diff --git "a/LLMs_Language_bias-main/.ipynb_checkpoints/agent-gpt-3.5-checkpoint.ipynb" "b/LLMs_Language_bias-main/.ipynb_checkpoints/agent-gpt-3.5-checkpoint.ipynb"
new file mode 100644--- /dev/null
+++ "b/LLMs_Language_bias-main/.ipynb_checkpoints/agent-gpt-3.5-checkpoint.ipynb"
@@ -0,0 +1,4824 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "dc3852ca",
+   "metadata": {},
+   "source": [
+    "# Evaluate Classification"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3a2d9fbf",
+   "metadata": {},
+   "source": [
+    "## Setup"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "45140c6e",
+   "metadata": {},
+   "source": [
+    "#### Load the API key and libaries."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "e7bf1b8e",
+   "metadata": {
+    "height": 115,
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "from src.Agent_Language_Evaluation import llm_language_evaluation\n",
+    "from src.data_analysis import run_analysis\n",
+    "import pandas as pd"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "10e95383",
+   "metadata": {
+    "height": 30
+   },
+   "source": [
+    "#### Load the Constants"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "464a2aaa",
+   "metadata": {
+    "height": 47,
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "PATH = 'data/full_dataset.csv'\n",
+    "MODEL = 'gpt-3.5-turbo-0125' #\"gpt-3.5-turbo\" \"gpt-4-turbo-preview\"\n",
+    "TEMPERATURE = 0.0\n",
+    "N_REPETITIONS = 0\n",
+    "REASONING = False\n",
+    "LANGUAGES = ['spanish', 'tagalog', 'portuguese', 'english']"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "92663014",
+   "metadata": {},
+   "source": [
+    "#### Run The Experiments:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "7c7ccfa1",
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/davidrestrepo/miniforge3/envs/llm_bias/lib/python3.9/site-packages/langchain/llms/openai.py:216: UserWarning: You are trying to use a chat model. This way of initializing it is no longer supported. Instead, please use: `from langchain.chat_models import ChatOpenAI`\n",
+      "  warnings.warn(\n",
+      "/Users/davidrestrepo/miniforge3/envs/llm_bias/lib/python3.9/site-packages/langchain/llms/openai.py:811: UserWarning: You are trying to use a chat model. This way of initializing it is no longer supported. Instead, please use: `from langchain.chat_models import ChatOpenAI`\n",
+      "  warnings.warn(\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "N_REPETITIONS should be a positive integer, not 0\n",
+      "N_REPETITIONS will be set to 1\n",
+      "**************************************************\n",
+      "Question 1: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "¿En qué región ocular se encuentran fisiológicamente las células caliciformes?\n",
+      "a) córnea.\n",
+      "b) Limbus corneoscleral.\n",
+      "c) Línea gris.\n",
+      "d) Pliegue semilunar.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI need to find out where physiologically the goblet cells are located in the eye.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Goblet cells eye anatomy\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Goblet cell\n",
+      "Summary: Goblet cells are simple columnar epithelial cells that secrete gel-forming mucins, like mucin 5AC. The goblet cells mainly use the merocrine method of secretion, secreting vesicles into a duct, but may use apocrine methods, budding off their secretions, when under stress. The term goblet refers to the cell's goblet-like shape.  The apical portion is shaped like a cup, as it is distended by abundant mucus laden granules; its basal portion lacks these granules and is shaped like a stem.\n",
+      "The goblet cell is highly polarized with the nucleus and other organelles concentrated at the base of the cell and secretory granules containing mucin, at the apical surface. The apical plasma membrane projects short microvilli to give an increased surface area for secretion.Goblet cells are typically found in the respiratory, reproductive and lower gastrointestinal tract and are surrounded by other columnar cells. Biased differentiation of airway basal cells in the respiratory epithelium, into goblet cells plays a key role in the excessive mucus production, known as mucus hypersecretion seen in many respiratory diseases, including chronic bronchitis, and asthma.\n",
+      "\n",
+      "Page: Fish anatomy\n",
+      "Summary: Fish anatomy is the study of the form or morphology of fish. It can be contrasted with fish physiology, which is the study of how the component parts of fish function together in the living fish. In practice, fish anatomy and fish physiology complement each other, the former dealing with the structure of a fish, its organs or component parts and how they are put together, such as might be observed on the dissecting table or under the microscope, and the latter dealing with how those components function together in living fish.\n",
+      "The anatomy of fish is often shaped by the physical characteristics of water, the medium in which fish live. Water is much denser than air, holds a relatively small amount of dissolved oxygen, and absorbs more light than air does. The body of a fish is divided into a head, trunk and tail, although the divisions between the three are not always externally visible. The skeleton, which forms the support structure inside the fish, is either made of cartilage (cartilaginous fish) or bone (bony fish). The main skeletal element is the vertebral column, composed of articulating vertebrae which are lightweight yet strong. The ribs attach to the spine and there are no limbs or limb girdles. The main external features of the fish, the fins, are composed of either bony or soft spines called rays which, with the exception of the caudal fins, have no direct connection with the spine. They are supported by the muscles which compose the main part of the trunk.\n",
+      "The heart has two chambers and pumps the blood through the respiratory surfaces of the gills and then around the body in a single circulatory loop. The eyes are adapted for seeing underwater and have only local vision. There is an inner ear but no external or middle ear. Low-frequency vibrations are detected by the lateral line system of sense organs that run along the length of the sides of fish, which responds to nearby movements and to changes in water pressure.Sharks and rays are basal fish with numerous primitive anatomical features similar to those of ancient fish, including skeletons composed of cartilage. Their bodies tend to be dorso-ventrally flattened, and they usually have five pairs of gill slits and a large mouth set on the underside of the head. The dermis is covered with separate dermal placoid scales. They have a cloaca into which the urinary and genital passages open, but not a swim bladder. Cartilaginous fish produce a small number of large yolky eggs. Some species are ovoviviparous, having the young develop internally, but others are oviparous and the larvae develop externally in egg cases.The bony fish lineage shows more derived anatomical traits, often with major evolutionary changes from the features of ancient fish. They have a bony skeleton, are\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Eye anatomy\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Eye\n",
+      "Summary: An eye is a sensory organ that allows an organism to perceive visual information. It detects light and converts it into electro-chemical impulses in neurons (neurones). It is part of an organism's visual system.\n",
+      "In higher organisms, the eye is a complex optical system that collects light from the surrounding environment, regulates its intensity through a diaphragm, focuses it through an adjustable assembly of lenses to form an image, converts this image into a set of electrical signals, and transmits these signals to the brain through neural pathways that connect the eye via the optic nerve to the visual cortex and other areas of the brain.\n",
+      "Eyes with resolving power have come in ten fundamentally different forms, classified into compound eyes and non-compound eyes. Compound eyes are made up of multiple small visual units, and are common on insects and crustaceans. Non-compound eyes have a single lens and focus light onto the retina to form a single image. This type of eye is common in mammals. The human eye is a non-compound eye.\n",
+      "The simplest eyes are pit eyes. They are eye-spots which may be set into a pit to reduce the angle of light that enters and affects the eye-spot, to allow the organism to deduce the angle of incoming light.Eyes enable several photo response functions that are independent of vision. In an organism that has more complex eyes, retinal photosensitive ganglion cells send signals along the retinohypothalamic tract to the suprachiasmatic nuclei to effect circadian adjustment and to the pretectal area to control the pupillary light reflex.\n",
+      "\n",
+      "Page: Eagle eye\n",
+      "Summary: The eagle eye is among the sharpest in the animal kingdom, with an eyesight estimated at 4 to 8 times stronger than that of the average human. Although an eagle may only weigh 10 pounds (4.5 kg), its eyes are roughly the same size as those of a human. Eagle weight varies: a small eagle could weigh 700 grams (1.5 lb), while a larger one could weigh 6.5 kilograms (14 lb); an eagle of about 10 kilograms (22 lb) weight could have eyes as big as that of a human who weighs 200 pounds (91 kg). Although the size of the eagle eye is about the same as that of a human being, the back side shape of the eagle eye is flatter. Their eyes are stated to be larger in size than their brain, by weight. Color vision with resolution and clarity are the most prominent features of eagles' eyes, hence sharp-sighted people are sometimes referred to as \"eagle-eyed\". Eagles can identify five distinctly colored squirrels and locate their prey even if hidden.In addition to eagles, birds such as hawks, falcons, and owls also known as raptors have extraordinary vision which enable them to hunt for their prey more easily. Raptors are also known as \"birds of prey\" and are categorized by their predator hunting style. This means that they use their sharp senses to locate and capture prey. An eagle is said to be able to spot a rabbit 3.2 km (~2 miles) away. As the eagle descends from the sky to attack its prey, the muscles in the eyes continuously adjust the curvature of the eyeballs to maintain sharp focus and accurate perception throughout the approach and attack.\n",
+      "\n",
+      "Page: Orbit (anatomy)\n",
+      "Summary: In anatomy, the orbit is the cavity or socket/hole of the skull in which the eye and its appendages are situated. \"Orbit\" can refer to the bony socket, or it can also be used to imply the contents. In the adult human, the volume of the orbit is 30 millilitres (1.06 imp fl oz; 1.01 US fl oz), of which the eye occupies 6.5 ml (0.23 imp fl oz; 0.22 US fl oz). The orbital contents comprise the eye, the orbital and retrobulbar fascia, extraocular muscles, cranial nerves II, III, IV, V, and VI, blood vessels, fat, the lacrimal gland with its sac and duct, the eyelids, medial and lateral palpebral ligaments, cheek ligaments, the suspensory ligament, septum, ciliary ganglion and short ciliary nerves.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Eye anatomy\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Eye\n",
+      "Summary: An eye is a sensory organ that allows an organism to perceive visual information. It detects light and converts it into electro-chemical impulses in neurons (neurones). It is part of an organism's visual system.\n",
+      "In higher organisms, the eye is a complex optical system that collects light from the surrounding environment, regulates its intensity through a diaphragm, focuses it through an adjustable assembly of lenses to form an image, converts this image into a set of electrical signals, and transmits these signals to the brain through neural pathways that connect the eye via the optic nerve to the visual cortex and other areas of the brain.\n",
+      "Eyes with resolving power have come in ten fundamentally different forms, classified into compound eyes and non-compound eyes. Compound eyes are made up of multiple small visual units, and are common on insects and crustaceans. Non-compound eyes have a single lens and focus light onto the retina to form a single image. This type of eye is common in mammals. The human eye is a non-compound eye.\n",
+      "The simplest eyes are pit eyes. They are eye-spots which may be set into a pit to reduce the angle of light that enters and affects the eye-spot, to allow the organism to deduce the angle of incoming light.Eyes enable several photo response functions that are independent of vision. In an organism that has more complex eyes, retinal photosensitive ganglion cells send signals along the retinohypothalamic tract to the suprachiasmatic nuclei to effect circadian adjustment and to the pretectal area to control the pupillary light reflex.\n",
+      "\n",
+      "Page: Eagle eye\n",
+      "Summary: The eagle eye is among the sharpest in the animal kingdom, with an eyesight estimated at 4 to 8 times stronger than that of the average human. Although an eagle may only weigh 10 pounds (4.5 kg), its eyes are roughly the same size as those of a human. Eagle weight varies: a small eagle could weigh 700 grams (1.5 lb), while a larger one could weigh 6.5 kilograms (14 lb); an eagle of about 10 kilograms (22 lb) weight could have eyes as big as that of a human who weighs 200 pounds (91 kg). Although the size of the eagle eye is about the same as that of a human being, the back side shape of the eagle eye is flatter. Their eyes are stated to be larger in size than their brain, by weight. Color vision with resolution and clarity are the most prominent features of eagles' eyes, hence sharp-sighted people are sometimes referred to as \"eagle-eyed\". Eagles can identify five distinctly colored squirrels and locate their prey even if hidden.In addition to eagles, birds such as hawks, falcons, and owls also known as raptors have extraordinary vision which enable them to hunt for their prey more easily. Raptors are also known as \"birds of prey\" and are categorized by their predator hunting style. This means that they use their sharp senses to locate and capture prey. An eagle is said to be able to spot a rabbit 3.2 km (~2 miles) away. As the eagle descends from the sky to attack its prey, the muscles in the eyes continuously adjust the curvature of the eyeballs to maintain sharp focus and accurate perception throughout the approach and attack.\n",
+      "\n",
+      "Page: Orbit (anatomy)\n",
+      "Summary: In anatomy, the orbit is the cavity or socket/hole of the skull in which the eye and its appendages are situated. \"Orbit\" can refer to the bony socket, or it can also be used to imply the contents. In the adult human, the volume of the orbit is 30 millilitres (1.06 imp fl oz; 1.01 US fl oz), of which the eye occupies 6.5 ml (0.23 imp fl oz; 0.22 US fl oz). The orbital contents comprise the eye, the orbital and retrobulbar fascia, extraocular muscles, cranial nerves II, III, IV, V, and VI, blood vessels, fat, the lacrimal gland with its sac and duct, the eyelids, medial and lateral palpebral ligaments, cheek ligaments, the suspensory ligament, septum, ciliary ganglion and short ciliary nerves.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Aling bahagi ng mata ay kung saan matatagpuan ang mga caliciform cells?\n",
+      "a) Cornea.\n",
+      "b) Corneoscleral limbus.\n",
+      "c) Grey line.\n",
+      "d) Semilunar fold.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI need to find the location of caliciform cells in the eye.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Caliciform cells eye\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Spasm of accommodation\n",
+      "Summary: A spasm of accommodation (also known as a ciliary spasm, an accommodation, or accommodative spasm) is a condition in which the ciliary muscle of the eye remains in a constant state of contraction. Normal accommodation allows the eye to \"accommodate\" for near-vision. However, in a state of perpetual contraction, the ciliary muscle cannot relax when viewing distant objects. This causes vision to blur when attempting to view objects from a distance. This may cause pseudomyopia or latent hyperopia.\n",
+      "Although antimuscarinic drops (homatropine 5%) can be applied topically to relax the muscle, this leaves the individual without any accommodation and, depending on refractive error, unable to see well at near distances.  Also, excessive pupil dilation may occur as an unwanted side effect. This dilation may pose a problem since a larger pupil is less efficient at focusing light (see pupil, aperture, and optical aberration for more.)\n",
+      "Patients who have accommodative spasm may benefit from being given glasses or contacts that account for the problem or by using vision therapy techniques to regain control of the accommodative system.\n",
+      "Possible clinical findings include:\n",
+      "\n",
+      "Normal Amplitude of accommodation\n",
+      "Normal Near point of convergence\n",
+      "Reduced Negative relative accommodation\n",
+      "Difficulty clearing plus on facility testing\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Caliciform cells\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Spasm of accommodation\n",
