcaquk7SWGBbUrfR/RHx7z7u91PA+fmMqgeAI0hJ7OI8bPtDwAG57lWkU3HnkE7HPaKP+zYzsz4ocoyDnChWuBtgb0XEbNIQ7bV2q1M3gKP7a99mZtY3HuTQzMxKceIwM7NSekwckq4rUmZmZoNDw2McktYgDQUyQtJwll1PsR6w6QDEZmZmHajZwfGPk+47vinpnuOVxPEMcEaL4zIzsw7VbJDD04DTJH0qIk4fwJjMzKyDFbmO43RJO5OGOx9aVT69hXGZmVmH6jFx5DsAbg3MZtlQIwE4cZiZDUJFLgAcD4zLF+KZmdkgV+Q6jruBjVsdiJmZdYciLY4RwL2SbgVeGaMqIvZtWVRmZtaxiiSOr7U6CDMz6x5FzqqaORCBmJlZdyhyVtWzLLvj3mrAqsDzEbFeKwMzM7POVKTFsW71vKSJwI4ti8jMzDpa6dFxI+JXwLtbEIuZmXWBIl1V+1XNrkK6rsPXdJiZDVJFzqrap2p6CTAXmNCSaMzMrOMVOcbhe3ybmdkritzIaTNJl0taIOlxSb+UtNlABGdmZp2nyMHxnwMzSPflGAX8OpeZmdkgVCRxjIyIn0fEkvw4BxjZ4rjMzKxDFUkcT0j6oKQh+fFB4MlWB2ZmZp2pSOL4CHAg8BjwKLB/LjMzs0GoyFlVDwH9PhKupCHALODhiNhb0pbAhcAGwB3A4RHxkqTVSTeNeguppXNQRMzt73jMzKyYImdVbSnpB5IukzSj8uiHfX8auK9q/tvAqRExFlgEHJnLjwQWRcQ2wKm5npmZtUmRrqpfkS76Ox34ftWj1/LpvO8DfpbnRRrG5NJcZRowMU9PyPPk5bvl+mZm1gZFrhx/MSJ+1M/7/SHwBaAygOKGwNMRsSTPzyed+kv+Ow8gIpZIWpzrP9HPMZmZWQFFEsdpkk4ErmH5OwDe0ZsdStobWBARt0vatVJcp2oUWFa93cnAZIDNN9+8N6GZmVkBRRLHG4DDSV1J/8llQe9HyH0bsK+kvYA1gPVILZBhkobmVsdmwCO5/nxgNDBf0lBgfeCp2o1GxBRgCsD48eM9CKOZWYsUSRzvB7aKiJf6Y4cRcQJwAkBucfx3RBwm6RLSqb4XApOAK/IqM/L8n/Ly6yPCicHMrE2KHBz/MzCs1YEAXwQ+J2kO6RjG1Fw+Fdgwl38OOH4AYjEzswaKtDg2Au6XdBvLH+Po87UdEXEjcGOefoA6dxaMiBeBA/q6LzMz6x9FEseJLY/CzMy6RpErx2dWz0t6G3AoMLP+GmZmtjIr0uJA0vakZHEg8CDwy1YGZWZmnath4pD0auBg4BDSGFEXAYqIdw1QbGZm1oGatTjuB34P7BMRcwAkfXZAojIzs47V7HTcD5CGUr9B0k8l7Ub9q7jNzGwQaZg4IuLyiDgIeA3plNnPAhtJOkvSewYoPjMz6zA9XgAYEc9HxPkRsTdpKJDZ+CI8M7NBq8iV46+IiKci4icR0dtxqszMrMuVShxmZmZOHGZmVooTh5mZleLEYWZmpThxmJlZKU4cZmZWihOHmZmV4sRhZmalOHGYmVkpThxmZlaKE4eZmZXixGFmZqU4cZiZWSlOHGZmVooTh5mZlTLgiUPSaEk3SLpP0j2SPp3LN5B0raS/57/Dc7kk/UjSHEl3SXrzQMdsZmbLtKPFsQT4fES8FtgJOFrSONJdBa+LiLHAdSy7y+CewNj8mAycNfAhm5lZxYAnjoh4NCLuyNPPAvcBo4AJwLRcbRowMU9PAKZHcjMwTNImAxy2mZllbT3GIWkM8CbgFmCjiHgUUnIBXpWrjQLmVa02P5eZmVkbtC1xSFoH+CXwmYh4plnVOmVRZ3uTJc2SNGvhwoX9FaaZmdVoS+KQtCopaZwfEZfl4scrXVD574JcPh8YXbX6ZsAjtduMiCkRMT4ixo8cObJ1wZuZDXLtOKtKwFTgvoj4QdWiGcCkPD0JuKKq/EP57KqdgMWVLi0zMxt4Q9uwz7cBhwN/kTQ7l30J+BZwsaQjgYeAA/Kyq4C9gDnAC8ARAxuumZlVG/DEERF/oP5xC4Dd6tQP4OiWBmVmZoX5ynEzMyvFicPMzEpx4jAzs1KcOMzMrBQnDjMzK8WJw8zMSnHiMDOzUpw4zMysFCcOMzMrxYnDzMxKceIwM7NSnDjMzKwUJw4zMyvFicPMzEpx4jAzs1KcOMzMrBQnDjMzK8WJw8zMSnHiMDOzUpw4zMysFCcOMzMrxYnDzMxKceIwM7NSnDjMzKwUJw4zMyulaxKHpD0k/VXSHEnHtzseM7PBqisSh6QhwBnAnsA44BBJ49oblZnZ4NQViQPYEZgTEQ9ExEvAhcCENsdkZjYoKSLaHUOPJO0P7BERH83zhwNvjYhjqupMBibn2W2Bvw54oCsaATzR7iBK6LZ4wTEPlG6Ludvihc6IeYuIGNlTpaEDEUk/UJ2y5TJeREwBpgxMOMVImhUR49sdR1HdFi845oHSbTF3W7zQXTF3S1fVfGB01fxmwCNtisXMbFDrlsRxGzBW0paSVgMOBma0OSYzs0GpK7qqImKJpGOAq4EhwNkRcU+bwyqio7rOCui2eMExD5Rui7nb4oUuirkrDo6bmVnn6JauKjMz6xBOHGZmVooTRz+QtIakWyX9WdI9kr6ey7eUdIukv0u6KB/Y7whNYj4mD+sSkka0O85qTWI+Pw9Hc7eksyWt2u5YoWm8U3PZXZIulbROu2OtaBRz1fLTJT3XrvjqafI6nyPpQUmz82P7dsda0SRmSTpF0t8k3Sfp2HbHWldE+NHHB+k6k3Xy9KrALcBOwMXAwbn8x8An2h1rgZjfBIwB5gIj2h1nwZj3yssEXNApr3OTeNerqvMD4Ph2x9pTzHl+PHAu8Fy74yz4Op8D7N/u+ErGfAQwHVglL3tVu2Ot93CLox9EUvkVtmp+BPBu4NJcPg2Y2Ibw6moUc0TcGRFz2xdZY01iviovC+BW0nU+bdck3mcg/boE1qTmYtZ2ahRzHi/uu8AX2hZcA03+/zpWk5g/AZwUEf/J9Ra0KcSmnDj6iaQhkmYDC4BrgX8AT0fEklxlPjCqXfHVUxtzRNzS7ph60izm3EV1OPDbdsVXq1G8kn4OPAa8Bji9jSGuoEHMxwAzIuLR9kZXX5PPxSm5S/BUSau3McQVNIh5a+AgSbMk/UbS2PZGWZ8TRz+JiKURsT3p1+6OwGvrVRvYqJqrjVnS69sdU096iPlM4KaI+H17oltRo3gj4ghgU+A+4KA2hriCOjHvAhxAhyW4ag1e5xNIiXkHYAPgi20McQUNYl4deDHS0CM/Bc5uZ4yNOHH0s4h4GriR1F85TFLlIsuOHSalKuY92hxKYbUxSzoRGAl8ro1hNVTvNY6IpcBFwAfaFFZTVTG/C9gGmCNpLrCWpDltDK2h6tc5Ih7NXUL/Bn5O+kHXcWo+G/OBX+ZFlwPbtSmsppw4+oGkkZKG5ek1gd1JvyRvAPbP1SYBV7QnwhU1iPn+9kbVXKOYJX0UeC9wSKVvuBM0iPevkrbJZQL2oYNe9wYx3x4RG0fEmIgYA7wQEdu0M85qTT4Xm+QykY4v3t2+KJfX5P/vV6RjowDvBP7Wngib64ohR7rAJsC0fABxFeDiiPhfSfcCF0o6GbgTmNrOIGs0ivlY0gHQjYG7JF0VeTj7DtAo5iXAP4E/pe8ILouIk9oYZ8UK8QJXAr+XtB7pzJo/kw6Idoq6r3GbY+pJo8/F9ZJGkl7n2cBR7QyyRqOY/wCcL+mzwHNAp/zvLcdDjpiZWSnuqjIzs1KcOMzMrBQnDjMzK8WJw8zMSnHiMDOzUpw4rKtJWppHPr1b0iWS1mp3TBWSdpW0wqmsksZL+lGDdeaql6MSS5ooaVzV/EmSds/T78ijsM6WNErSpY23ZNacE4d1u39FxPYR8XrgJWrO1c/DVHfU5zwiZkVEK4bLngi8kjgi4qsR8bs8exjwvfxaPRwR+9fdQh35WgOzV3TUP5RZH/0e2EbSmHwvgzOBO4DRkg6R9JfcMvl2ZQVJz0n6vqQ7JF0PaAT7AAADDElEQVSXLxhD0vaSbs4D5F0uaXguP1bSvbn8wly2o6Q/Sroz/922WZDVLRFJG0q6Jq/7E9LFapV6H1S6Z8NsST+pfIHnmE9RupfDzZI2krQzsC/w3Vx/a6X7Ueyfr6w/EPiq0r1Lxki6O29riKTvSrotP6ePV8V4g6RfAH/pl3fHVhpOHLZSUBoTbE+WfcltC0yPiDcBLwPfJg3lsD2wg6TKEPdrA3dExJuBmcCJuXw68MWI2C5vs1J+PPCmXF5p3dwP7JL39VXgmyVCPxH4Q153BrB5fj6vJQ1++LY8EN5SUquhEvPNEfFG4CbgYxHxx7z+cblV8Y/KDiLiZ1XLKtuoOBJYHBE7kAYD/JikLfOyHYEvR8Q4zKp4yBHrdmsqDU0NqcUxlTTq7D8j4uZcvgNwY0QshHTHQGAX0rhA/yENNAhwHnCZpPWBYRExM5dPAy7J03eRhoT4VV4fYH3S8BFjSSMgl7kD4S7AfgARcaWkRbl8N+AtwG15GJU1ScNvQ+qSqxw7uR34fyX2V+s9wHaSKl1X6wNj8z5ujYgH+7BtW0k5cVi3+1f+Rf6K/EX7fHVRie31NAbP+0hf9vsC/yPpdcA3gBsi4v2SxpBGOi2j3j4FTIuIE+osezmWjRW0lL79Hwv4VERcvVyhtCvLv4Zmr3BXlQ0GtwDvlDQiHyc4hNQtBel/oPJr+1BSt9FiYJGkd+Tyw4GZ+SD76Ii4gTQQ5DBgHdKv9Idz3Q+XjO0mcheUpD2B4bn8OmB/Sa/KyzaQtEUP23oWWLfk/q8GPqF8n3ZJr5a0dslt2CDjFoet9CLiUUknkIa5F3BVRFSGuH8eeJ2k24HFLLup0iTgx/n03gdI94IeApyXu7IEnBoRT0v6Dqmr6nPA9SXD+zpwgaQ7SMnsoRzzvZK+AlyTE9bLwNGkUYAbuRD4qdIIx0XPmvoZ6R7zdyg11RbSQbc4ts7k0XFtUJP0XESs0+44zLqJu6rMzKwUtzjMzKwUtzjMzKwUJw4zMyvFicPMzEpx4jAzs1KcOMzMrJT/DwBeMd/S3lnRAAAAAElFTkSuQmCC\n" }, "metadata": { "needs_background": "light" } } ], "source": [ "plt.bar( proposals, conviction_required)\n", "plt.title('Bar chart of Proposals Conviction Required')\n", "plt.xlabel('Proposal identifier')\n", "plt.ylabel('Amount of Conviction')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Conviction is a concept that arises in the edges between participants and proposals in the initial conditions there are no votes yet so we can look at that later however, the voting choices are driven by underlying affinities which we can see now." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Text(0.5, 55.73999999999998, 'participant_id')" }, "metadata": {}, "execution_count": 18 }, { "output_type": "display_data", "data": { "text/plain": "
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PGUnuRRcP/4xP+xz3hKFnAmx4xTL1FF1qj95wrSUv1IFDd3n40DPXWPneQ88E2Pp9x40k96sfuWIkuU948UZLXmiG/fo/dht6JsDp1145ktyfXX37SHIvufnWkeSe/LwvdvPpepbooufBqMzq4oEkSZIkScuruWN0fkOLB5IkSZIkdcCeB5IkSZIkqS+LB5IkSZIkqa+uJkwcBYsHkiRJkiR1YO741A4sHkiSJEmS1AV7HkiSJEmSpL6c80CSJEmSJPVlzwNJkiRJktSXcx5IkiRJkqS+7HkgSZIkSZL6Gqc5D+aMugGSJEmSJGl2s+eBJEmSJEkdGKeeB50VD5KsBLwUeDawPlDAVcBxwGer6o6usiVJkiRJGrW5Y9TXv8ueB0cBNwOHAle0920I7A8cDew72UpJ5gHzAF6/zgN5xhrrdNhESZIkSZK6Yc+D6XlUVW2x2H1XAD9L8pupVqqq+cB8gFM3enh12D5JkiRJkjozTmdb6LITxU1Jnpfk7owkc5LsC9zUYa4kSZIkSSM3Nxn4Mlt12fPg+cB/AR9LcnN73zrAD9rHJEmSJEkaW855MA1VdWmSDwDvBy4CHgE8Gjivqi7pKleSJEmSpNlgNvckGFSXZ1s4BNirzTgJ2Ak4BTg4yXZVdVhX2ZIkSZIkjdo4zXnQ5bCFvYFtgVWBa4ANq2phkvcCpwEWDyRJkiRJY8ueB9NzZ1XdBdyS5KKqWghQVbcmWdRhriRJkiRJI+ecB9Nze5LVq+oWYPuJO5OsDVg8kCRJkiSNNXseTM+uVXUbQFX1FgtWBvbvMFeSJEmSpJGbOz61g07PtnDbFPffANzQVa4kSZIkSbPBHHseSJIkSZKkfux5IEmSJEmS+hqjMzVaPJAkSZIkqQvj1PNgjE4cIUmSJEmSujCrex489kt/P/TM4w/+ztAzAb71ilePJPdNP3v+SHK3+fEZQ8886yuj2dcNfnzWSHKvvO7GkeTWvVcdeuZNN47m7K/73vXJkeSudehhI8ld+Iq9h55ZK60y9EyADW4dTW39zY8a/nMM8LuNfz6S3O0/vPPQM7PNlkPPBLj81jNHkrvbLbePJPes668YeubeR10y9EyAP756v5Hk5t/XHUkuNfz/uUecMZr35x88f+FIcjd/+qYjyd3lE78cSS7PG03ssMwZo3ELs7p4IEmSJEnS8mqchi1YPJAkSZIkqQNj1PHA4oEkSZIkSV2w54EkSZIkSeprTsanemDxQJIkSZKkDtjzQJIkSZIk9eWcB5IkSZIkqa+5DluQJEmSJEn92PNAkiRJkiT15ZwHkiRJkiSprzlzRt2CmWPxQJIkSZKkDjjngSRJkiRJ6ss5DyRJkiRJUl/jNOfBSEZgJJk/ilxJkiRJkoZlTga/zFadFQ+S3GeKy32Bp/VZb16SBUkWzD/+V101T5IkSZKkTs1NBr7MVl0OW7geuAzo3ftqbz9gqpWqaj4wH2DRj15XHbZPkiRJkqTlTpI9gQ8Dc4HPVNW7p1hub+BrwI5VtWBZMrssHlwM7F5Vv1v8gSSXd5grSZIkSdLIdTEMIclc4GPAk4ErgNOTHF9V5y223JrAq4DTZiK3