+      "Summary: A spasm of accommodation (also known as a ciliary spasm, an accommodation, or accommodative spasm) is a condition in which the ciliary muscle of the eye remains in a constant state of contraction. Normal accommodation allows the eye to \"accommodate\" for near-vision. However, in a state of perpetual contraction, the ciliary muscle cannot relax when viewing distant objects. This causes vision to blur when attempting to view objects from a distance. This may cause pseudomyopia or latent hyperopia.\n",
+      "Although antimuscarinic drops (homatropine 5%) can be applied topically to relax the muscle, this leaves the individual without any accommodation and, depending on refractive error, unable to see well at near distances.  Also, excessive pupil dilation may occur as an unwanted side effect. This dilation may pose a problem since a larger pupil is less efficient at focusing light (see pupil, aperture, and optical aberration for more.)\n",
+      "Patients who have accommodative spasm may benefit from being given glasses or contacts that account for the problem or by using vision therapy techniques to regain control of the accommodative system.\n",
+      "Possible clinical findings include:\n",
+      "\n",
+      "Normal Amplitude of accommodation\n",
+      "Normal Near point of convergence\n",
+      "Reduced Negative relative accommodation\n",
+      "Difficulty clearing plus on facility testing\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Ghaba\n",
+      "Summary: Ghaba is a Neolithic cemetery mound and African archaeological site located in Central Sudan in the Shendi region of the Nile Valley. The site, discovered in 1977 by the Section Française de la Direction des Antiquités du Soudan (SFDAS) while they were investigating nearby Kadada, dates to 4750–4350 and 4000–3650 cal BC. Archaeology of the site originally heavily emphasized pottery, as there were many intact or mostly intact vessels. Recent analysis has focused on study of plant material found, which indicates that Ghaba may have been domesticating cereals earlier than previously believed. Though the site is a cemetery, little analysis has taken place on the skeletons due to circumstances of the excavation and poor preservation due to the environment. The artifacts at Ghaba suggest the people who used the cemetery were part of a regionalization separating central Sudan's Neolithic from Nubia. While many traditions match with Nubia, the people represented at Ghaba had some of their own particular practices in food production and bead and pottery production, which likely occurred on a relatively small scale. They also had some distinct funerary traditions, as evidenced by their grave goods. The people at Ghaba would have likely existed at least partially in a trade network that spread through the Nile and to the Red Sea. They used agriculture, cultivation, and cattle for sustenance.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Caliciform cells eye location\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mCentral to this process are two types of photoreceptor cells: rods and cones. These cells play a crucial role in how we see and interpret our surroundings. Rods and cones are located in the retina, the light-sensitive layer at the back of the eye. They convert light into electrical signals, which are then sent to the brain for interpretation. Essential features. Nonkeratinizing squamous epithelium with goblet cells overlying loose connective tissue. Aids in protecting and lubricating the eye. Bulbar conjunctiva covers the anterior globe. Palpebral conjunctiva covers the posterior surface of the eyelids. Forniceal conjunctiva forms redundant folds to aid eye movement. 2. Tear film: The tear film consists of aqueous, mucus, and oily secretions. 3. Accessory glands: Apocrine glands of Moll, meibomian glands, lacrimal glands. 4. Muscles: Orbicularis oculi, levator palpebrae superioris, superior tarsal muscle. 5. Eyelid: The eyelid, likewise known as the cover of the eye, a mobile layer made up of skin and also muscular tissue and also covers the eyeball. Rods. Rods are cylindrical shaped photoreceptors.They are more numerous than cone cells, with an estimated 92 million rod cells located in the human retina.They function best in low intensity light (scotopic) and are thus responsible for vision in dimly lit surroundings, such as at dusk. Rod outer segments are cylindrical in shape, consisting of around 1000 flat, lobulated, membranous discs. Eyeball (Bulbus oculi) The eye is a highly specialized sensory organ located within the bony orbit. The main function of the eye is to detect the visual stimuli (photoreception) and to convey the gathered information to the brain via the optic nerve (CN II). In the brain, the information from the eye is processed and ultimately translated into ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Caliciform cells eye location\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mCentral to this process are two types of photoreceptor cells: rods and cones. These cells play a crucial role in how we see and interpret our surroundings. Rods and cones are located in the retina, the light-sensitive layer at the back of the eye. They convert light into electrical signals, which are then sent to the brain for interpretation. Photoreceptors are cells in the retina that detect light and affect color perception. The retina is the light-sensitive part at the back of the eye.. There are two photoreceptor types: rods and cones. Signals from these photoreceptors are sent to the brain for processing via the optic nerve.The optic nerve is a bundle of nerve fibers that connects each eye's retina to the brain. 1 Rods. Rods are cylindrical shaped photoreceptors.They are more numerous than cone cells, with an estimated 92 million rod cells located in the human retina.They function best in low intensity light (scotopic) and are thus responsible for vision in dimly lit surroundings, such as at dusk. Rod outer segments are cylindrical in shape, consisting of around 1000 flat, lobulated, membranous discs. The retina is one of many vital parts of the human eye that enable you to see. This nerve layer at the back of the eye contains light-sensitive cells called rods and cones. The retina senses light and generates electrical impulses so the brain can create an image. This article discusses the retina's anatomy, functions, and associated disorders. Eyeball (Bulbus oculi) The eye is a highly specialized sensory organ located within the bony orbit. The main function of the eye is to detect the visual stimuli (photoreception) and to convey the gathered information to the brain via the optic nerve (CN II). In the brain, the information from the eye is processed and ultimately translated into ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Caliciform cells eye\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Spasm of accommodation\n",
+      "Summary: A spasm of accommodation (also known as a ciliary spasm, an accommodation, or accommodative spasm) is a condition in which the ciliary muscle of the eye remains in a constant state of contraction. Normal accommodation allows the eye to \"accommodate\" for near-vision. However, in a state of perpetual contraction, the ciliary muscle cannot relax when viewing distant objects. This causes vision to blur when attempting to view objects from a distance. This may cause pseudomyopia or latent hyperopia.\n",
+      "Although antimuscarinic drops (homatropine 5%) can be applied topically to relax the muscle, this leaves the individual without any accommodation and, depending on refractive error, unable to see well at near distances.  Also, excessive pupil dilation may occur as an unwanted side effect. This dilation may pose a problem since a larger pupil is less efficient at focusing light (see pupil, aperture, and optical aberration for more.)\n",
+      "Patients who have accommodative spasm may benefit from being given glasses or contacts that account for the problem or by using vision therapy techniques to regain control of the accommodative system.\n",
+      "Possible clinical findings include:\n",
+      "\n",
+      "Normal Amplitude of accommodation\n",
+      "Normal Near point of convergence\n",
+      "Reduced Negative relative accommodation\n",
+      "Difficulty clearing plus on facility testing\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Em qual região ocular células caliciformes são fisiologicamente encontradas?\n",
+      "a)Córnea.\n",
+      "b)Limbo corneoescleral.\n",
+      "c)Linha cinzenta.\n",
+      "d)Prega semilunar.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI need to find out where caliciform cells are physiologically found in the eye.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Caliciform cells eye\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Spasm of accommodation\n",
+      "Summary: A spasm of accommodation (also known as a ciliary spasm, an accommodation, or accommodative spasm) is a condition in which the ciliary muscle of the eye remains in a constant state of contraction. Normal accommodation allows the eye to \"accommodate\" for near-vision. However, in a state of perpetual contraction, the ciliary muscle cannot relax when viewing distant objects. This causes vision to blur when attempting to view objects from a distance. This may cause pseudomyopia or latent hyperopia.\n",
+      "Although antimuscarinic drops (homatropine 5%) can be applied topically to relax the muscle, this leaves the individual without any accommodation and, depending on refractive error, unable to see well at near distances.  Also, excessive pupil dilation may occur as an unwanted side effect. This dilation may pose a problem since a larger pupil is less efficient at focusing light (see pupil, aperture, and optical aberration for more.)\n",
+      "Patients who have accommodative spasm may benefit from being given glasses or contacts that account for the problem or by using vision therapy techniques to regain control of the accommodative system.\n",
+      "Possible clinical findings include:\n",
+      "\n",
+      "Normal Amplitude of accommodation\n",
+      "Normal Near point of convergence\n",
+      "Reduced Negative relative accommodation\n",
+      "Difficulty clearing plus on facility testing\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Caliciform cells\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Spasm of accommodation\n",
+      "Summary: A spasm of accommodation (also known as a ciliary spasm, an accommodation, or accommodative spasm) is a condition in which the ciliary muscle of the eye remains in a constant state of contraction. Normal accommodation allows the eye to \"accommodate\" for near-vision. However, in a state of perpetual contraction, the ciliary muscle cannot relax when viewing distant objects. This causes vision to blur when attempting to view objects from a distance. This may cause pseudomyopia or latent hyperopia.\n",
+      "Although antimuscarinic drops (homatropine 5%) can be applied topically to relax the muscle, this leaves the individual without any accommodation and, depending on refractive error, unable to see well at near distances.  Also, excessive pupil dilation may occur as an unwanted side effect. This dilation may pose a problem since a larger pupil is less efficient at focusing light (see pupil, aperture, and optical aberration for more.)\n",
+      "Patients who have accommodative spasm may benefit from being given glasses or contacts that account for the problem or by using vision therapy techniques to regain control of the accommodative system.\n",
+      "Possible clinical findings include:\n",
+      "\n",
+      "Normal Amplitude of accommodation\n",
+      "Normal Near point of convergence\n",
+      "Reduced Negative relative accommodation\n",
+      "Difficulty clearing plus on facility testing\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Ghaba\n",
+      "Summary: Ghaba is a Neolithic cemetery mound and African archaeological site located in Central Sudan in the Shendi region of the Nile Valley. The site, discovered in 1977 by the Section Française de la Direction des Antiquités du Soudan (SFDAS) while they were investigating nearby Kadada, dates to 4750–4350 and 4000–3650 cal BC. Archaeology of the site originally heavily emphasized pottery, as there were many intact or mostly intact vessels. Recent analysis has focused on study of plant material found, which indicates that Ghaba may have been domesticating cereals earlier than previously believed. Though the site is a cemetery, little analysis has taken place on the skeletons due to circumstances of the excavation and poor preservation due to the environment. The artifacts at Ghaba suggest the people who used the cemetery were part of a regionalization separating central Sudan's Neolithic from Nubia. While many traditions match with Nubia, the people represented at Ghaba had some of their own particular practices in food production and bead and pottery production, which likely occurred on a relatively small scale. They also had some distinct funerary traditions, as evidenced by their grave goods. The people at Ghaba would have likely existed at least partially in a trade network that spread through the Nile and to the Red Sea. They used agriculture, cultivation, and cattle for sustenance.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Caliciform cells eye\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Spasm of accommodation\n",
+      "Summary: A spasm of accommodation (also known as a ciliary spasm, an accommodation, or accommodative spasm) is a condition in which the ciliary muscle of the eye remains in a constant state of contraction. Normal accommodation allows the eye to \"accommodate\" for near-vision. However, in a state of perpetual contraction, the ciliary muscle cannot relax when viewing distant objects. This causes vision to blur when attempting to view objects from a distance. This may cause pseudomyopia or latent hyperopia.\n",
+      "Although antimuscarinic drops (homatropine 5%) can be applied topically to relax the muscle, this leaves the individual without any accommodation and, depending on refractive error, unable to see well at near distances.  Also, excessive pupil dilation may occur as an unwanted side effect. This dilation may pose a problem since a larger pupil is less efficient at focusing light (see pupil, aperture, and optical aberration for more.)\n",
+      "Patients who have accommodative spasm may benefit from being given glasses or contacts that account for the problem or by using vision therapy techniques to regain control of the accommodative system.\n",
+      "Possible clinical findings include:\n",
+      "\n",
+      "Normal Amplitude of accommodation\n",
+      "Normal Near point of convergence\n",
+      "Reduced Negative relative accommodation\n",
+      "Difficulty clearing plus on facility testing\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Caliciform cells eye location\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3m2. Tear film: The tear film consists of aqueous, mucus, and oily secretions. 3. Accessory glands: Apocrine glands of Moll, meibomian glands, lacrimal glands. 4. Muscles: Orbicularis oculi, levator palpebrae superioris, superior tarsal muscle. 5. Eyelid: The eyelid, likewise known as the cover of the eye, a mobile layer made up of skin and also muscular tissue and also covers the eyeball. Essential features. Nonkeratinizing squamous epithelium with goblet cells overlying loose connective tissue. Aids in protecting and lubricating the eye. Bulbar conjunctiva covers the anterior globe. Palpebral conjunctiva covers the posterior surface of the eyelids. Forniceal conjunctiva forms redundant folds to aid eye movement. Rods. Rods are cylindrical shaped photoreceptors.They are more numerous than cone cells, with an estimated 92 million rod cells located in the human retina.They function best in low intensity light (scotopic) and are thus responsible for vision in dimly lit surroundings, such as at dusk. Rod outer segments are cylindrical in shape, consisting of around 1000 flat, lobulated, membranous discs. Eye anatomy is a fascinating topic that covers the structure and function of the organs that enable us to see the world. In this web page, you will learn about the muscles, arteries, nerves and lacrimal gland of the eye, as well as their clinical relevance. Whether you are a student, a teacher, or a curious person, this web page will help you master eye anatomy with clear explanations ... The retina is one of many vital parts of the human eye that enable you to see. This nerve layer at the back of the eye contains light-sensitive cells called rods and cones. The retina senses light and generates electrical impulses so the brain can create an image. This article discusses the retina's anatomy, functions, and associated disorders.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Caliciform cells eye location\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3m2. Tear film: The tear film consists of aqueous, mucus, and oily secretions. 3. Accessory glands: Apocrine glands of Moll, meibomian glands, lacrimal glands. 4. Muscles: Orbicularis oculi, levator palpebrae superioris, superior tarsal muscle. 5. Eyelid: The eyelid, likewise known as the cover of the eye, a mobile layer made up of skin and also muscular tissue and also covers the eyeball. Essential features. Nonkeratinizing squamous epithelium with goblet cells overlying loose connective tissue. Aids in protecting and lubricating the eye. Bulbar conjunctiva covers the anterior globe. Palpebral conjunctiva covers the posterior surface of the eyelids. Forniceal conjunctiva forms redundant folds to aid eye movement. Rods. Rods are cylindrical shaped photoreceptors.They are more numerous than cone cells, with an estimated 92 million rod cells located in the human retina.They function best in low intensity light (scotopic) and are thus responsible for vision in dimly lit surroundings, such as at dusk. Rod outer segments are cylindrical in shape, consisting of around 1000 flat, lobulated, membranous discs. Eyeball (Bulbus oculi) The eye is a highly specialized sensory organ located within the bony orbit. The main function of the eye is to detect the visual stimuli (photoreception) and to convey the gathered information to the brain via the optic nerve (CN II). In the brain, the information from the eye is processed and ultimately translated into ... A characteristic feature of the duodenum is the Brunner's glands embedded in the submucosa. These produce - amongst others - mucous secret containing bicarbonate which serves to neutralize the gastric acid. Furthermore crypts of Lieberkuhn lie between the villi. Paneth cells are found in the lumen of these crypts.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Caliciform cells\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Spasm of accommodation\n",
+      "Summary: A spasm of accommodation (also known as a ciliary spasm, an accommodation, or accommodative spasm) is a condition in which the ciliary muscle of the eye remains in a constant state of contraction. Normal accommodation allows the eye to \"accommodate\" for near-vision. However, in a state of perpetual contraction, the ciliary muscle cannot relax when viewing distant objects. This causes vision to blur when attempting to view objects from a distance. This may cause pseudomyopia or latent hyperopia.\n",
+      "Although antimuscarinic drops (homatropine 5%) can be applied topically to relax the muscle, this leaves the individual without any accommodation and, depending on refractive error, unable to see well at near distances.  Also, excessive pupil dilation may occur as an unwanted side effect. This dilation may pose a problem since a larger pupil is less efficient at focusing light (see pupil, aperture, and optical aberration for more.)\n",
+      "Patients who have accommodative spasm may benefit from being given glasses or contacts that account for the problem or by using vision therapy techniques to regain control of the accommodative system.\n",
+      "Possible clinical findings include:\n",
+      "\n",
+      "Normal Amplitude of accommodation\n",
+      "Normal Near point of convergence\n",
+      "Reduced Negative relative accommodation\n",
+      "Difficulty clearing plus on facility testing\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Ghaba\n",
+      "Summary: Ghaba is a Neolithic cemetery mound and African archaeological site located in Central Sudan in the Shendi region of the Nile Valley. The site, discovered in 1977 by the Section Française de la Direction des Antiquités du Soudan (SFDAS) while they were investigating nearby Kadada, dates to 4750–4350 and 4000–3650 cal BC. Archaeology of the site originally heavily emphasized pottery, as there were many intact or mostly intact vessels. Recent analysis has focused on study of plant material found, which indicates that Ghaba may have been domesticating cereals earlier than previously believed. Though the site is a cemetery, little analysis has taken place on the skeletons due to circumstances of the excavation and poor preservation due to the environment. The artifacts at Ghaba suggest the people who used the cemetery were part of a regionalization separating central Sudan's Neolithic from Nubia. While many traditions match with Nubia, the people represented at Ghaba had some of their own particular practices in food production and bead and pottery production, which likely occurred on a relatively small scale. They also had some distinct funerary traditions, as evidenced by their grave goods. The people at Ghaba would have likely existed at least partially in a trade network that spread through the Nile and to the Red Sea. They used agriculture, cultivation, and cattle for sustenance.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "In which ocular region are caliciform cells physiologically found?\n",
+      "a) Cornea.\n",
+      "b) Corneoscleral limbus.\n",
+      "c) Gray line.\n",
+      "d) Semilunar fold.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mThought: Since this question is related to anatomy, I should start by searching on Wikipedia.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Caliciform cells ocular region\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mNo good Wikipedia Search Result was found\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Caliciform cells ocular region site:wikipedia.org\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mThe first parietopsin was found in the photoreceptor cells of the lizard parietal eye. The lizard parietopsin is green-sensitive ( λ max = 522 nm), and despite it is a c-opsin, like the vertebrate visual opsins, it does not induce hyperpolarization via a Gt-protein, but induces depolarization via a Go-protein. There are about 30 trillion (3 × 10 13) human cells in the adult human body, varying from about 20 to 40 trillion depending on the sex, age and weight, and a roughly equal number of bacterial cells. The human cells have been categorized into over 400 cell types based on location and function within the body, of which about 230 types are listed here.. A family tree including all the known ... The origin of replication (also called the replication origin) is a particular sequence in a genome at which replication is initiated. [1] Propagation of the genetic material between generations requires timely and accurate duplication of DNA by semiconservative replication prior to cell division to ensure each daughter cell receives the full ... The Eye disorders became more impediment for the doctors to treat the victims. Moreover, the retinal tissue present in the eye is free from body immune response. The most commonly occurring worldwide eye diseases are cataract and retinitis pigmentosa (RP). These are caused by a missense mutation in the alpha chain that leads to permanent blindness. Gap junctions are one of four broad categories of intercellular connections that form between a multitude of animal cell types. [1] [2] First photographed around 1952, [3] [4] it wasn't until 1969 that gap junctions were referred to as \"gap junctions\". [5] Named after the 2-4 nm gap they bridged between cell membranes, they had been ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThought: Since I couldn't find the information on Wikipedia or DuckDuckGo, I should try a Pubmed search to find the answer.\n",
+      "Action: Pubmed search\n",
+      "Action Input: Caliciform cells ocular region\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mNo good PubMed Result was found\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Caliciform cells ocular region location\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mThe retina is a layer of photoreceptors cells and glial cells within the eye that captures incoming photons and transmits them along neuronal pathways as both electrical and chemical signals for the brain to perceive a visual picture. The retina is located in the posterior segment and forms the innermost boundary among the other major layers of the eye that include the vascular choroid and the ... The retina is the innermost layer in the eye that is responsible for the visual processing that turns light energy from photons into three-dimensional images.[1] Located in the posterior portion of the eyeball, the retina is the only extension of the brain that can be viewed from the outside world and gives ophthalmologists a rare window into real-time pathology affecting the retina. The surface of the eye and the inner surface of the eyelids are covered with a clear membrane called the conjunctiva. The layers of the tear film keep the front of the eye lubricated. Tears lubricate the eye and are made up of three layers. These three layers together are called the tear film. The mucous layer is made by the conjunctiva. The lacrimal gland, a small organ in the human eye, is located above the eyeball towards the upper outer corner of the eye socket. This gland secretes the watery part of tears (lacrimal fluid) that cleanses, lubricates, and nourishes the eyes, often causing tearing when produced excessively. The gland is divided into the larger orbital lobe and ... Glaucoma is a multifactorial eye disease defined by the progressive degeneration of retinal ganglion cells (RGCs) and their axons, eventually leading to irreversible vision loss. It has been projected that the worldwide prevalence of individuals affected by glaucoma will experience a substantial growth of 74% between the years 2013 and 2040 [ 1 ].\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 2: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "Marque la alternativa que mejor correlaciona las características histológicas con los respectivos tejidos oculares:\n",
+      "\n",
+      "I. Monocapa de células estrechamente unidas por complejos de unión.\n",
+      "II.Las estrías paralelas y regulares observadas bajo microscopía óptica, perpendicular al epitelio.\n",
+      "Iii.Contiene células bipolares, células amacrinas, células horizontales y células Muller.\n",
+      "IV.Contiene células magnocelulares, parvocelulares y coniocelulares.\n",
+      "\n",
+      "A. Fotorreceptores.\n",
+      "B. Epitelio pigmentado de la retina.\n",
+      "C. Capa ganglionar de la retina.\n",
+      "D. Capa nuclear interna.\n",
+      "\n",
+      "a) I: A, II: C; III: D; IV: B.\n",
+      "b) I: B; II:A; III: D; IV: C.\n",
+      "c) I: B; II: A; III: C; IV: C.\n",
+      "d) I: C; II: A; III: D; IV: B.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mThis question is asking to match histological characteristics with the respective ocular tissues. I should use Wikipedia to look up the histological characteristics of the different ocular tissues mentioned in the question.\n",
+      "\n",
+      "Action: Wikipedia\n",
+      "Action Input: Histological characteristics of fotorreceptores, epitelio pigmentado de la retina, capa ganglionar de la retina, capa nuclear interna\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mNo good Wikipedia Search Result was found\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Pubmed search\n",
+      "Action Input: Histological characteristics of fotorreceptores, epitelio pigmentado de la retina, capa ganglionar de la retina, capa nuclear interna\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mNo good PubMed Result was found\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Histological characteristics of fotorreceptores, epitelio pigmentado de la retina, capa ganglionar de la retina, capa nuclear interna\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mAn understanding of the histology of the retina is essential to consider for complete insight into diseases involving a vital sensory component in the eye. The complexity of the retina, from its precise multi-layered structure to its various cell types and function, will be discussed briefly in this overview. Also, understanding features involving both structure and function will help ... Photoreceptor layer of retina - histological slide. Photoreceptors are image forming cells. They are a specialised type of neuroepithelial cell that is capable of absorbing light and converting it into an electrical signal in the initial stages of the vision mechanism, a process known as phototransduction.Photoreceptors are packed tightly together, allowing a large volume of light to be ... The retina is a layer of photoreceptors cells and glial cells within the eye that captures incoming photons and transmits them along neuronal pathways as both electrical and chemical signals for the brain to perceive a visual picture. The retina is located in the posterior segment and forms the innermost boundary among the other major layers of the eye that include the vascular choroid and the ... The retina is the innermost layer in the eye that is responsible for the visual processing that turns light energy from photons into three-dimensional images.[1] Located in the posterior portion of the eyeball, the retina is the only extension of the brain that can be viewed from the outside world and gives ophthalmologists a rare window into real-time pathology affecting the retina ... Embryology of the eye The eyes are formed from several embryonic layers. The epithelium of the cornea and lens are derived from the surface ectoderm.The endothelium of the cornea, sclera, and choroid arise from the neural crest cells.The neuroectoderm produces the posterior part of the iris, optic nerve, and retina. The remaining fibrous network and vasculature of the eye arise from the ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"d\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"d\"\n",
+      "}\n",
+      "{'response': 'd'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Ipagpares ang bahagi ng retina sa Hanay B sa tamang paglalarawan ng itong mga katangian sa Hanay A.\n",
+      "\n",
+      "I. Isang hanay ng mga cells na mahigpit na pinagsasama-sama ng mga junctional complexes\n",
+      "II. Pantay at regular na mga hanay ng cells, tadlong sa epithelium\n",
+      "III. May iba't ibang klaseng cells ito, katulad ng bipolar cells, amacrine cells, horizontal cells, at Muller cells.\n",
+      "IV. Mayroon ito ng magnocellular, parvocellular, at coniocellular cells.\n",
+      "\n",
+      "A. Photoreceptors.\n",
+      "B. Retinal pigment epithelium.\n",
+      "C. Retinal ganglionic layer.\n",
+      "D. Inner Nuclear Layer.\n",
+      "\n",
+      "a) I: A, II: C; III: D; IV: B.\n",
+      "b) I: B; II:A; III: D; IV: C.\n",
+      "c) I: B; II: A; III: C; IV: C.\n",
+      "d) I: C; II: A; III: D; IV: B.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the retina layers and their characteristics to match them with the descriptions provided in the question.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Retina layers\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Retina\n",
+      "Summary: The retina (from Latin  rete 'net'; pl. retinae or retinas) is the innermost, light-sensitive layer of tissue of the eye of most vertebrates and some molluscs. The optics of the eye create a focused two-dimensional image of the visual world on the retina, which then processes that image within the retina and sends nerve impulses along the optic nerve to the visual cortex to create visual perception. The retina serves a function which is in many ways analogous to that of the film or image sensor in a camera.\n",
+      "The neural retina consists of several layers of neurons interconnected by synapses and is supported by an outer layer of pigmented epithelial cells. The primary light-sensing cells in the retina are the photoreceptor cells, which are of two types: rods and cones. Rods function mainly in dim light and provide monochromatic vision. Cones function in well-lit conditions and are responsible for the perception of colour through the use of a range of opsins, as well as high-acuity vision used for tasks such as reading. A third type of light-sensing cell, the photosensitive ganglion cell, is important for entrainment of circadian rhythms and reflexive responses such as the pupillary light reflex.\n",
+      "Light striking the retina initiates a cascade of chemical and electrical events that ultimately trigger nerve impulses that are sent to various visual centres of the brain through the fibres of the optic nerve. Neural signals from the rods and cones undergo processing by other neurons, whose output takes the form of action potentials in retinal ganglion cells whose axons form the optic nerve.In vertebrate embryonic development, the retina and the optic nerve originate as outgrowths of the developing brain, specifically the embryonic diencephalon; thus, the retina is considered part of the central nervous system (CNS) and is actually brain tissue. It is the only part of the CNS that can be visualized noninvasively. Like most of the brain, the retina is isolated from the vascular system by the blood–brain barrier. The retina is the part of the body with the greatest continuous energy demand.\n",
+      "\n",
+      "Page: Retinal pigment epithelium\n",
+      "Summary: The pigmented layer of retina or retinal pigment epithelium (RPE) is the pigmented cell layer just outside the neurosensory retina that nourishes retinal visual cells, and is firmly attached to the underlying choroid and overlying retinal visual cells.\n",
+      "\n",
+      "Page: Retinal detachment\n",
+      "Summary: Retinal detachment is a disorder of the eye in which the retina peels away from its underlying layer of support tissue. Initial detachment may be localized, but without rapid treatment the entire retina may detach, leading to vision loss and blindness.  It is a surgical emergency.The retina is a thin layer of light-sensitive tissue on the back wall of the eye. The optical system of the eye focuses light on the retina much like light is focused on the film in a camera. The retina translates that focused image into neural impulses and sends them to the brain via the optic nerve. Occasionally, posterior vitreous detachment, injury or trauma to the eye or head may cause a small tear in the retina. The tear allows vitreous fluid to seep through it under the retina, and peel it away like a bubble in wallpaper.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Retinal layers\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Retina\n",