yzkPPgSsO8Vj7+kwV5IkSZKkkZubwS/TsBNwYVVdXFW3A18GnjnJcu+g+ez9l5nYl86KB1X1MWDVJDsCJNkyyWuTPK2qPtpVriRJkiRJs8GcZODLNGwA9Pbmv6K9725JtgM2qqoTZmpfOhu2kOQQYC9gpSQnATsDJwMHJ9muqg7rKluSJEmSpFFbmlM1JpkHzOu5a347N+Ddi0yy2t3zBSaZA3wQOGDw9Kl1OefB3sC2wKrANcCGVbUwyXtpxlxYPJAkSZIkja1p9iS4h96TCEzhCmCjntsbAlf13F4T2Ao4OU3+g4DjkzxjWSZN7LJ4cGdV3QXckuSiqloIUFW3JlnUYa4kSZIkSSO3NMWDaTgd2DzJQ4ErgecD/zjxYFX9AbjfxO0kJwOvn81nW7g9yepVdQuw/cSdSdYGLB5IkiRJksZaF8WDqrozyUHAt2lO1XhEVZ2b5O3Agqo6fsZD6bZ4sGtV3QZQVb3FgpWB/TvMlSRJkiRp5Oakm3MUVNWJwImL3ffWKZbdbSYyOyseTBQOJrn/BuCGrnIlSZIkSZoNOhq2MBJd9jyQJEmSJGmFZfFAkiRJkiT1ZfFAkiRJkiT1NYdu5jwYhVldPFjne78aeuYj/vmRQ88E+J+jLhxJ7tkbrjaS3Pv8ZgQvvY02G34mcPVZ/zeS3EX3PW8kuV97/k+HnrnvhS8deibAHYd/YiS51//Ha0aSu/Jr3zWS3A8cuPXQM1/23xcNPRPggoN3HUnudofvPZLcmzce/nH5L8//wNAzAc744ONGkrvlxX8YSe56915r6JnHvms0f7cv/tPnRpL797tvOpLcwz9+zvAzjz1k6JkAV7znHSPJPWqzNUaS+82nbjCS3A+OJHV47HkgSdIQjKJwIEmSNFMsHkiSJEmSpL66OlXjKFg8kCRJkiSpA/Y8kCRJkiRJfY1T8WB8+lBIkiRJkqRO2PNAkiRJkqQOjFPPA4sHkiRJkiR1wAkTJUmSJElSX3Ow54EkSZIkSerDYQuSJEmSJKkvhy1IkiRJkqS+7HkgSZIkSZL6snggSZIkSZL6GqdhC53tSZK5SV6e5B1JHrvYY2/pKleSJEmSpNlgTjLwZbbqsgzyKeAJwO+BjyT5QM9jz+kwV5IkSZKkkZtDBr7MVl0WD3aqqn+sqg8BOwNrJPl6klVh6mckybwkC5IsuH3BFR02T5IkSZKk7tjzYHpWmbhSVXdW1TzgLOD7wBpTrVRV86tqh6raYZUdNuyweZIkSZIkdWdO5gx8ma26bNmCJHv23lFVbwM+B2zcYa4kSZIkSSM3Tj0Plni2hSSP6vd4VZ05xf0vTLJTkh2r6vQkWwJ7AhdU1cpL11xJkiRJkpYPmcU9CQY1nVM1vr/9uRqwA83QgwBbA6cBj5tspSSHAHsBKyU5iWbeg5OBg5NsV1WHLVvTJUmSJEmaveZ02tl/uJZYPKiqJwIk+TIwr6rObm9vBby+z6p7A9sCqwLXABtW1cIk76UpOlg8kCRJkiSNrXHqeTDInjx8onAAUFXn0BQHpnJnVd1VVbcAF1XVwna9W4FFS9VaSZIkSZI0dNMZtjDh/CSfAY4GCnghcH6f5W9PsnpbPNh+4s4ka2PxQJIkSZI05mbz2RMGNUjx4CXAPwH/2t7+IfCJPsvvWlW3AVRVb7FgZWD/QRopSZIkSdLyJivSnAcTquovwAfby3SWv22K+28AbphuriRJkiRJy6MVqudBkq9W1T5JzqYZrnAPVbV1Jy2TJEmSJGk5tqL1PJgYpvAPXTZEkiRJkqRxskL1PKiqq9ufl/VbLslPq2qXmWqYJEmSJEnLs3E6VeMgEyYuyWozuC1JkiRJkpZrc1awYQvT9TfzISyrGzd90Exvconm7v74oWcCsNuuI4n93e3XjiR33j5nDD3ztrf9ceiZAJ/85+1Gknv+eg8ZSe5aF91/6JmLTjt36JkAt718v5HkfvH8E0aSe+IXhj/X7Z9eterQMwFWf8c/jST30qtPGUnu235940hyP3rQMUPPfPCxbxl6JsAeHzhyJLnbv/7ZI8n97c0XDz1zz/0fMPRMgH957sNHkvuhL509ktyvfuuwoWde/4J3DD0TYJX/edVIcj/2lqNHkrvPrg8cSe64s+eBJEmSJEnqa4Wa82AAmcFtSZIkSZK0XAtzR92EGTOTxYMXzeC2JEmSJElarq1QPQ+S/JHJ5zMIUFW1Fs2Vc2a4bZIkSZIkLbeyIk2YWFVrDqMhkiRJkiSNkxWq58HikjyAntMyVtXvZrRFkiRJkiSNgRXybAtJngG8H1gfuA54CHA+8MhumiZJkiRJ0vJrzhgNWxhkT94BPBr4TVU9FNgd+HEnrZIkSZIkaTmXzBn4MlsN0rI7qur3wJwkc6rqB8C2HbVLkiRJkiTNEoPMeXBzkjWAHwJfSHIdcGc3zZIkSZIkafk2ThMmDrInzwRuAV4D/B9wEfD0LholSZIkSdLyLswZ+DJbDdyyqroT+ClwKbBwphskSZIkSdI4mJM5A1+mI8meSX6d5MIkB0/y+KpJvtI+flqSjZd5XwZY9ofAakk2AL4HvAQ4clkbIEmSJEnSOOqi50GSucDHgL2ALYH9kmy52GIvBW6qqs2ADwL/taz7MkjxIFV1C/Ac4KNV9ey2oZMvnKye5N+T/FuS1ZIckOT4JO9p506QJEmSJGlsddTzYCfgwqq6uKpuB75MM81Ar2cCn2+vHwPsniTLtC8DLJskuwAvAL7V3tdvwsUjgQcCD22X3wF4HxDgE31C5iVZkGTBp7//2wGaJ0mSJEnS7NHRqRo3AC7vuX1Fe9+ky7RTD/wBuO+y7MsgZ1t4NfBG4NiqOjfJJsAP+iz/sKrap61uXA3sUVWV5FTgrKlWqqr5wHyAO49+UQ3QPkmSJEmSZo0sxSfazMk8YF7PXfPbz8l3LzLJaosnTWeZgUy7eFBVpwCnJFkzyRpVdTHwqmmsV0lOrKrquW1RQJIkSZI03mrR4Kv0fKE+hSuAjXpubwhcNcUyVyRZCVgbuHHgxvSY9rCFJH+X5BfAOcB5Sc5I8sg+qyyYmNugqg7s2c6mwB+XtsGSJEmSJC0XatHglyU7Hdg8yUOTrAI8Hzh+sWWOB/Zvr+8NfH/iC/2lNciwhU8Br62qHwAk2Q34NPCYyRauqpcl2SlJVdXp7eyPewK/Bh6/LI2WJEmSJGnWW4qeB0vcZNWdSQ4Cvg3MBY5opxZ4O7Cgqo4HPgscleRCmh4Hz1/W3EGKB/eeKBy0DT45yb2nWjjJITSnjlgpyUnAzsDJwBuAbYHDlqrFkiRJkiQtDzooHgBU1YnAiYvd99ae638BnjeTmYMUDy5O8h/AUe3tFwKX9Fl+b5oiwarANcCGVbUwyXuB07B4IEmSJEkaZ4u6KR6MwiCnajwQuD/wdeDY9vpL+ix/Z1XdVVW3ABdV1UKAqroVGJ9nUJIkSZKkyXQz58FIDHK2hZuAVyVZG1hUVUua9PD2JKu3xYPtJ+6cWH+pWitJkiRJ0vJiFhcDBjXt4kGSHYEjgDXb238ADqyqM6ZYZdequg2g6h7P2Mr8ddZHSZIkSZLG04pYPKCZrfGVVXUqQJLHAZ8Dtp5s4YnCwST33wDcMGA7JUmSJElavqygcx78caJwAFBVPwKWNHRBkiRJkiQt5wbpefDzJJ8CvgQUsC9wcpJHAVTVmR20T5IkSZKk5dMKOmxh2/bnIYvd/xiaYsKTZqRFkiRJkiSNgxWxeFBVT+yyIZIkSZIkjZUVsXjQnmLxEGDX9q5TgLdX1R+6aBjA3Mf+XVebntJJW75/6JkAa6+dkeT+6QfPHEnuP9718aFnfuLcY4aeCfCYfX4wktzdX/GwkeTecuMtQ89cbe3Vhp4JsP/PThxJ7vMOOHXJC3VgxyOfMPTMB51w0dAzAVb5j/8dSe53j3v8SHL3feZpI8nd7j2bDj3zqo8eNfRMgJM/9JuR5P7mmaePJPefLxj+/4Lvvf0xQ88EOHfBlSPJrXf/60hyf7HVa4aeudXrtht6JsDcs84dSe6LnrzBSHKfst5o3k+Nu6q7Bl5nNJ8Ml2yQCROPoJkgcZ/2spDmbAuSJEmSJGlxixYNfpmlBpnzYNOqem7P7bcl+eVMN0iSJEmSpLEwRsMWBul5cGuSx03cSPJY4NaZb5IkSZIkSWOgFg1+maUG6XnwCuC/27kPAG4C9p/5JkmSJEmSNAZmcTFgUNMqHiSZA2xRVdskWQugqhZ22jJJkiRJkpZnY1Q8mNawhapaBBzUXl9o4UCSJEmSpCVYQSdMPCnJ64GvAH+euLOqbpzxVkmSJEmStLwbo54HgxQPDgQKeOVi928yc82RJEmSJGlMrKDFgy1pCgePoykinAp8sotGSZIkSZK03FtBiwefBxYCH2lv79fet89MN0qSJEmSpOXeLJ7DYFCDFA+2qKptem7/IMlZM90gSZIkSZLGwhj1PJjW2RZav0jy6IkbSXYGfjzzTZIkSZIkaQzUosEvs9QgPQ92Bl6c5Hft7QcD5yc84u1aAAAX6ElEQVQ5G6iq2nrGWydJkiRJkkZukOLBnssaluQ3VfWwZd2OJEmSJEmz3oo450FVXTbIhpP8keasDABpf64+cX9VrTXFevOAeQCfPOw5zNtv50FiJUmSJEmaHRbVkpdZTgzS82BQRwJrA/9WVdcCJLmkqh7ab6Wqmg/MB6hL3jM+z7QkSZIkacWyIvY8GFRV/UuS7YEvJfkGcDh/7YkgSZIkSdJ4G6PiwSBnWxhYVZ0B7NHePAVYrcs8SZIkSZJmjUU1+GWW6nLYAkl2opnf4CNJfgE8McnTqurELnMlSZIkSRq5Mep50FnxIMkhwF7ASklOAnai6X1wcJLtquqwrrIlSZIkSRo5iwfTsjewLbAqcA2wYVUtTPJe4DTA4oEkSZIkaXzN4mEIg+qyeHBnVd0F3JLkoqpaCFBVtyYZn/KLJEmSJEmTsefBtNyeZPWqugXYfuLOJGsD4/MMSpIkSZI0GXseTMuuVXUbQFX1FgtWBvbvMFeSJEmSpNGz58GSTRQOJrn/BuCGrnIlSZIkSZoVLB5IkiRJkqR+qgYftpAO2jETLB5IkiRJktQFex5IkiRJkqS+LB5IkiRJkqS+PNvCcPzwcUcMPfP+9x/NCJNLLh3Ni+pZGz1lJLnfuf8rh565/8s2GXomwMWnHjCS3CvX3X7JC3Xg+1d8d+iZ93/qcUPPBNjjztFUkjf9xhNHkrvTogcMPfOl9xl6JAB/f8ZjRpK7xQuPHknu989+0khyb7jjfsMPfdB6w88EXrL2SGK5apt9RpKbh1439MwDvvjloWcCrHuv0bydXrTW8I/JAGuuM/z9/dRO6ww9E2Dn547m/cXRx+w7ktytfnneSHJftc1IYodnjHoezBl1AyRJkiRJ0uw2q3seSJIkSZK03BqjngcWDyRJkiRJ6oJzHkiSJEmSpL7seSBJkiRJkvqyeCBJkiRJkvoao2ELnm1BkiRJkqQuLFo0+GUZJLlPkpOS/Lb9uW6fZddKcmWSw6ezbYsHkiRJkiR1YcjFA+Bg4HtVtTnwvfb2VN4BnDLdDVs8kCRJkiSpC4tq8MuyeSbw+fb654FnTbZQku2BBwLfme6GnfNAkiRJkqQuDH/CxAdW1dUAVXV1kgcsvkCSOcD7gRcBu093wxYPJEmSJEnqQN01eE+CJPOAeT13za+q+T2Pfxd40CSrvnmaEa8ETqyqy5NMu10WDyRJkiRJ6sJSDENoCwXz+zy+x1SPJbk2yXptr4P1gOsmWWwX4PFJXgmsAayS5E9V1W9+BIsHkiRJkiR1Yil6Hiyj44H9gXe3P49bfIGqesHE9SQHADssqXAAHU6YmGTrnusrJ3lLkuOTvCvJ6l3lSpIkSZI0G9SiGviyjN4NPDnJb4Ent7dJskOSzyzLhrs828KRPdffDWxGMynDvYBPTrVSknlJFiRZ8M0/39xh8yRJkiRJ6tBdNfhlGVTV76tq96ravP15Y3v/gqp62STLH1lVB01n210OW+ideWF3YMequiPJD4Gzplqpd3zHKRs8fOh9PCRJkiRJmhF3Df1sC53psniwdpLn0BQRVq2qOwCqqpJYFJAkSZIkjbUZGIYwa3RZPDgFeHp7/WdJHlhV1yZ5EHBDh7mSJEmSJGkGdVY8qKqXJNkZWFRVpyfZMskLgAuqaveuciVJkiRJmhWGf7aFznRWPEhyCLAXsFKSk4CdaHojHJxku6o6rKtsSZIkSZJGzmEL07I3sC2wKnANsGFVLUzyXuA0wOKBJEmSJGlslT0PpuXOqroLuCXJRVW1EKCqbk0yPlNOSpIkSZI0mUXj89G3y+LB7UlWr6pbgO0n7kyyNjA+z6AkSZIkSZOx58G07FpVtwFUVW+xYGVg/w5zJUmSJEkaOU/VOA0ThYNJ7r8BT9UoSZIkSRp39jyQJEmSJEl9WTyQJEmSJEn9OGxBkiRJkiT1d9f4nCtgVhcPNnvUmkPPvOhTTx16JsD2a64/klyOPXoksXPmDD9z4YU3DT8U2O6dJ4wk98K3rzWS3I2ecdzQM//7s7sOPRPgW5uM5u9259U2G0nuw77+jZHknnfH8P9VXXTkF4aeCXDWF3YfSe7HfnLNSHKf8rmfDD3zBS/fcuiZAJf+KSPJfeyX548k90f7vmzomVdut8XQMwFqpyePJDcX/nwkuaussfLQM7e6732Gngmw3i9eO5Lcm181mv9B585/00hyx509DyRJGoJRFA4kSZJmjHMeSJIkSZKkvux5IEmSJEmS+il7HkiSJEmSpL7seSBJkiRJkvoao7MtjGDOe0mSJEmStDyx54EkSZIkSR3wVI2SJEmSJKk/J0yUJEmSJEn92PNAkiRJkiT15akaJUmSJElSX/Y8kCRJkiRJfS2y54EkSZIkSerHngeSJEmSJKmvWrRo1E2YMXO62nCSg5Lcr72+WZIfJrk5yWlJ/q6rXEmSJEmSZoO6qwa+zFadFQ+Af6qqG9rrHwY+WFXrAG8APjnVSknmJVmQZMHRl13fYfMkSZIkSepOLaqBL7NVl8MWerf9gKo6FqCqTk6y5lQrVdV8YD7AlU/fcfY+c5IkSZIk9TGbexIMqsueB8ckOTLJJsCxSV6d5MFJXgL8rsNcSZIkSZJGzp4H01BVb05yAPAlYFNgVWAe8A3gBV3lSpIkSZI0GyyaxcWAQXV9toXzgIOq6vQkjwT2BM6vqj90nCtJkiRJ0kiN07CFzooHSQ4B9gJWSnISsBNwCnBwku2q6rCusiVJkiRJGrXZPAxhUF32PNgb2JZmuMI1wIZVtTDJe4HTAIsHkiRJkqSxNU7Fgy4nTLyzqu6qqluAi6pqIUBV3Qos6jBXkiRJkiTNoC57HtyeZPW2eLD9xJ1J1sbigSRJkiRpzDnnwfTsWlW3AVRVb7FgZWD/DnMlSZIkSRq5WjQ+35t3earG26a4/wbghq5yJUmSJEmaDex5IEmSJEmS+hqnCRMtHkiSJEmS1IFFFg8kSZIkSVI/DluQJEmSJEl9jdOwhVSNz870SjKvquabO16Z5o5vprnjm2nu+GaaO76Z5o5vprnjnbsi7evy4sJdthr4A/dmPz0nXbRlWc0ZdQM6NM/cscw0d3wzzR3fTHPHN9Pc8c00d3wzzR3v3BVpX5cLtagGvsxW41w8kCRJkiRpZIZdPEhynyQnJflt+3PdKZZ7T5Jzk5yf5CNJltjbweKBJEmSJEkdqLtq4MsyOhj4XlVtDnyvvX0PSR4DPBbYGtgK2BF4wpI2PM7Fg1GNuVmRclekfV3RclekfV3RclekfV3RclekfV3RclekfV3RclekfTV3fDNHmTvrLVpUA1+W0TOBz7fXPw88a5JlClgNWAVYFVgZuHZJGx7bCRMlSZIkSRqlc7d++MAfuB/5qwuWesLEJDdX1To9t2+qqr8ZupDkfcDLgACHV9Wbl7RtT9UoSZIkSVIHFi0afJ0k87jnJJTze89mkeS7wIMmWXWJBYB2/c2ARwAbtnedlGTXqvphv/XGbthCkj2T/DrJhUn+ZnxHh7lHJLkuyTlDzNwoyQ/aSS7OTfKvQ8pdLcnPk5zV5r5tGLlt9twkv0hywhAzL01ydpJfJlkwxNx1khyT5IL2d7zLEDK3aPdz4rIwyau7zm2zX9O+ns5J8qUkqw0h81/bvHO73M/Jjg/Tncymg9zntfu7KMkOM53ZJ/e97Wv5V0mOTbJOv23MYO472sxfJvlOkvW7zux57PVJKsn9ZjJzqtwkhya5sufv92nDyG3v/5f2f++5Sd4zjNwkX+nZ10uT/HIImdsm+dnE/4MkO81kZp/cbZL8tP1f9M0ka3WQO+l7ii6PVX0yOz1O9cnt9DjVJ7fr41Tf94tdHKv67Gunx6l++9rlcarP/nZ9nJoqt7NjVZ/Mzo9Ty6tFiwa/VNX8qtqh53KPYSFVtUdVbTXJ5Tjg2iTrAbQ/r5ukWc8GflZVf6qqPwH/Czx6iTtTVWNzAeYCFwGb0IzfOAvYckjZuwKPAs4Z4v6uBzyqvb4m8Jth7C9N15Y12usrA6cBjx7SPr8W+CJwwhCf50uB+w0rryf388DL2uurAOsMOX8ucA3wkCFkbQBcAtyrvf1V4ICOM7cCzgFWp+mF9V1g846y/ub4ALwHOLi9fjDwX0PKfQSwBXAysMMQ9/cpwErt9f8a4v6u1XP9VcAnu85s798I+DZwWRfHjyn29VDg9V38TpeQ+8T272fV9vYDhpG72OPvB946hH39DrBXe/1pwMlDeo5PB57QXj8QeEcHuZO+p+jyWNUns9PjVJ/cTo9TfXK7Pk5N+X6xq2NVn33t9DjVJ7fT41S/57hnmS6OU1Ptb2fHqj6ZnR+nltfLmQ/foga9LOPv6L2LHbffM8ky+7Z/EyvRfJ77HvD0JW173Hoe7ARcWFUXV9XtwJdpJozoXDVdPG4cRlZP5tVVdWZ7/Y/A+TQfwrrOrWoqVNC82FammXSjU0k2BP4e+EzXWaPWVmt3BT4LUFW3V9XNQ27G7sBFVXXZkPJWAu6VZCWaD/RXdZz3CJqK6y1VdSdwCk0VdsZNcXyYzmQ2M55bVedX1a9nOmsaud9pn2eAn/HXbnJd5y7suXlvZvhY1efY/0Hg32c6bxq5nZoi95+Ad1fVbe0yk33D0UUuAEkC7AN8aQiZBUx8m7Y2HRynpsjdApjoSnoS8NwOcqd6T9HZsWqqzK6PU31yOz1O9cnt+jjV7/1iJ8eqEb5HnSq30+PUkva3w+PUVLmdHav6ZHZ+nNK0vRt4cpLfAk9ub5NkhyQTn6OOofnS/WyaL9zPqqpvLmnD41Y82AC4vOf2FQzhQDUbJNkY2I6mF8Aw8ua2Xa+uA06qqmHkfojmH9xSjBxaJgV8J8kZacYfDcMmwPXA59IM0/hMknsPKXvC85nhf3JTqaorgfcBvwOuBv5QVd/pOPYcYNck902yOk1lfqOOM3s9sKquhuYfMfCAIWaP2oE03eOGIslhSS4HXgC8dQh5zwCurKqzus6axEFt9+cjZrJ7+RI8DHh8ktOSnJJkxyHlTng8cG1V/XYIWa8G3tu+nt4HvHEImdAcr57RXn8eHR+rFntPMZRj1bDfx0wjt9Pj1OK5wzpO9eYO61g1yXM8lOPUYrlDO05N8Zrq/Di1WO5QjlWLZQ71OLU8WZphC8uiqn5fVbtX1ebtzxvb+xdU1cva63dV1cur6hFVtWVVvXY62x634sFks1KO/ekkkqwB/A/w6sWq151pX3Db0lTld0qyVZd5Sf4BuK6qzugyZwqPrapHAXsB/5xk1yFkrkTTbfUTVbUd8GcmOUdrV5KsQvMP4GtDyluX5tuthwLrA/dO8sIuM6vqfJpuqScB/0dTdb2z70paZkneTPM8f2FYmVX15qraqM08qMusthD1ZoZQpJjEJ4BNgW1pinDvH1LuSsC6NGMl/w34avst27Dsx5AKnTTfXr6mfT29hrZ32BAcSPP/5wyabsK3dxU0ivcUo8jsl9v1cWqy3GEcp3pzafav82PVJPs6lOPUJLlDOU71eS13epyaJLfzY9UkmUM7Ti1vhl086NK4FQ+u4J5Vrg3pvuvzSCVZmeYP9wtV9fVh57dd6U8G9uw46rHAM5JcSjMc5UlJju44E4Cquqr9eR1wLM3wmK5dAVzR06PjGJpiwrDsBZxZVUs83+sM2QO4pKqur6o7gK8Dj+k6tKo+W1WPqqpdaboJD+ObywnTmcxmrCTZH/gH4AVVNYrC7hfpvhvlpjRFsLPa49WGwJlJJpsReUZV1bVtYXcR8GmGc6yC5nj19XZI289peofN+CSRk2mHOT0H+Mow8oD9aY5P0BRXh/IcV9UFVfWUqtqe5gPIRV3kTPGeotNj1ajex0yV2/Vxahr728lxapLczo9Vk+3rMI5TUzzHnR+n+rymOj1OTZHb6bFqit/tUI5TyyOLB7PX6cDmSR7afnP6fOD4EbepM23F9LPA+VX1gSHm3j/tDMRJ7kXzwe+CLjOr6o1VtWFVbUzze/1+VXX6zTRAknsnWXPiOs1kSp2fUaOqrgEuT7JFe9fuwHld5/YY5jd50AxXeHSS1dvX9e40Y+g6leQB7c8H0/xjH+Y+H0/zz53253FDzB66JHsCbwCeUVW3DDF3856bz6D7Y9XZVfWAqtq4PV5dQTOx1DVd5sLdH+wmPJshHKta3wCe1LbhYTQTvN4wpOw9gAuq6ooh5V0FPKG9/iSGVHDsOVbNAd4CfLKDjKneU3R2rBrh+5hJc7s+TvXJ7fQ4NVlu18eqPvva6XGqz2uq0+PUEl7LnR2n+uR2dqzq87vt/Di1vBqn4kFG8+VPd9Kc8uVDNDPFH1FVhw0p90vAbjRVzGuBQ6qq0+6MSR4HnEoz0cXEy+xNVXVix7lb00yaNJemAPXVqnp7l5mL5e9GM1PvPwwhaxOa3gbQdHn74hBfU9vSTA65CnAx8JKqumkIuavTzB2ySVX9oeu8nty30cz8eifwC5ozTdzWceapwH2BO4DXVtX3Osr5m+MDzRuZrwIPpimePG9iTFrHuTcCHwXuD9wM/LKqnjqE3DcCqwK/bxf7WVW9Ygi5T6OZxGkRzWzir6hmjo3OMnuP/e03ejtU1Yx+mJ5iX3ej6QpcNGeJeXm1Y9U7zj0KOKLNvp3m+Pz9rnOr6rNJjqR5LXXxYXqyff018GGa/wd/AV4508PppshdA/jndpGvA2+c6W/Fp3pPQTOWuZNjVZ/MVenwONUn9yN0eJzqk/tSuj1OLfH94kwfq/rs6350eJzqk/tdOjxO9XuOOz5OTbW/C+noWNUnc3M6Pk4tr378kIcP/Dw89rILhjn8b9rGrnggSZIkSdJscOpGgxcPHn/57CwerDTqBkiSJEmSNI5m8zCEQVk8kCRJkiSpAxYPJEmSJElSX+M0TYDFA0mSJEmSOmDPA0mSJEmS1JfFA0mSJEmS1Nc4FQ/mjLoBkiSNgyTPSrJlz+23J9mjz/I7JPlIB+04IMn6S1jmM71tXWzdw2e6TZIkragWLRr8MlvZ80CSpGWUZCXgWcAJwHkAVfXWfutU1QJgQQfNOQA4B7iqT/bLOsiVJEmLmc3FgEHZ80CSJCDJxkkuSPL5JL9KckyS1ZO8NcnpSc5JMj9J2uVPTvKuJKcAbwCeAbw3yS+TbJrkyCR7t8vumOQnSc5K8vMkaybZLckJ7eOHJjkqyfeT/DbJ/2vvXyPJ95KcmeTsJM/saev5ST6d5Nwk30lyrzZvB+ALbTvuNcW+npxkh/b6S5L8pt2Px3b7LEuStGIZp54HFg8kSfqrLYD5VbU1sBB4JXB4Ve1YVVsB9wL+oWf5darqCVV1GHA88G9VtW1VXTSxQJJVgK8A/1pV2wB7ALdOkr018PfALsBb26EHfwGeXVWPAp4IvH+ieAFsDnysqh4J3Aw8t6qOoenN8IK2HZPl3C3JesDbaIoGTwb+ZiiDJElaehYPJEkaT5dX1Y/b60cDjwOemOS0JGcDTwIe2bP8V6axzS2Aq6vqdICqWlhVd06y3HFVdWtV3QD8ANgJCPCuJL8CvgtsADywXf6Sqvple/0MYOPp7mSPnYGTq+r6qrp9mvsjSZKmaVENfpmtnPNAkqS/WvxfdgEfB3aoqsuTHAqs1vP4n6exzUyy3elmvwC4P7B9Vd2R5NKe/Nt6lr2LplfE0pjFb1MkSdJsYc8DSZL+6sFJdmmv7wf8qL1+Q5I1gL37rPtHYM1J7r8AWD/JjgDtfAeTFe+fmWS1JPcFdgNOB9YGrmsLB08EHjKNfZiqHZM5DdgtyX2TrAw8b5rrSZKkaRinYQv2PJAk6a/OB/ZP8ingt8AngHWBs4FLaT7QT+XLwKeTvIqeIkNV3Z5kX+Cj7QSGt9LMe7C4nwPfAh4MvKOqrkryBeCbSRYAv6QpRCzJkcAnk9wK7NJv3oOqurrtTfFT4GrgTGDuNDIkSdI0zOZiwKBSZW9FSZKSbAyc0E6MOOzsQ4E/VdX7hp0tSZK68+W5Wwz8gfv5d/06S15q+Ox5IEmSJElSB2ZrIWBp2PNAkqQxleRY4KGL3f2Gqvr2KNojSZKWXxYPJEmSJElSX55tQZIkSZIk9WXxQJIkSZIk9WXxQJIkSZIk9WXxQJIkSZIk9WXxQJIkSZIk9WXxQJIkSZIk9WXxQJIkSZIk9WXxQJIkSZIk9fX/Abqoo1cuH8ohAAAAAElFTkSuQmCC\n" }, "metadata": { "needs_background": "light" } } ], "source": [ "m = len(proposals)\n", "n = len(participants)\n", "\n", "affinities = np.empty((n,m))\n", "for i_ind in range(n):\n", " for j_ind in range(m):\n", " i = participants[i_ind]\n", " j = proposals[j_ind]\n", " affinities[i_ind][j_ind] = network.edges[(i,j)]['affinity']\n", "\n", "dims = (20, 5)\n", "fig, ax = plt.subplots(figsize=dims)\n", "\n", "sns.heatmap(affinities.T,\n", " xticklabels=participants,\n", " yticklabels=proposals,\n", " square=True,\n", " cbar=True,\n", " cmap = plt.cm.RdYlGn,\n", " ax=ax)\n", "\n", "plt.title('affinities between participants and proposals')\n", "plt.ylabel('proposal_id')\n", "plt.xlabel('participant_id')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Run simulation\n", "\n", "Now we will create the final system configuration, append the genesis states we created, and run our simulation." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "from cadCAD.configuration import append_configs\n", "\n", "# Create configuration\n", "append_configs(\n", " sim_configs=sim_config,\n", " initial_state=genesis_states,\n", " seeds=seeds,\n", " partial_state_update_blocks=partial_state_update_blocks\n", ")" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "tags": [] }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": "\n ___________ ____\n ________ __ ___/ / ____/ | / __ \\\n / ___/ __` / __ / / / /| | / / / /\n/ /__/ /_/ / /_/ / /___/ ___ |/ /_/ /\n\\___/\\__,_/\\__,_/\\____/_/ |_/_____/\nby cadCAD\n\nExecution Mode: local_proc\nConfiguration Count: 2\nDimensions of the first simulation: (Timesteps, Params, Runs, Vars) = (60, 1, 1, 4)\nExecution Method: local_simulations\nExecution Mode: parallelized\nTotal execution time: 69.19s\n" } ], "source": [ "import numpy as np\n", "import pandas as pd\n", "from model.model.conviction_helper_functions import *\n", "from model import run\n", "from cadCAD import configs\n", "pd.options.display.float_format = '{:.2f}'.format\n", "\n", "%matplotlib inline\n", "\n", "rdf = run.run(configs)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "After the simulation has run successfully, we perform some postprocessing to extract node and edge values from the network object and add as columns to the pandas dataframe. For the rdf, we take only the values at the last substep of each timestep in the simulation." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "df= run.postprocessing(rdf,0)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": " funds network run \\\n4 48001.60 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 1 \n8 48007.05 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 1 \n12 44441.27 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 1 \n16 44442.73 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 1 \n20 42598.27 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 1 \n\n sentiment simulation substep supply timestep \\\n4 0.60 0 4 21706 1 \n8 0.60 0 4 21706 2 \n12 0.95 0 4 21706 3 \n16 0.95 0 4 21706 4 \n20 1.00 0 4 21706 5 \n\n conviction candidate_count ... \\\n4 [2980.755147738114, 314.60266966889037, 1796.6... 8 ... \n8 [3353.349541205378, 353.9280033775017, 2021.24... 9 ... \n12 [358.8436700910781, 231.2023912056221, 1159.42... 7 ... \n16 [359.4581284302751, 240.16025500630428, 1161.4... 9 ... \n20 [359.53493572267473, 1531.3015340565546, 1674.... 7 ... \n\n funds_requested \\\n4 [2836.6722403193203, 1317.5428405955936, 731.5... \n8 [2836.6722403193203, 1317.5428405955936, 731.5... \n12 [2836.6722403193203, 1317.5428405955936, 731.5... \n16 [2836.6722403193203, 1317.5428405955936, 731.5... \n20 [2836.6722403193203, 1317.5428405955936, 731.5... \n\n share_of_funds_requested \\\n4 [0.05909536643255382, 0.027447893291619688, 0.... \n8 [0.05908865533098446, 0.0274447762012137, 0.01... \n12 [0.029646828565622785, 0.04221942137478272, 0.... \n16 [0.0296458605632632, 0.04221804286310075, 0.02... \n20 [0.030929490487770613, 0.031122381642229812, 0... \n\n share_of_funds_requested_all \\\n4 [0.05909536643255382, 0.027447893291619688, 0.... \n8 [0.05908865533098446, 0.0274447762012137, 0.01... \n12 [0.06382967825743827, 0.029646828565622785, 0.... \n16 [0.063827594146518, 0.0296458605632632, 0.0164... \n20 [0.0665912518140344, 0.030929490487770613, 0.0... \n\n triggers \\\n4 [3123.7290773409877, 2082.9355520745544, 1816.... \n8 [3123.6416471220377, 2082.9134401511997, 1816.... \n12 [2082.8381880583865, 2395.02876862211, 2086.97... \n16 [2137.033390814318, 2491.177458488882, 2141.67... \n20 [2137.009104377906, 2141.655270617518, 1955.69... \n\n conviction_share_of_trigger \\\n4 [0.9542297279748161, 0.15103811990512792, 0.98... \n8 [1.0735384912974832, 0.16991968871822627, 1.11... \n12 [0.17228590878948244, 0.0965342856147134, 0.55... \n16 [0.16820426389935975, 0.09640431442888157, 0.5... \n20 [0.16824211697840993, 0.7150084119817397, 0.85... \n\n age \\\n4 [1, 1, 1, 1, 1, 1, 1, 1] \n8 [2, 2, 2, 2, 2, 2, 2, 2, 1] \n12 [3, 3, 3, 3, 3, 3, 2] \n16 [4, 4, 4, 4, 4, 4, 3, 1, 1] \n20 [5, 5, 5, 5, 5, 2, 1] \n\n age_all \\\n4 [1, 1, 1, 1, 1, 1, 1, 1, 1] \n8 [2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 1] \n12 [3, 3, 3, 3, 3, 3, 3, 3, 3, 2, 2, 1, 1] \n16 [4, 4, 4, 4, 4, 4, 4, 4, 4, 3, 3, 2, 2, 1, 1] \n20 [5, 5, 5, 5, 5, 5, 5, 5, 5, 4, 4, 3, 3, 2, 2, 1] \n\n conviction_all \\\n4 [2980.755147738114, 314.60266966889037, 1796.6... \n8 [3353.349541205378, 353.9280033775017, 2021.24... \n12 [nan, 358.8436700910781, nan, 231.202391205622... \n16 [nan, 359.4581284302751, nan, 240.160255006304... \n20 [nan, 359.53493572267473, nan, 30.020031875788... \n\n triggers_all \\\n4 [3123.7290773409877, 2082.9355520745544, 1816.... \n8 [3123.6416471220377, 2082.9134401511997, 1816.... \n12 [3123.344118527569, 2082.8381880583865, 1816.7... \n16 [nan, 2137.033390814318, nan, 2491.17745848888... \n20 [nan, 2137.009104377906, nan, 2491.13392876863... \n\n conviction_share_of_trigger_all \n4 [0.9542297279748161, 0.15103811990512792, 0.98... \n8 [1.0735384912974832, 0.16991968871822627, 1.11... \n12 [nan, 0.17228590878948244, nan, 0.096534285614... \n16 [nan, 0.16820426389935975, nan, 0.096404314428... \n20 [nan, 0.16824211697840993, nan, 0.012050749873... \n\n[5 rows x 30 columns]", "text/html": "