+      "Summary: The retina (from Latin  rete 'net'; pl. retinae or retinas) is the innermost, light-sensitive layer of tissue of the eye of most vertebrates and some molluscs. The optics of the eye create a focused two-dimensional image of the visual world on the retina, which then processes that image within the retina and sends nerve impulses along the optic nerve to the visual cortex to create visual perception. The retina serves a function which is in many ways analogous to that of the film or image sensor in a camera.\n",
+      "The neural retina consists of several layers of neurons interconnected by synapses and is supported by an outer layer of pigmented epithelial cells. The primary light-sensing cells in the retina are the photoreceptor cells, which are of two types: rods and cones. Rods function mainly in dim light and provide monochromatic vision. Cones function in well-lit conditions and are responsible for the perception of colour through the use of a range of opsins, as well as high-acuity vision used for tasks such as reading. A third type of light-sensing cell, the photosensitive ganglion cell, is important for entrainment of circadian rhythms and reflexive responses such as the pupillary light reflex.\n",
+      "Light striking the retina initiates a cascade of chemical and electrical events that ultimately trigger nerve impulses that are sent to various visual centres of the brain through the fibres of the optic nerve. Neural signals from the rods and cones undergo processing by other neurons, whose output takes the form of action potentials in retinal ganglion cells whose axons form the optic nerve.In vertebrate embryonic development, the retina and the optic nerve originate as outgrowths of the developing brain, specifically the embryonic diencephalon; thus, the retina is considered part of the central nervous system (CNS) and is actually brain tissue. It is the only part of the CNS that can be visualized noninvasively. Like most of the brain, the retina is isolated from the vascular system by the blood–brain barrier. The retina is the part of the body with the greatest continuous energy demand.\n",
+      "\n",
+      "Page: Retinal pigment epithelium\n",
+      "Summary: The pigmented layer of retina or retinal pigment epithelium (RPE) is the pigmented cell layer just outside the neurosensory retina that nourishes retinal visual cells, and is firmly attached to the underlying choroid and overlying retinal visual cells.\n",
+      "\n",
+      "Page: Retinal ganglion cell\n",
+      "Summary: A retinal ganglion cell (RGC) is a type of neuron located near the inner surface (the ganglion cell layer) of the retina of the eye. It receives visual information from photoreceptors via two intermediate neuron types: bipolar cells and retina amacrine cells. Retina amacrine cells, particularly narrow field cells, are important for creating functional subunits within the ganglion cell layer and making it so that ganglion cells can observe a small dot moving a small distance. Retinal ganglion cells collectively transmit image-forming and non-image forming visual information from the retina in the form of action potential to several regions in the thalamus, hypothalamus, and mesencephalon, or midbrain.\n",
+      "Retinal ganglion cells vary significantly in terms of their size, connections, and responses to visual stimulation but they all share the defining property of having a long axon that extends into the brain. These axons form the optic nerve, optic chiasm, and optic tract.\n",
+      "A small percentage of retinal ganglion cells contribute little or nothing to vision, but are themselves photosensitive; their axons form the retinohypothalamic tract and contribute to circadian rhythms and pupillary light reflex, the resizing of the pupil.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Retinal layers\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Retina\n",
+      "Summary: The retina (from Latin  rete 'net'; pl. retinae or retinas) is the innermost, light-sensitive layer of tissue of the eye of most vertebrates and some molluscs. The optics of the eye create a focused two-dimensional image of the visual world on the retina, which then processes that image within the retina and sends nerve impulses along the optic nerve to the visual cortex to create visual perception. The retina serves a function which is in many ways analogous to that of the film or image sensor in a camera.\n",
+      "The neural retina consists of several layers of neurons interconnected by synapses and is supported by an outer layer of pigmented epithelial cells. The primary light-sensing cells in the retina are the photoreceptor cells, which are of two types: rods and cones. Rods function mainly in dim light and provide monochromatic vision. Cones function in well-lit conditions and are responsible for the perception of colour through the use of a range of opsins, as well as high-acuity vision used for tasks such as reading. A third type of light-sensing cell, the photosensitive ganglion cell, is important for entrainment of circadian rhythms and reflexive responses such as the pupillary light reflex.\n",
+      "Light striking the retina initiates a cascade of chemical and electrical events that ultimately trigger nerve impulses that are sent to various visual centres of the brain through the fibres of the optic nerve. Neural signals from the rods and cones undergo processing by other neurons, whose output takes the form of action potentials in retinal ganglion cells whose axons form the optic nerve.In vertebrate embryonic development, the retina and the optic nerve originate as outgrowths of the developing brain, specifically the embryonic diencephalon; thus, the retina is considered part of the central nervous system (CNS) and is actually brain tissue. It is the only part of the CNS that can be visualized noninvasively. Like most of the brain, the retina is isolated from the vascular system by the blood–brain barrier. The retina is the part of the body with the greatest continuous energy demand.\n",
+      "\n",
+      "Page: Retinal pigment epithelium\n",
+      "Summary: The pigmented layer of retina or retinal pigment epithelium (RPE) is the pigmented cell layer just outside the neurosensory retina that nourishes retinal visual cells, and is firmly attached to the underlying choroid and overlying retinal visual cells.\n",
+      "\n",
+      "Page: Retinal ganglion cell\n",
+      "Summary: A retinal ganglion cell (RGC) is a type of neuron located near the inner surface (the ganglion cell layer) of the retina of the eye. It receives visual information from photoreceptors via two intermediate neuron types: bipolar cells and retina amacrine cells. Retina amacrine cells, particularly narrow field cells, are important for creating functional subunits within the ganglion cell layer and making it so that ganglion cells can observe a small dot moving a small distance. Retinal ganglion cells collectively transmit image-forming and non-image forming visual information from the retina in the form of action potential to several regions in the thalamus, hypothalamus, and mesencephalon, or midbrain.\n",
+      "Retinal ganglion cells vary significantly in terms of their size, connections, and responses to visual stimulation but they all share the defining property of having a long axon that extends into the brain. These axons form the optic nerve, optic chiasm, and optic tract.\n",
+      "A small percentage of retinal ganglion cells contribute little or nothing to vision, but are themselves photosensitive; their axons form the retinohypothalamic tract and contribute to circadian rhythms and pupillary light reflex, the resizing of the pupil.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Assinale a alternativa que melhor correlaciona as características histológicas com os respectivos tecidos oculares:\n",
+      "\n",
+      "I. Monocamada de células fortemente unidas por complexos juncionais.\n",
+      "II. Estriações paralelas e regulares observadas à microscopia óptica, perpendiculares ao epitélio.\n",
+      "III. Contém células bipolares, células amácrinas, células horizontais e células de Muller.\n",
+      "IV. Contém células magnocelulares, parvocelulares e coniocelulares.\n",
+      "\n",
+      "A. Fotorreceptores.\n",
+      "B. Epitélio pigmentado da pigmentado da retina.\n",
+      "C. Camada ganglionar retiniana.\n",
+      "D. Camada nuclear interna.\n",
+      "\n",
+      "a) I: A, II: C; III: D; IV: B.\n",
+      "b) I: B; II:A; III: D; IV: C.\n",
+      "c) I: B; II: A; III: C; IV: C.\n",
+      "d) I: C; II: A; III: D; IV: B.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for the histological characteristics of ocular tissues to match them with the options given.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Histological characteristics of ocular tissues\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Marginal zone lymphoma\n",
+      "Summary: Marginal zone lymphomas, also known as marginal zone B-cell lymphomas (MZLs), are a heterogeneous group of lymphomas that derive from the malignant transformation of marginal zone B-cells. Marginal zone B cells are innate lymphoid cells that normally function by rapidly mounting IgM antibody immune responses to antigens such as those presented by infectious agents and damaged tissues. They are lymphocytes of the B-cell line that originate and mature in secondary lymphoid follicles and then move to the marginal zones of mucosa-associated lymphoid tissue (MALT), the spleen, or lymph nodes. Mucosa-associated lymphoid tissue is a diffuse system of small concentrations of lymphoid tissue found in various submucosal membrane sites of the body such as the gastrointestinal tract, mouth, nasal cavity, pharynx, thyroid gland, breast, lung, salivary glands, eye, skin and the human spleen.In 2016, the World Health Organization classified MZLs into three different types. Extranodal marginal zone lymphomas (EMZLs) are MZLs that develop in extranodal tissues. Most EMZLs develop in MALT and are often termed extranodal MZL of mucosa-associated lymphoid tissue or, more simply, MALT lymphomas. Splenic marginal zone lymphomas (SMZLs) are MZLs that initially are confined to the spleen, bone marrow, and blood. Nodal marginal zone lymphomas (NMZs) are MZLs initially confined to lymph nodes, bone marrow, and blood.  While all of these MZL involve malignant B-cells, they differ not only in the tissues they involve but also in their pathophysiology, clinical presentations, prognoses, and treatments.MZLs represent 5–17% of all Non-Hodgkin lymphomas with the extranodal, splenic, and nodal forms accounting for 50–70%, ~20%, and ~10% of all MZLs. The three MZL subtypes occur more often in older people (age 65–68 years) and are indolent diseases that may, in people without symptoms, be initially treated by a watchful waiting strategy. However, NMZL carries a somewhat worse long term outcome than the other subtypes and any of the MZL subtypes may progress in a low percentage of cases to a more aggressive lymphoma, particularly diffuse large B-cell lymphoma. One of the most distinctive feature of MZL is that many cases are associated with the persistent simulation of the immune system by the chronic inflammation that accompanies infections or autoimmune diseases. MZL cases associated with certain infectious pathogens can be cured by treatment directed at the pathogens causing or associated with these infections.\n",
+      "\n",
+      "Page: Iris (anatomy)\n",
+      "Summary: The iris (pl.: irides or irises) is a thin, annular structure in the eye in most mammals and birds, responsible for controlling the diameter and size of the pupil, and thus the amount of light reaching the retina. In optical terms, the pupil is the eye's aperture, while the iris is the diaphragm. Eye color is defined by the iris.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Owl's eye appearance\n",
+      "Summary: Owl's eye appearance, also known as owl's eye sign, is a pattern used in the medical field to describe cells (or cell attributes) that resemble the shape of an actual owl's eye. Using the techniques of histology and radiology, microscopes and other medical imaging are used to locate this pattern of \"owl's eye\" shaped cells. The term may be applied to the appearance of the cells themselves, or to aspects of their morphology, such as reference to an \"owl eye nucleus\". The presence of \"owl's eye\" cells has been linked to a variety of conditions, such as in the pathology of Hodgkin's lymphoma, a form of cancer. In particular, owl's eye appearance has been used to indicate the presence of cytomegalovirus (CMV), a genus of virus found in humans and other primates.\n",
+      "The description \"owl's eye\" may refer to:\n",
+      "\n",
+      "Cells with perinuclear vacuolization around centrally located pyknotic nuclei, such as typically seen in flat warts.\n",
+      "The appearance of inclusion bodies within the cell, which is highly specific for cytomegalovirus infection\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Histological characteristics of ocular tissues\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Marginal zone lymphoma\n",
+      "Summary: Marginal zone lymphomas, also known as marginal zone B-cell lymphomas (MZLs), are a heterogeneous group of lymphomas that derive from the malignant transformation of marginal zone B-cells. Marginal zone B cells are innate lymphoid cells that normally function by rapidly mounting IgM antibody immune responses to antigens such as those presented by infectious agents and damaged tissues. They are lymphocytes of the B-cell line that originate and mature in secondary lymphoid follicles and then move to the marginal zones of mucosa-associated lymphoid tissue (MALT), the spleen, or lymph nodes. Mucosa-associated lymphoid tissue is a diffuse system of small concentrations of lymphoid tissue found in various submucosal membrane sites of the body such as the gastrointestinal tract, mouth, nasal cavity, pharynx, thyroid gland, breast, lung, salivary glands, eye, skin and the human spleen.In 2016, the World Health Organization classified MZLs into three different types. Extranodal marginal zone lymphomas (EMZLs) are MZLs that develop in extranodal tissues. Most EMZLs develop in MALT and are often termed extranodal MZL of mucosa-associated lymphoid tissue or, more simply, MALT lymphomas. Splenic marginal zone lymphomas (SMZLs) are MZLs that initially are confined to the spleen, bone marrow, and blood. Nodal marginal zone lymphomas (NMZs) are MZLs initially confined to lymph nodes, bone marrow, and blood.  While all of these MZL involve malignant B-cells, they differ not only in the tissues they involve but also in their pathophysiology, clinical presentations, prognoses, and treatments.MZLs represent 5–17% of all Non-Hodgkin lymphomas with the extranodal, splenic, and nodal forms accounting for 50–70%, ~20%, and ~10% of all MZLs. The three MZL subtypes occur more often in older people (age 65–68 years) and are indolent diseases that may, in people without symptoms, be initially treated by a watchful waiting strategy. However, NMZL carries a somewhat worse long term outcome than the other subtypes and any of the MZL subtypes may progress in a low percentage of cases to a more aggressive lymphoma, particularly diffuse large B-cell lymphoma. One of the most distinctive feature of MZL is that many cases are associated with the persistent simulation of the immune system by the chronic inflammation that accompanies infections or autoimmune diseases. MZL cases associated with certain infectious pathogens can be cured by treatment directed at the pathogens causing or associated with these infections.\n",
+      "\n",
+      "Page: Iris (anatomy)\n",
+      "Summary: The iris (pl.: irides or irises) is a thin, annular structure in the eye in most mammals and birds, responsible for controlling the diameter and size of the pupil, and thus the amount of light reaching the retina. In optical terms, the pupil is the eye's aperture, while the iris is the diaphragm. Eye color is defined by the iris.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Owl's eye appearance\n",
+      "Summary: Owl's eye appearance, also known as owl's eye sign, is a pattern used in the medical field to describe cells (or cell attributes) that resemble the shape of an actual owl's eye. Using the techniques of histology and radiology, microscopes and other medical imaging are used to locate this pattern of \"owl's eye\" shaped cells. The term may be applied to the appearance of the cells themselves, or to aspects of their morphology, such as reference to an \"owl eye nucleus\". The presence of \"owl's eye\" cells has been linked to a variety of conditions, such as in the pathology of Hodgkin's lymphoma, a form of cancer. In particular, owl's eye appearance has been used to indicate the presence of cytomegalovirus (CMV), a genus of virus found in humans and other primates.\n",
+      "The description \"owl's eye\" may refer to:\n",
+      "\n",
+      "Cells with perinuclear vacuolization around centrally located pyknotic nuclei, such as typically seen in flat warts.\n",
+      "The appearance of inclusion bodies within the cell, which is highly specific for cytomegalovirus infection\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Histological characteristics of ocular tissues\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Marginal zone lymphoma\n",
+      "Summary: Marginal zone lymphomas, also known as marginal zone B-cell lymphomas (MZLs), are a heterogeneous group of lymphomas that derive from the malignant transformation of marginal zone B-cells. Marginal zone B cells are innate lymphoid cells that normally function by rapidly mounting IgM antibody immune responses to antigens such as those presented by infectious agents and damaged tissues. They are lymphocytes of the B-cell line that originate and mature in secondary lymphoid follicles and then move to the marginal zones of mucosa-associated lymphoid tissue (MALT), the spleen, or lymph nodes. Mucosa-associated lymphoid tissue is a diffuse system of small concentrations of lymphoid tissue found in various submucosal membrane sites of the body such as the gastrointestinal tract, mouth, nasal cavity, pharynx, thyroid gland, breast, lung, salivary glands, eye, skin and the human spleen.In 2016, the World Health Organization classified MZLs into three different types. Extranodal marginal zone lymphomas (EMZLs) are MZLs that develop in extranodal tissues. Most EMZLs develop in MALT and are often termed extranodal MZL of mucosa-associated lymphoid tissue or, more simply, MALT lymphomas. Splenic marginal zone lymphomas (SMZLs) are MZLs that initially are confined to the spleen, bone marrow, and blood. Nodal marginal zone lymphomas (NMZs) are MZLs initially confined to lymph nodes, bone marrow, and blood.  While all of these MZL involve malignant B-cells, they differ not only in the tissues they involve but also in their pathophysiology, clinical presentations, prognoses, and treatments.MZLs represent 5–17% of all Non-Hodgkin lymphomas with the extranodal, splenic, and nodal forms accounting for 50–70%, ~20%, and ~10% of all MZLs. The three MZL subtypes occur more often in older people (age 65–68 years) and are indolent diseases that may, in people without symptoms, be initially treated by a watchful waiting strategy. However, NMZL carries a somewhat worse long term outcome than the other subtypes and any of the MZL subtypes may progress in a low percentage of cases to a more aggressive lymphoma, particularly diffuse large B-cell lymphoma. One of the most distinctive feature of MZL is that many cases are associated with the persistent simulation of the immune system by the chronic inflammation that accompanies infections or autoimmune diseases. MZL cases associated with certain infectious pathogens can be cured by treatment directed at the pathogens causing or associated with these infections.\n",
+      "\n",
+      "Page: Iris (anatomy)\n",
+      "Summary: The iris (pl.: irides or irises) is a thin, annular structure in the eye in most mammals and birds, responsible for controlling the diameter and size of the pupil, and thus the amount of light reaching the retina. In optical terms, the pupil is the eye's aperture, while the iris is the diaphragm. Eye color is defined by the iris.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Owl's eye appearance\n",
+      "Summary: Owl's eye appearance, also known as owl's eye sign, is a pattern used in the medical field to describe cells (or cell attributes) that resemble the shape of an actual owl's eye. Using the techniques of histology and radiology, microscopes and other medical imaging are used to locate this pattern of \"owl's eye\" shaped cells. The term may be applied to the appearance of the cells themselves, or to aspects of their morphology, such as reference to an \"owl eye nucleus\". The presence of \"owl's eye\" cells has been linked to a variety of conditions, such as in the pathology of Hodgkin's lymphoma, a form of cancer. In particular, owl's eye appearance has been used to indicate the presence of cytomegalovirus (CMV), a genus of virus found in humans and other primates.\n",
+      "The description \"owl's eye\" may refer to:\n",
+      "\n",
+      "Cells with perinuclear vacuolization around centrally located pyknotic nuclei, such as typically seen in flat warts.\n",
+      "The appearance of inclusion bodies within the cell, which is highly specific for cytomegalovirus infection\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"d\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"d\"\n",
+      "}\n",
+      "{'response': 'd'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "Mark the alternative that best correlates the histological characteristics with the respective ocular tissues:\n",
+      "\n",
+      "I. Monolayer of cells tightly joined together by junctional complexes.\n",
+      "II. Parallel and regular striations observed under optical microscopy, perpendicular to the epithelium.\n",
+      "III. It contains bipolar cells, amacrine cells, horizontal cells and Muller cells.\n",
+      "IV. It contains magnocellular, parvocellular and coniocellular cells.\n",
+      "\n",
+      "A. Photoreceptors.\n",
+      "B. Retinal pigmented epithelium.\n",
+      "C. Retinal ganglionic layer.\n",
+      "D. Inner nuclear layer.\n",
+      "\n",
+      "a) I: A, II: C; III: D; IV: B.\n",
+      "b) I: B; II:A; III: D; IV: C.\n",
+      "c) I: B; II: A; III: C; IV: C.\n",
+      "d) I: C; II: A; III: D; IV: B.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for the histological characteristics of ocular tissues to match them with the options given.\n",
+      "\n",
+      "Action: Wikipedia\n",
+      "Action Input: Histological characteristics of ocular tissues\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Marginal zone lymphoma\n",
+      "Summary: Marginal zone lymphomas, also known as marginal zone B-cell lymphomas (MZLs), are a heterogeneous group of lymphomas that derive from the malignant transformation of marginal zone B-cells. Marginal zone B cells are innate lymphoid cells that normally function by rapidly mounting IgM antibody immune responses to antigens such as those presented by infectious agents and damaged tissues. They are lymphocytes of the B-cell line that originate and mature in secondary lymphoid follicles and then move to the marginal zones of mucosa-associated lymphoid tissue (MALT), the spleen, or lymph nodes. Mucosa-associated lymphoid tissue is a diffuse system of small concentrations of lymphoid tissue found in various submucosal membrane sites of the body such as the gastrointestinal tract, mouth, nasal cavity, pharynx, thyroid gland, breast, lung, salivary glands, eye, skin and the human spleen.In 2016, the World Health Organization classified MZLs into three different types. Extranodal marginal zone lymphomas (EMZLs) are MZLs that develop in extranodal tissues. Most EMZLs develop in MALT and are often termed extranodal MZL of mucosa-associated lymphoid tissue or, more simply, MALT lymphomas. Splenic marginal zone lymphomas (SMZLs) are MZLs that initially are confined to the spleen, bone marrow, and blood. Nodal marginal zone lymphomas (NMZs) are MZLs initially confined to lymph nodes, bone marrow, and blood.  While all of these MZL involve malignant B-cells, they differ not only in the tissues they involve but also in their pathophysiology, clinical presentations, prognoses, and treatments.MZLs represent 5–17% of all Non-Hodgkin lymphomas with the extranodal, splenic, and nodal forms accounting for 50–70%, ~20%, and ~10% of all MZLs. The three MZL subtypes occur more often in older people (age 65–68 years) and are indolent diseases that may, in people without symptoms, be initially treated by a watchful waiting strategy. However, NMZL carries a somewhat worse long term outcome than the other subtypes and any of the MZL subtypes may progress in a low percentage of cases to a more aggressive lymphoma, particularly diffuse large B-cell lymphoma. One of the most distinctive feature of MZL is that many cases are associated with the persistent simulation of the immune system by the chronic inflammation that accompanies infections or autoimmune diseases. MZL cases associated with certain infectious pathogens can be cured by treatment directed at the pathogens causing or associated with these infections.\n",
+      "\n",
+      "Page: Iris (anatomy)\n",
+      "Summary: The iris (pl.: irides or irises) is a thin, annular structure in the eye in most mammals and birds, responsible for controlling the diameter and size of the pupil, and thus the amount of light reaching the retina. In optical terms, the pupil is the eye's aperture, while the iris is the diaphragm. Eye color is defined by the iris.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Owl's eye appearance\n",
+      "Summary: Owl's eye appearance, also known as owl's eye sign, is a pattern used in the medical field to describe cells (or cell attributes) that resemble the shape of an actual owl's eye. Using the techniques of histology and radiology, microscopes and other medical imaging are used to locate this pattern of \"owl's eye\" shaped cells. The term may be applied to the appearance of the cells themselves, or to aspects of their morphology, such as reference to an \"owl eye nucleus\". The presence of \"owl's eye\" cells has been linked to a variety of conditions, such as in the pathology of Hodgkin's lymphoma, a form of cancer. In particular, owl's eye appearance has been used to indicate the presence of cytomegalovirus (CMV), a genus of virus found in humans and other primates.\n",
+      "The description \"owl's eye\" may refer to:\n",
+      "\n",
+      "Cells with perinuclear vacuolization around centrally located pyknotic nuclei, such as typically seen in flat warts.\n",
+      "The appearance of inclusion bodies within the cell, which is highly specific for cytomegalovirus infection\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Ocular tissues histological characteristics\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Marginal zone lymphoma\n",
+      "Summary: Marginal zone lymphomas, also known as marginal zone B-cell lymphomas (MZLs), are a heterogeneous group of lymphomas that derive from the malignant transformation of marginal zone B-cells. Marginal zone B cells are innate lymphoid cells that normally function by rapidly mounting IgM antibody immune responses to antigens such as those presented by infectious agents and damaged tissues. They are lymphocytes of the B-cell line that originate and mature in secondary lymphoid follicles and then move to the marginal zones of mucosa-associated lymphoid tissue (MALT), the spleen, or lymph nodes. Mucosa-associated lymphoid tissue is a diffuse system of small concentrations of lymphoid tissue found in various submucosal membrane sites of the body such as the gastrointestinal tract, mouth, nasal cavity, pharynx, thyroid gland, breast, lung, salivary glands, eye, skin and the human spleen.In 2016, the World Health Organization classified MZLs into three different types. Extranodal marginal zone lymphomas (EMZLs) are MZLs that develop in extranodal tissues. Most EMZLs develop in MALT and are often termed extranodal MZL of mucosa-associated lymphoid tissue or, more simply, MALT lymphomas. Splenic marginal zone lymphomas (SMZLs) are MZLs that initially are confined to the spleen, bone marrow, and blood. Nodal marginal zone lymphomas (NMZs) are MZLs initially confined to lymph nodes, bone marrow, and blood.  While all of these MZL involve malignant B-cells, they differ not only in the tissues they involve but also in their pathophysiology, clinical presentations, prognoses, and treatments.MZLs represent 5–17% of all Non-Hodgkin lymphomas with the extranodal, splenic, and nodal forms accounting for 50–70%, ~20%, and ~10% of all MZLs. The three MZL subtypes occur more often in older people (age 65–68 years) and are indolent diseases that may, in people without symptoms, be initially treated by a watchful waiting strategy. However, NMZL carries a somewhat worse long term outcome than the other subtypes and any of the MZL subtypes may progress in a low percentage of cases to a more aggressive lymphoma, particularly diffuse large B-cell lymphoma. One of the most distinctive feature of MZL is that many cases are associated with the persistent simulation of the immune system by the chronic inflammation that accompanies infections or autoimmune diseases. MZL cases associated with certain infectious pathogens can be cured by treatment directed at the pathogens causing or associated with these infections.\n",
+      "\n",
+      "Page: Iris (anatomy)\n",
+      "Summary: The iris (pl.: irides or irises) is a thin, annular structure in the eye in most mammals and birds, responsible for controlling the diameter and size of the pupil, and thus the amount of light reaching the retina. In optical terms, the pupil is the eye's aperture, while the iris is the diaphragm. Eye color is defined by the iris.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Owl's eye appearance\n",
+      "Summary: Owl's eye appearance, also known as owl's eye sign, is a pattern used in the medical field to describe cells (or cell attributes) that resemble the shape of an actual owl's eye. Using the techniques of histology and radiology, microscopes and other medical imaging are used to locate this pattern of \"owl's eye\" shaped cells. The term may be applied to the appearance of the cells themselves, or to aspects of their morphology, such as reference to an \"owl eye nucleus\". The presence of \"owl's eye\" cells has been linked to a variety of conditions, such as in the pathology of Hodgkin's lymphoma, a form of cancer. In particular, owl's eye appearance has been used to indicate the presence of cytomegalovirus (CMV), a genus of virus found in humans and other primates.\n",
+      "The description \"owl's eye\" may refer to:\n",
+      "\n",
+      "Cells with perinuclear vacuolization around centrally located pyknotic nuclei, such as typically seen in flat warts.\n",
+      "The appearance of inclusion bodies within the cell, which is highly specific for cytomegalovirus infection\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Ocular tissues\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Ocular immune system\n",
+      "Summary: The ocular immune system protects the eye from infection and regulates healing processes following injuries. The interior of the eye lacks lymph vessels but is highly vascularized, and many immune cells reside in the uvea, including mostly macrophages, dendritic cells, and mast cells. These cells fight off intraocular infections, and intraocular inflammation can manifest as uveitis (including iritis) or retinitis.  The cornea of the eye is immunologically a very special tissue. Its constant exposure to the exterior world means that it is vulnerable to a wide range of microorganisms while its moist mucosal surface makes the cornea particularly susceptible to attack. At the same time, its lack of vasculature and relative immune separation from the rest of the body makes immune defense difficult. Lastly, the cornea is a multifunctional tissue. It provides a large part of the eye's refractive power, meaning it has to maintain remarkable transparency, but must also serve as a barrier to keep pathogens from reaching the rest of the eye, similar to function of the dermis and epidermis in keeping underlying tissues protected. Immune reactions within the cornea come from surrounding vascularized tissues as well as innate immune responsive cells that reside within the cornea.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Heterochromia iridum\n",
+      "Summary: Heterochromia is a variation in coloration most often used to describe color differences of the iris, but can also be applied to color variation of hair or skin. Heterochromia is determined by the production, delivery, and concentration of melanin (a pigment). It may be inherited, or caused by genetic mosaicism, chimerism, disease, or injury. It occurs in humans and certain breeds of domesticated animals.\n",
+      "Heterochromia of the eye is called heterochromia iridum or heterochromia iridis. It can be complete, sectoral, or central. In complete heterochromia, one iris is a different color from the other. In sectoral heterochromia, part of one iris is a different color from its remainder. In central heterochromia, there is a ring around the pupil or possibly spikes of different colors radiating from the pupil.\n",
+      "Though multiple causes have been posited, the scientific consensus is that a lack of genetic diversity is the primary reason behind heterochromia, at least in domestic animals. This is due to a mutation of the genes that determine melanin distribution at the 8-HTP pathway, which usually only become corrupted due to chromosomal homogeneity. Though common in some breeds of cats, dogs, cattle and horses due to inbreeding, heterochromia is uncommon in humans, affecting fewer than 200,000 people in the United States, and is not associated with lack of genetic diversity.The affected eye may be hyperpigmented (hyperchromic) or hypopigmented (hypochromic). In humans, an increase of melanin production in the eyes indicates hyperplasia of the iris tissues, whereas a lack of melanin indicates hypoplasia.\n",
+      "The term is derived from Ancient Greek: ἕτερος, héteros \"different\" and χρῶμα, chrôma \"color\".\n",
+      "\n",
+      "Page: Ocular prosthesis\n",
+      "Summary: An ocular prosthesis, artificial eye or glass eye is a type of craniofacial prosthesis that replaces an absent natural eye following an enucleation, evisceration, or orbital exenteration. The prosthesis fits over an orbital implant and under the eyelids. Though often referred to as a glass eye, the ocular prosthesis roughly takes the shape of a convex shell and is made of medical grade plastic acrylic. A few ocular prostheses today are made of cryolite glass. A variant of the ocular prosthesis is a very thin hard shell known as a scleral shell which can be worn over a damaged or eviscerated eye. Makers of ocular prosthetics are known as ocularists. An ocular prosthesis does not provide vision; this would be a visual prosthesis. Someone with an ocular prosthesis is altogether blind on the affected side and has monocular (one sided) vision.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Histological characteristics of ocular tissues\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Marginal zone lymphoma\n",