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fundsnetworkrunsentimentsimulationsubstepsupplytimestepconvictioncandidate_count...funds_requestedshare_of_funds_requestedshare_of_funds_requested_alltriggersconviction_share_of_triggerageage_allconviction_alltriggers_allconviction_share_of_trigger_all
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" }, "metadata": {}, "execution_count": 22 } ], "source": [ "df.head(5)" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "" }, "metadata": {}, "execution_count": 23 }, { "output_type": "display_data", "data": { "text/plain": "
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\n" }, "metadata": { "needs_background": "light" } } ], "source": [ "df.plot('timestep','sentiment')" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "" }, "metadata": {}, "execution_count": 24 }, { "output_type": "display_data", "data": { "text/plain": "
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\n" }, "metadata": { "needs_background": "light" } } ], "source": [ "df.plot('timestep',['funds', 'candidate_funds'])" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "output_type": "display_data", "data": { "text/plain": "
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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", "image/png": 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\n" 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}, "metadata": { "needs_background": "light" } } ], "source": [ "df.plot(x='timestep',y=['candidate_count','active_count','completed_count', 'killed_count', 'failed_count'],\n", " kind='area')\n", "plt.title('Proposal Status')\n", "plt.ylabel('count of proposals')\n", "plt.legend(ncol = 3,loc='upper center', bbox_to_anchor=(0.5, -0.15))" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "" }, "metadata": {}, "execution_count": 27 }, { "output_type": "display_data", "data": { "text/plain": "
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\n" }, "metadata": { "needs_background": "light" } } ], "source": [ "df.plot(x='timestep',y=['candidate_funds','active_funds','completed_funds', 'killed_funds', 'failed_funds'], kind='area')\n", "plt.title('Proposal Status weighted by funds requested')\n", "plt.ylabel('Funds worth of proposals')\n", "plt.legend(ncol = 3,loc='upper center', bbox_to_anchor=(0.5, -0.15))" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "nets = df.network.values" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "output_type": "display_data", "data": { "text/plain": "
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\n" }, "metadata": {} } ], "source": [ "K = 55\n", "N = 56\n", "\n", "snap_plot(nets[K:N], size_scale = 1/10,savefigs=True)" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [], "source": [ "# df.conviction_share_of_trigger.apply(max).plot()\n", "# df.conviction_share_of_trigger.apply(np.median).plot()\n", "# df.conviction_share_of_trigger.apply(min).plot()\n", "# plt.gca().set_ylim(0,1)" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [], "source": [ "# df.age.apply(max).plot()\n", "# df.age.apply(np.median).plot()\n", "# df.age.apply(min).plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Conclusion\n", "\n", "We have created a simplified conviction voting model that illustrates the state objects, and provides descriptions of how the model fits together. In subsequent notebooks, we will expand the model to introduce additional complexity to more fit real world implementations. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.5" } }, "nbformat": 4, "nbformat_minor": 2 }