+      "Summary: Marginal zone lymphomas, also known as marginal zone B-cell lymphomas (MZLs), are a heterogeneous group of lymphomas that derive from the malignant transformation of marginal zone B-cells. Marginal zone B cells are innate lymphoid cells that normally function by rapidly mounting IgM antibody immune responses to antigens such as those presented by infectious agents and damaged tissues. They are lymphocytes of the B-cell line that originate and mature in secondary lymphoid follicles and then move to the marginal zones of mucosa-associated lymphoid tissue (MALT), the spleen, or lymph nodes. Mucosa-associated lymphoid tissue is a diffuse system of small concentrations of lymphoid tissue found in various submucosal membrane sites of the body such as the gastrointestinal tract, mouth, nasal cavity, pharynx, thyroid gland, breast, lung, salivary glands, eye, skin and the human spleen.In 2016, the World Health Organization classified MZLs into three different types. Extranodal marginal zone lymphomas (EMZLs) are MZLs that develop in extranodal tissues. Most EMZLs develop in MALT and are often termed extranodal MZL of mucosa-associated lymphoid tissue or, more simply, MALT lymphomas. Splenic marginal zone lymphomas (SMZLs) are MZLs that initially are confined to the spleen, bone marrow, and blood. Nodal marginal zone lymphomas (NMZs) are MZLs initially confined to lymph nodes, bone marrow, and blood.  While all of these MZL involve malignant B-cells, they differ not only in the tissues they involve but also in their pathophysiology, clinical presentations, prognoses, and treatments.MZLs represent 5–17% of all Non-Hodgkin lymphomas with the extranodal, splenic, and nodal forms accounting for 50–70%, ~20%, and ~10% of all MZLs. The three MZL subtypes occur more often in older people (age 65–68 years) and are indolent diseases that may, in people without symptoms, be initially treated by a watchful waiting strategy. However, NMZL carries a somewhat worse long term outcome than the other subtypes and any of the MZL subtypes may progress in a low percentage of cases to a more aggressive lymphoma, particularly diffuse large B-cell lymphoma. One of the most distinctive feature of MZL is that many cases are associated with the persistent simulation of the immune system by the chronic inflammation that accompanies infections or autoimmune diseases. MZL cases associated with certain infectious pathogens can be cured by treatment directed at the pathogens causing or associated with these infections.\n",
+      "\n",
+      "Page: Iris (anatomy)\n",
+      "Summary: The iris (pl.: irides or irises) is a thin, annular structure in the eye in most mammals and birds, responsible for controlling the diameter and size of the pupil, and thus the amount of light reaching the retina. In optical terms, the pupil is the eye's aperture, while the iris is the diaphragm. Eye color is defined by the iris.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Owl's eye appearance\n",
+      "Summary: Owl's eye appearance, also known as owl's eye sign, is a pattern used in the medical field to describe cells (or cell attributes) that resemble the shape of an actual owl's eye. Using the techniques of histology and radiology, microscopes and other medical imaging are used to locate this pattern of \"owl's eye\" shaped cells. The term may be applied to the appearance of the cells themselves, or to aspects of their morphology, such as reference to an \"owl eye nucleus\". The presence of \"owl's eye\" cells has been linked to a variety of conditions, such as in the pathology of Hodgkin's lymphoma, a form of cancer. In particular, owl's eye appearance has been used to indicate the presence of cytomegalovirus (CMV), a genus of virus found in humans and other primates.\n",
+      "The description \"owl's eye\" may refer to:\n",
+      "\n",
+      "Cells with perinuclear vacuolization around centrally located pyknotic nuclei, such as typically seen in flat warts.\n",
+      "The appearance of inclusion bodies within the cell, which is highly specific for cytomegalovirus infection\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 3: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "Ordene los tres nombres de células que se encuentran en el epitelio corneal, comenzando con el má superficial, seguidos por el intermedio y lo profundo.\n",
+      "a) Plana, alada, basal.\n",
+      "b) Alada, basal, plana.\n",
+      "c) Basal, plana, alada.\n",
+      "d) Alada, plana, basal.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI need to search for the names of the cells in the corneal epithelium in order from superficial to deep.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Corneal epithelium\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Corneal epithelium\n",
+      "Summary: The corneal epithelium (epithelium corneae anterior layer) is made up of epithelial tissue and covers the front of the cornea. It acts as a barrier to protect the cornea, resisting the free flow of fluids from the tears, and prevents bacteria from entering the epithelium and corneal stroma.\n",
+      "\n",
+      "Page: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Corneal cross-linking\n",
+      "Summary: Corneal cross-linking (CXL) with riboflavin (vitamin B2) and UV-A light is a surgical treatment for corneal ectasia such as keratoconus, PMD, and post-LASIK ectasia.\n",
+      "It is used in an attempt to make the cornea stronger. According to a 2015 Cochrane review, there is insufficient evidence to determine if it is useful in keratoconus. In 2016, the US Food and Drug Administration approved riboflavin ophthalmic solution crosslinking based on three 12-month clinical trials.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI have found information about the corneal epithelium on Wikipedia, now I can determine the order of the cells.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Corneal epithelium cell types\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Corneal ulcer\n",
+      "Summary: Corneal ulcer, also called keratitis, is an inflammatory or, more seriously, infective condition of the cornea involving disruption of its epithelial layer with involvement of the corneal stroma. It is a common condition in humans particularly in the tropics and in farming. In developing countries, children afflicted by vitamin A deficiency are at high risk for corneal ulcer and may become blind in both eyes persisting throughout life. In ophthalmology, a corneal ulcer usually refers to having an infection, while the term corneal abrasion refers more to a scratch injury.\n",
+      "\n",
+      "Page: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Limbal stem cell\n",
+      "Summary: Limbal stem cells, also known as corneal epithelial stem cells, are unipotent stem cells located in the basal epithelial layer of the corneal limbus. They form the border between the cornea and the sclera. Characteristics of limbal stem cells include a slow turnover rate, high proliferative potential, clonogenicity, expression of stem cell markers, as well as the ability to regenerate the entire corneal epithelium. Limbal stem cell proliferation has the role of maintaining the cornea; for example, by replacing cells that are lost via tears. Additionally, these cells also prevent the conjunctival epithelial cells from migrating onto the surface of the cornea.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI have found the information about the cell types in the corneal epithelium on Wikipedia. Now I can determine the order of the cells.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Corneal epithelium cell types\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Corneal ulcer\n",
+      "Summary: Corneal ulcer, also called keratitis, is an inflammatory or, more seriously, infective condition of the cornea involving disruption of its epithelial layer with involvement of the corneal stroma. It is a common condition in humans particularly in the tropics and in farming. In developing countries, children afflicted by vitamin A deficiency are at high risk for corneal ulcer and may become blind in both eyes persisting throughout life. In ophthalmology, a corneal ulcer usually refers to having an infection, while the term corneal abrasion refers more to a scratch injury.\n",
+      "\n",
+      "Page: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Limbal stem cell\n",
+      "Summary: Limbal stem cells, also known as corneal epithelial stem cells, are unipotent stem cells located in the basal epithelial layer of the corneal limbus. They form the border between the cornea and the sclera. Characteristics of limbal stem cells include a slow turnover rate, high proliferative potential, clonogenicity, expression of stem cell markers, as well as the ability to regenerate the entire corneal epithelium. Limbal stem cell proliferation has the role of maintaining the cornea; for example, by replacing cells that are lost via tears. Additionally, these cells also prevent the conjunctival epithelial cells from migrating onto the surface of the cornea.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"c\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"c\"\n",
+      "}\n",
+      "{'response': 'c'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Ipagsunud-sunod ang mga cells ng corneal epithelium, mula sa pinakamababaw hanggang sa pinakamalalim.\n",
+      "a) Flat, wing, basal.\n",
+      "b) Wing, basal, flat.\n",
+      "c) Basal, flat, wing.\n",
+      "d) Wing, flat, basal.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mThis question seems to be related to the layers of the corneal epithelium. I should search for information on the structure of the corneal epithelium.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Corneal epithelium layers\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Corneal epithelium\n",
+      "Summary: The corneal epithelium (epithelium corneae anterior layer) is made up of epithelial tissue and covers the front of the cornea. It acts as a barrier to protect the cornea, resisting the free flow of fluids from the tears, and prevents bacteria from entering the epithelium and corneal stroma.\n",
+      "\n",
+      "Page: Corneal cross-linking\n",
+      "Summary: Corneal cross-linking (CXL) with riboflavin (vitamin B2) and UV-A light is a surgical treatment for corneal ectasia such as keratoconus, PMD, and post-LASIK ectasia.\n",
+      "It is used in an attempt to make the cornea stronger. According to a 2015 Cochrane review, there is insufficient evidence to determine if it is useful in keratoconus. In 2016, the US Food and Drug Administration approved riboflavin ophthalmic solution crosslinking based on three 12-month clinical trials.\n",
+      "\n",
+      "Page: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThe information on Wikipedia did not specifically mention the order of cells in the corneal epithelium. I should try a different approach to find the answer.\n",
+      "Action: DuckDuckGo Search\n",
+      "Action Input: Order of cells in corneal epithelium\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mProper differentiation of corneal epithelial cells (CECs) from limbal stem/progenitor cells (LSCs) is required for maintenance of ocular homeostasis and clear vision. Here, using a single-cell ... The corneal epithelium (CE) is the outermost layer of the cornea, with constant turnover and relatively stable thickness in normal eyes. In continuous relation to the precorneal tear film, this layer provides protective and optical properties vital to maintaining a healthy ocular surface [ 1 ]. In contrast to this relative stability in normal ... The presence of corneal stem cells in the area of the limbus corneae is a prerequisite for regeneration [3, 5, 11]. The diffusion barrier and protective function are enabled by the epithelial cell association. The superficial epithelial cells are connected by tight junctions, which prevent the invasion of microorganisms [2, 11]. The cornea consists of five layers: the corneal epithelium, anterior limiting lamina (Bowman's layer), substantia propria (stroma), posterior limiting lamina (Descemet's membrane) and endothelium, arranged anteroposteriorly. The main function of the outer coat is to protect structures inside the eye. The corneal epithelium in the eye and the skin epidermis are 2 types of stratified epithelia, both derived from the surface ectoderm during embryonic development. The human corneal epithelium is the outermost layer of the cornea, supported by underlying stroma and endothelium, protecting the eye from the outside environment [7-9]. It is ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThe search results provided information on the layers of the cornea but did not specifically mention the order of cells in the corneal epithelium. I should try a different search approach.\n",
+      "Action: Pubmed search\n",
+      "Action Input: Corneal epithelium cell order\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mPublished: 2024-01-20\n",
+      "Title: Evaluation of biophysical alterations in the epithelial and endothelial layer of patients with Bullous Keratopathy.\n",
+      "Copyright Information: Copyright © 2024 Elsevier Ltd. All rights reserved.\n",
+      "Summary::\n",
+      "The cornea is a fundamental ocular tissue for the sense of sight. Thanks to it, the refraction of two-thirds of light manages to participate in the visual process and protect against mechanical damage. Because it is transparent, avascular, and innervated, the cornea comprises five main layers: Epithelium, Bowman's layer, stroma, Descemet's membrane, and endothelium. Each layer plays a key role in the functionality and maintenance of ocular tissue, providing unique ultrastructural and biomechanical properties. Bullous Keratopathy (BK) is an endothelial dysfunction that leads to corneal edema, loss of visual acuity, epithelial blisters, and severe pain, among other symptoms. The corneal layers are subject to changes in their biophysical properties promoted by Keratopathy. In this context, the Atomic Force Microscopy (AFM) technique in air was used to investigate the anterior epithelial surface and the posterior endothelial surface, healthy and with BK, using a triangular silicone tip with a nominal spring constant of 0.4 N/m. Six human corneas (n = 6) samples were used for each analyzed group. Roughness data, calculated by third-order polynomial adjustment, adhesion, and Young's modulus, were obtained to serve as a comparison and identification of morphological and biomechanical changes possibly associated with the pathology, such as craters and in the epithelial layer and exposure of a fibrotic layer due to loss of the endothelial cell wall. Endothelial cell membrane area and volume data were calculated, obtaining a relevant comparison between the control and patient. Such results may provide new data on the physical properties of the ocular tissue to understand the physiology of the cornea when it has pathology.\n",
+      "\n",
+      "Published: --\n",
+      "Title: Morpho\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThe search results did not provide the specific order of cells in the corneal epithelium. I should try a different search approach.\n",
+      "Action: DuckDuckGo Search\n",
+      "Action Input: Order of cells in corneal epithelium layers\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mProper differentiation of corneal epithelial cells (CECs) from limbal stem/progenitor cells (LSCs) is required for maintenance of ocular homeostasis and clear vision. Here, using a single-cell ... Corneal epithelial cells originate from stem cells in palisade of Vogt at limbus and move centripetally toward center to replaces all the layers of corneal epithelium. The mean thickness of corneal epithelium is 54 ± 5 μm and it consists of 5-7 layers of cells. Considering the regional thickness, nasal and inferior thickness have been ... The nonkeratinized stratified squamous corneal epithelium consists of the 5 layers of cells centrally, while on the periphery it contains up to 10 layers. The Bowman's membrane (layer), also known as the anterior limiting lamina of the cornea. It is an acellular layer, consisting of the meshwork of irregularly arranged collagen fibrils. The corneal epithelium (CE) is the outermost layer of the cornea, with constant turnover and relatively stable thickness in normal eyes. In continuous relation to the precorneal tear film, this layer provides protective and optical properties vital to maintaining a healthy ocular surface [ 1 ]. In contrast to this relative stability in normal ... The cornea consists of five layers: the corneal epithelium, anterior limiting lamina (Bowman's layer), substantia propria (stroma), posterior limiting lamina (Descemet's membrane) and endothelium, arranged anteroposteriorly. The main function of the outer coat is to protect structures inside the eye.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThe corneal epithelium cells follow the order of basal, wing, flat.\n",
+      "Final Answer: \n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\n",
+      "{'response': 'c'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Ordene as três denominações celulares encontradas no epitélio da córnea, iniciando pelo mais superficial, seguido do intermediário e do profundo.\n",
+      "a)Plana, alada, basal.\n",
+      "b)Alada, basal, plana.\n",
+      "c)Basal, plana, alada.\n",
+      "d)Alada, plana, basal.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for the cell types found in the corneal epithelium to determine their order.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Corneal epithelium cell types\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Corneal ulcer\n",
+      "Summary: Corneal ulcer, also called keratitis, is an inflammatory or, more seriously, infective condition of the cornea involving disruption of its epithelial layer with involvement of the corneal stroma. It is a common condition in humans particularly in the tropics and in farming. In developing countries, children afflicted by vitamin A deficiency are at high risk for corneal ulcer and may become blind in both eyes persisting throughout life. In ophthalmology, a corneal ulcer usually refers to having an infection, while the term corneal abrasion refers more to a scratch injury.\n",
+      "\n",
+      "Page: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Limbal stem cell\n",
+      "Summary: Limbal stem cells, also known as corneal epithelial stem cells, are unipotent stem cells located in the basal epithelial layer of the corneal limbus. They form the border between the cornea and the sclera. Characteristics of limbal stem cells include a slow turnover rate, high proliferative potential, clonogenicity, expression of stem cell markers, as well as the ability to regenerate the entire corneal epithelium. Limbal stem cell proliferation has the role of maintaining the cornea; for example, by replacing cells that are lost via tears. Additionally, these cells also prevent the conjunctival epithelial cells from migrating onto the surface of the cornea.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI need to find the specific cell types in the corneal epithelium to determine their order.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Corneal epithelium cell types\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Corneal ulcer\n",
+      "Summary: Corneal ulcer, also called keratitis, is an inflammatory or, more seriously, infective condition of the cornea involving disruption of its epithelial layer with involvement of the corneal stroma. It is a common condition in humans particularly in the tropics and in farming. In developing countries, children afflicted by vitamin A deficiency are at high risk for corneal ulcer and may become blind in both eyes persisting throughout life. In ophthalmology, a corneal ulcer usually refers to having an infection, while the term corneal abrasion refers more to a scratch injury.\n",
+      "\n",
+      "Page: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Limbal stem cell\n",
+      "Summary: Limbal stem cells, also known as corneal epithelial stem cells, are unipotent stem cells located in the basal epithelial layer of the corneal limbus. They form the border between the cornea and the sclera. Characteristics of limbal stem cells include a slow turnover rate, high proliferative potential, clonogenicity, expression of stem cell markers, as well as the ability to regenerate the entire corneal epithelium. Limbal stem cell proliferation has the role of maintaining the cornea; for example, by replacing cells that are lost via tears. Additionally, these cells also prevent the conjunctival epithelial cells from migrating onto the surface of the cornea.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI need to determine the order of the cell types in the corneal epithelium based on the information I found.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Corneal epithelium\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Corneal epithelium\n",
+      "Summary: The corneal epithelium (epithelium corneae anterior layer) is made up of epithelial tissue and covers the front of the cornea. It acts as a barrier to protect the cornea, resisting the free flow of fluids from the tears, and prevents bacteria from entering the epithelium and corneal stroma.\n",
+      "\n",
+      "Page: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Corneal cross-linking\n",
+      "Summary: Corneal cross-linking (CXL) with riboflavin (vitamin B2) and UV-A light is a surgical treatment for corneal ectasia such as keratoconus, PMD, and post-LASIK ectasia.\n",
+      "It is used in an attempt to make the cornea stronger. According to a 2015 Cochrane review, there is insufficient evidence to determine if it is useful in keratoconus. In 2016, the US Food and Drug Administration approved riboflavin ophthalmic solution crosslinking based on three 12-month clinical trials.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI now know the final answer\n",
+      "\n",
+      "Final Answer: \n",
+      "{\n",
+      "    \"response\": \"c\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"c\"\n",
+      "}\n",
+      "{'response': 'c'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "Order the three cell names found in the corneal epithelium, starting with the most superficial, followed by the intermediate and the deep.\n",
+      "a) Flat, wing, basal.\n",
+      "b) Wing, basal, flat.\n",
+      "c) Basal, flat, wing.\n",
+      "d) Wing, flat, basal.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for the cell names found in the corneal epithelium on Wikipedia to determine their order.\n",
+      "\n",
+      "Action: Wikipedia\n",
+      "Action Input: Corneal epithelium cell names\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Limbal stem cell\n",
+      "Summary: Limbal stem cells, also known as corneal epithelial stem cells, are unipotent stem cells located in the basal epithelial layer of the corneal limbus. They form the border between the cornea and the sclera. Characteristics of limbal stem cells include a slow turnover rate, high proliferative potential, clonogenicity, expression of stem cell markers, as well as the ability to regenerate the entire corneal epithelium. Limbal stem cell proliferation has the role of maintaining the cornea; for example, by replacing cells that are lost via tears. Additionally, these cells also prevent the conjunctival epithelial cells from migrating onto the surface of the cornea.\n",
+      "\n",
+      "Page: Corneal ulcer\n",
+      "Summary: Corneal ulcer, also called keratitis, is an inflammatory or, more seriously, infective condition of the cornea involving disruption of its epithelial layer with involvement of the corneal stroma. It is a common condition in humans particularly in the tropics and in farming. In developing countries, children afflicted by vitamin A deficiency are at high risk for corneal ulcer and may become blind in both eyes persisting throughout life. In ophthalmology, a corneal ulcer usually refers to having an infection, while the term corneal abrasion refers more to a scratch injury.\n",
+      "\n",
+      "Page: Meesmann corneal dystrophy\n",
+      "Summary: Meesmann corneal dystrophy (MECD) is a rare hereditary autosomal dominant disease that is characterized as a type of corneal dystrophy and a keratin disease. MECD is characterized by the formation of microcysts in the outermost layer of the cornea, known as the anterior corneal epithelium. The anterior corneal epithelium also becomes fragile. This usually affects both eyes rather than a single eye and worsens over time. There are two phenotypes, Meesmann corneal dystrophy 1 (MECD1) and Meesmann corneal dystrophy 2 (MECD2), which affect the genes KRT3 and KRT12, respectively. A heterozygous mutation in either of these genes will lead to a single phenotype. Many with Meesmann corneal dystrophy are asymptomatic or experience mild symptoms.\n",
+      "It is named after the German ophthalmologist Alois Meesmann (1888–1969). It is often considered as the \"Meesmann-Wilke syndrome\", after the joint contribution of Meesmann and Wilke in 1939. Research was later contributed by Stocker and Holt in 1954 through 1955 who found a variant of Meesmann corneal dystrophy called \"Stocker-Holt Dystrophy\".\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI should now search for the specific cell names found in the corneal epithelium to determine their order.\n",
+      "\n",
+      "Action: DuckDuckGo Search\n",
+      "Action Input: Corneal epithelium cell names\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mCorneal epithelial cells originate from stem cells in palisade of Vogt at limbus and move centripetally toward center to replaces all the layers of corneal epithelium. The mean thickness of corneal epithelium is 54 ± 5 μm and it consists of 5-7 layers of cells. Considering the regional thickness, nasal and inferior thickness have been ... Proper differentiation of corneal epithelial cells (CECs) from limbal stem/progenitor cells (LSCs) is required for maintenance of ocular homeostasis and clear vision. Here, using a single-cell ... The cornea consists of five layers: the corneal epithelium, anterior limiting lamina (Bowman's layer), substantia propria (stroma), posterior limiting lamina (Descemet's membrane) and endothelium, arranged anteroposteriorly. The main function of the outer coat is to protect structures inside the eye. The presence of corneal stem cells in the area of the limbus corneae is a prerequisite for regeneration [3, 5, 11]. The diffusion barrier and protective function are enabled by the epithelial cell association. The superficial epithelial cells are connected by tight junctions, which prevent the invasion of microorganisms [2, 11]. ITGβ4 has previously been used to purify corneal epithelial cells derived from iPSCs that were expanded and used to treat patients with limbal stem cell deficiency, which was the first clinical ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI should now search for the specific cell names found in the corneal epithelium to determine their order.\n",
+      "\n",
+      "Action: DuckDuckGo Search\n",
+      "Action Input: Corneal epithelium cell names order\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mThe corneal epithelium (CE) is the outermost layer of the cornea, with constant turnover and relatively stable thickness in normal eyes. In continuous relation to the precorneal tear film, this layer provides protective and optical properties vital to maintaining a healthy ocular surface [ 1 ]. In contrast to this relative stability in normal ... Proper differentiation of corneal epithelial cells (CECs) from limbal stem/progenitor cells (LSCs) is required for maintenance of ocular homeostasis and clear vision. Here, using a single-cell ... The cornea forms the anterior transparent layer of the outer coat. It is a dome shaped elevation which projects from the sclera at the corneoscleral junction. The cornea is an avascular structure, containing no blood vessels except at its margins. It is however highly innervated and is very sensitive to pain and touch. The corneal epithelium acts as a barrier to pathogens entering the eye; corneal epithelial cells are continuously renewed by uni-potent, quiescent limbal stem cells (LSCs) located at the limbus ... Corneal stromal stem cells (CSSCs) are of particular interest in regenerative ophthalmology, offering a new therapeutic target for corneal injuries and diseases. This review provides a comprehensive examination of CSSCs, exploring their anatomy, functions, and role in maintaining corneal integrity. Molecular markers, wound healing mechanisms, and potential therapeutic applications are discussed.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI should now have enough information to determine the order of the cell names found in the corneal epithelium.\n",
+      "\n",
+      "Final Answer: \n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\n",
+      "{'response': 'c'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 4: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "Con respecto a la membrana de la córnea de Descemet, es correcto declarar:\n",
+      "a) Las células endoteliales no participan en su formación.\n",
+      "b) Su grosor en el adulto es de aproximadamente 30 µm.\n",
+      "c) Su porción más anterior es de origen embrionario.\n",
+      "d) Su grosor se reduce con la edad.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the corneal Descemet membrane to find the correct statement.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Corneal Descemet membrane\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Descemet's membrane\n",
+      "Summary: Descemet's membrane (or the Descemet membrane) is the basement membrane that lies between the corneal proper substance, also called stroma, and the endothelial layer of the cornea. It is composed of different kinds of collagen (Type IV and VIII) than the stroma.  The endothelial layer is located at the posterior of the cornea.  Descemet's membrane, as the basement membrane for the endothelial layer, is secreted by the single layer of squamous epithelial cells that compose the endothelial layer of the cornea.\n",
+      "\n",
+      "Page: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at least 41% as of 2021.\n",
+      "\n",
+      "Page: Corneal opacity\n",
+      "Summary: Corneal opacification is a term used when the human cornea loses its transparency. The term corneal opacity is used particularly for the loss of transparency of cornea due to scarring. Transparency of the cornea is dependent on the uniform diameter and the regular spacing and arrangement of the collagen fibrils within the stroma. Alterations in the spacing of collagen fibrils in a variety of conditions including corneal edema, scars, and macular corneal dystrophy is clinically manifested as corneal opacity. The term corneal blindness is commonly used to describe blindness due to corneal opacity.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Descemet's membrane thickness in adults\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mD escemet's membrane endothelial keratoplasty is the selective transplantation of the Descemet's membrane and endothelium and is currently one of the most common surgical treatments for corneal endothelial dysfunction. Despite the already advanced status of the surgical procedure, DMEK is continuously being optimized to achieve positive outcomes, including a good functional outcome ... 1. Introduction. The advent of Descemet's membrane endothelial keratoplasty (DMEK) has revolutionized the standard of care for corneal endothelial disease and it is now well established that DMEK provides faster and visual rehabilitation than other endothelial keratoplasty procedures such as Descemet's stripping automated endothelial keratoplasty (DSAEK), Descemet's stripping endothelial ... D escemet's stripping automated endothelial keratoplasty and Descemet's membrane endothelial keratoplasty have advantages over full-thickness corneal transplants, namely a decreased risk of tissue rejection, faster visual recovery and the potential for better vision.. According to Winston Chamberlain, MD, PhD, who is in practice in Portland, Oregon, the primary indication for corneal ... The Descemet membrane graft was grasped with end-gripping vitreoretinal forceps and inserted through the trocar. Once in the vitreous chamber, the graft was gently placed on the inner retinal surface and positioned over the macular hole. Complete fluid-air exchange was performed. Air was then replaced with 20% sulfur hexafluoride gas. Fuchs endothelial corneal dystrophy (FED) is a bilateral, slowly progressive, often asymmetric corneal disease characterized by deterioration of endothelial cells and development of guttata, which are excrescences of Descemet's membrane.[1][2] FED slowly progresses to a great extent of endothelial cell loss, subsequent loss of corneal deturgescence, and bilateral corneal edema of the stroma ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Pubmed search\n",
+      "Action Input: Descemet's membrane thickness in adults\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mPublished: 2023-12-21\n",
+      "Title: Five-year clinical outcomes of 107 consecutive DMEK surgeries.\n",
+      "Copyright Information: Copyright: © 2023 Bichet et al. This is an open access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.\n",
+      "Summary::\n",
+      "PURPOSE: The long-term clinical outcomes, postoperative complications, and graft survival of Descemet-membrane endothelial keratoplasty (DMEK) remain poorly understood. We retrospectively assessed these variables in all consecutive eyes that underwent DMEK for any indication in 2014-2018. The findings were compared to the long-term DMEK studies of five other groups (3-10-year follow-up).\n",
+      "METHODS: Patients underwent ophthalmological tests preoperatively, at 1, 3, 6, and 12 postoperative months, and then annually. Five-year graft survival was determined by Kaplan-Meier estimator. Change in best-corrected visual acuity (BCVA), endothelial-cell density (ECD), and central-corneal thickness (CCT) at each timepoint was determined.\n",
+      "RESULTS: 107 eyes (80 patients; 72 years old; 67% female) underwent first-time DMEK for uncomplicated Fuchs endothelial corneal dystrophy (94% of eyes), pseudophakic bullous keratopathy (3%), and regraft after previous keratoplasty (3%). The most common complication was graft detachment requiring rebubbling (18%). Thirteen grafts (12%) failed at ≤15 months. Cumulative 5-year graft-survival probability was 88% (95% confidence intervals = 79-94%). BCVA improved from 0.6 logMAR preoperatively to 0.05 logMAR at 1 year (p<0.0001) and then remained stable. Donor ECD dropped by 47% at 6 postoperative months and then continued to decrease by 4.0%/year. Five-year endothelial-cell loss was 65% (from 2550 to 900 cells/mm2). CCT dropped from 618 to 551 μm at 5 years (p<0.0001). These findings are generally consistent with previous long-term DMEK studies.\n",
+      "CONCLUSIONS: DMEK \u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Tama tungkol sa Descemet's membrane ng cornea:\n",
+      "a) Ang mga endothelial cells ay hindi nakikilahok sa pagbuo nito.\n",
+      "b) Ang kapal nito ay halos 30 µm.\n",
+      "c) Ang pinakaharap na bahagi ng Descemet's membrane ay nagmumula sa embryo.\n",
+      "d) Kapag tumatanda, mas numinipis ang Descemet's membrane.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information about Descemet's membrane on Wikipedia to find the correct statement.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Descemet's membrane\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Descemet's membrane\n",
+      "Summary: Descemet's membrane (or the Descemet membrane) is the basement membrane that lies between the corneal proper substance, also called stroma, and the endothelial layer of the cornea. It is composed of different kinds of collagen (Type IV and VIII) than the stroma.  The endothelial layer is located at the posterior of the cornea.  Descemet's membrane, as the basement membrane for the endothelial layer, is secreted by the single layer of squamous epithelial cells that compose the endothelial layer of the cornea.\n",
+      "\n",
+      "Page: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at least 41% as of 2021.\n",
+      "\n",
+      "Page: Descemet membrane endothelial keratoplasty\n",
+      "Summary: Descemet membrane endothelial keratoplasty (DMEK) is a method of corneal transplantation. The DMEK technique involves the removal of a very thin sheet of tissue from the posterior (innermost) side of a person's cornea, replacing it with the two posterior (innermost) layers of corneal tissue from a donor's eyeball. The two corneal layers which are exchanged are the Descemet's membrane and the corneal endothelium. The person's corneal tissue is gently excised, peeled off, and replaced with the donor tissue via small 'clear corneal incisions' (small corneal incisions just anterior to the corneal limbus. The donor tissue is tamponaded against the person's exposed posterior corneal stroma by injecting a small air bubble into the anterior chamber. To ensure the air tamponade is effective, it is necessary for people to strictly maintain such a posture that they are looking up at the ceiling during the recovery period until the air bubble has fully resorbed.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Descemet's membrane\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Descemet's membrane\n",
+      "Summary: Descemet's membrane (or the Descemet membrane) is the basement membrane that lies between the corneal proper substance, also called stroma, and the endothelial layer of the cornea. It is composed of different kinds of collagen (Type IV and VIII) than the stroma.  The endothelial layer is located at the posterior of the cornea.  Descemet's membrane, as the basement membrane for the endothelial layer, is secreted by the single layer of squamous epithelial cells that compose the endothelial layer of the cornea.\n",
+      "\n",
+      "Page: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at least 41% as of 2021.\n",
+      "\n",
+      "Page: Descemet membrane endothelial keratoplasty\n",
+      "Summary: Descemet membrane endothelial keratoplasty (DMEK) is a method of corneal transplantation. The DMEK technique involves the removal of a very thin sheet of tissue from the posterior (innermost) side of a person's cornea, replacing it with the two posterior (innermost) layers of corneal tissue from a donor's eyeball. The two corneal layers which are exchanged are the Descemet's membrane and the corneal endothelium. The person's corneal tissue is gently excised, peeled off, and replaced with the donor tissue via small 'clear corneal incisions' (small corneal incisions just anterior to the corneal limbus. The donor tissue is tamponaded against the person's exposed posterior corneal stroma by injecting a small air bubble into the anterior chamber. To ensure the air tamponade is effective, it is necessary for people to strictly maintain such a posture that they are looking up at the ceiling during the recovery period until the air bubble has fully resorbed.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Sobre a membrana de Descemet da córnea, é correto afirmar:\n",
+      "a)As células endoteliais não participam da sua formação.\n",
+      "b)Sua espessura no adulto é de cerca de 30 µm.\n",
+      "c)Sua porção mais anterior é de origem embrionária.\n",
+      "d)Sua espessura reduz-se com a idade.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information about the Descemet membrane of the cornea to find the correct answer.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Descemet membrane cornea\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at least 41% as of 2021.\n",
+      "\n",
+      "Page: Descemet's membrane\n",
+      "Summary: Descemet's membrane (or the Descemet membrane) is the basement membrane that lies between the corneal proper substance, also called stroma, and the endothelial layer of the cornea. It is composed of different kinds of collagen (Type IV and VIII) than the stroma.  The endothelial layer is located at the posterior of the cornea.  Descemet's membrane, as the basement membrane for the endothelial layer, is secreted by the single layer of squamous epithelial cells that compose the endothelial layer of the cornea.\n",
+      "\n",
+      "Page: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThe Descemet membrane is the basement membrane between the corneal stroma and the endothelial layer of the cornea. It is secreted by the endothelial cells. Let's find the correct statement about it.\n",
+      "\n",
+      "Action: Wikipedia\n",
+      "Action Input: Descemet membrane\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Descemet's membrane\n",
+      "Summary: Descemet's membrane (or the Descemet membrane) is the basement membrane that lies between the corneal proper substance, also called stroma, and the endothelial layer of the cornea. It is composed of different kinds of collagen (Type IV and VIII) than the stroma.  The endothelial layer is located at the posterior of the cornea.  Descemet's membrane, as the basement membrane for the endothelial layer, is secreted by the single layer of squamous epithelial cells that compose the endothelial layer of the cornea.\n",
+      "\n",
+      "Page: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at least 41% as of 2021.\n",
+      "\n",
+      "Page: Descemet membrane endothelial keratoplasty\n",
+      "Summary: Descemet membrane endothelial keratoplasty (DMEK) is a method of corneal transplantation. The DMEK technique involves the removal of a very thin sheet of tissue from the posterior (innermost) side of a person's cornea, replacing it with the two posterior (innermost) layers of corneal tissue from a donor's eyeball. The two corneal layers which are exchanged are the Descemet's membrane and the corneal endothelium. The person's corneal tissue is gently excised, peeled off, and replaced with the donor tissue via small 'clear corneal incisions' (small corneal incisions just anterior to the corneal limbus. The donor tissue is tamponaded against the person's exposed posterior corneal stroma by injecting a small air bubble into the anterior chamber. To ensure the air tamponade is effective, it is necessary for people to strictly maintain such a posture that they are looking up at the ceiling during the recovery period until the air bubble has fully resorbed.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThe Descemet membrane is secreted by the endothelial cells and its thickness does not reduce with age. Let's find the correct statement about it.\n",
+      "\n",
+      "Action: Wikipedia\n",
+      "Action Input: Descemet membrane cornea\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at least 41% as of 2021.\n",
+      "\n",
+      "Page: Descemet's membrane\n",
+      "Summary: Descemet's membrane (or the Descemet membrane) is the basement membrane that lies between the corneal proper substance, also called stroma, and the endothelial layer of the cornea. It is composed of different kinds of collagen (Type IV and VIII) than the stroma.  The endothelial layer is located at the posterior of the cornea.  Descemet's membrane, as the basement membrane for the endothelial layer, is secreted by the single layer of squamous epithelial cells that compose the endothelial layer of the cornea.\n",
+      "\n",
+      "Page: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThe Descemet membrane of the cornea is secreted by the endothelial cells and its thickness does not reduce with age. Let's answer the question now.\n",
+      "\n",
+      "Final Answer: \n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\n",
+      "{'response': 'c'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "Regarding Descemet's membrane of the cornea, it is correct to state:\n",
+      "a) Endothelial cells do not participate in its formation.\n",
+      "b) Its thickness in the adult is about 30 µm.\n",
+      "c) Its most anterior portion is of embryonic origin.\n",
+      "d) Its thickness reduces with age.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on Descemet's membrane of the cornea to find the correct statement.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Descemet's membrane of the cornea\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Descemet's membrane\n",
+      "Summary: Descemet's membrane (or the Descemet membrane) is the basement membrane that lies between the corneal proper substance, also called stroma, and the endothelial layer of the cornea. It is composed of different kinds of collagen (Type IV and VIII) than the stroma.  The endothelial layer is located at the posterior of the cornea.  Descemet's membrane, as the basement membrane for the endothelial layer, is secreted by the single layer of squamous epithelial cells that compose the endothelial layer of the cornea.\n",
+      "\n",
+      "Page: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at least 41% as of 2021.\n",
+      "\n",
+      "Page: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThe information from Wikipedia did not directly answer the question about Descemet's membrane of the cornea. I should try a different approach to find the correct statement.\n",
+      "Action: Pubmed search\n",
+      "Action Input: Descemet's membrane of the cornea\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mPublished: 2024-02-29\n",
+      "Title: Endothelial Migration and Regeneration after Penetrating Trauma Injury in a Deep Anterior Lamellar Keratoplasty Graft: Case Presentation and Literature Overview.\n",
+      "Copyright Information: \n",
+      "Summary::\n",
+      "['Background', 'Methods', 'Results', 'Conclusions']\n",
+      ": Traumatic injuries in eyes previously treated with Deep Anterior Lamellar Keratoplasty (DALK) can lead to ruptures in the Descemet Membrane (DM) and damage to the corneal endothelium, a crucial layer for maintaining corneal clarity. Due to cell cycle constraints, the human corneal endothelium cannot proliferate; instead, it compensates for injury through cell enlargement and migration from adjacent areas. : This study examines a notable case of corneal endothelial cell migration following a penetrating eye injury in a patient previously treated with DALK for keratoconus, supplemented by a review of relevant literature to contextualize the regenerative response. : A 39-year-old male with a history of DALK suffered a traumatic eye injury, resulting in damage to the Descemet Membrane and loss of the crystalline lens. After primary repair and considerations for further surgery, the patient's cornea cleared remarkably, with an improved visual acuity. This demonstrates the DM's potential for self-repair through endothelial cell migration. : The outcomes suggest that delaying corneal transplant surgery for up to 3 months following Descemet Membrane injury due to ocular trauma could be advantageous. Allowing time for natural healing processes might eliminate the need for further invasive surgeries, thereby improving patient recovery outcomes.\n",
+      "\n",
+      "Published: 2024-03-03\n",
+      "Title: Correlation Between the Cost and Safety of Corneal Graft Types.\n",
+      "Copyright Information: Copyright © 2024, Kousiouris et al.\n",
+      "Summary::\n",
+      "Background Corneal diseases are the fourth most common cause of blindness worldwide. In the majority of these diseases, vision reduction is reversible and can be restored to a large extent by replacing\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Descemet's membrane thickness in adults\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mD escemet's membrane endothelial keratoplasty is the selective transplantation of the Descemet's membrane and endothelium and is currently one of the most common surgical treatments for corneal endothelial dysfunction. Despite the already advanced status of the surgical procedure, DMEK is continuously being optimized to achieve positive outcomes, including a good functional outcome ... Fuchs endothelial corneal dystrophy (FED) is a bilateral, slowly progressive, often asymmetric corneal disease characterized by deterioration of endothelial cells and development of guttata, which are excrescences of Descemet's membrane.[1][2] FED slowly progresses to a great extent of endothelial cell loss, subsequent loss of corneal deturgescence, and bilateral corneal edema of the stroma ... A significant improvement in best-corrected visual acuity (BCVA) was observed at six-month follow-up (0.73 ± 0.37 vs. 1.73 ± 0.59 logMAR pre-operatively). During donor cornea dissection, buttonholing was the main concern, occurring 11% of the time. Descemet's perforation and donor preparation thickness variations were also observed. Descemet membrane endothelial keratoplasty (DMEK) is another technique used to treat corneal endothelial diseases. Mayo Clinic eye surgeons use these procedures to help people with blurred and cloudy vision due to problems with the endothelium, most commonly Fuchs' dystrophy. With DSEK and DMEK, only the innermost layer of the cornea is ... Therefore, transplantation in these patients involve partial thickness grafts of the endothelium, known as endothelial keratoplasty (EK) (Figure 5). Examples of endothelial keratoplasty include: Descemet membrane endothelial keratoplasty (DMEK) - Donor tissue consisting of only endothelium and Descemet membrane.[3]\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 5: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "Respecto a la capa lipídica de la película lagrimal, seleccionar la alternativa correcta.\n",
+      "a) Su finalidad básica es estabilizar la película y es secretada por las glándulas de Meibomio y Manz.\n",
+      "b) Entre sus componentes se encuentran los ésteres de colesterol y una de sus funciones es retrasar la evaporación de la película lagrimal.\n",
+      "c) En la disfunción de las glándulas de Meibomio, el punto de fusión de su secreción disminuye, contribuyendo al estancamiento de estas sustancias.\n",
+      "d) Puede valorarse por el tiempo de ruptura de la película lagrimal, permaneciendo intacta menos de cinco segundos en ojos sanos.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI need to search for information on the lipid layer of the tear film to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Lipid layer of tear film\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Artificial tears\n",
+      "Summary: Artificial tears are lubricating eye drops used to relieve dryness and irritation of the ocular surface. Dry eye syndrome (keratoconjunctivitis sicca) is a common ocular surface disorder and is characterized by disruption of the tear film and increased inflammation.The tear film coats the surface of the eye and is composed of 3 layers: an aqueous, lipid, and mucous layer. The aqueous layer consists of a mixture of electrolytes, enzymes, antibodies, antimicrobial proteins, and other compounds. The lipid layer consists of fatty compounds that are responsible for decreasing evaporation of the tear film. The mucous layer contains mucins, gelatinous glycoproteins, which allow for an even distribution of the tear film over the corneal surface and decreased friction during blinking.Artificial tears are used to supplement a patient's naturally-produced tears and increase eye lubrication by mimicking characteristics of the tear film.  Artificial tears can be supplemented with other treatments to treat dry eye syndrome and are available over the counter. Artificial tears are also used to moisten contact lenses and in eye examinations.\n",
+      "\n",
+      "Page: Tears\n",
+      "Summary: Tears are a clear liquid secreted by the lacrimal glands (tear gland) found in the eyes of all land mammals. Tears are made up of water, electrolytes, proteins, lipids, and mucins that form layers on the surface of eyes. The different types of tears—basal, reflex, and emotional—vary significantly in composition.\n",
+      " The functions of tears include lubricating the eyes (basal tears), removing irritants (reflex tears), and also aiding the immune system. Tears also occur as a part of the body's natural pain response. Emotional secretion of tears may serve a biological function by excreting stress-inducing hormones built up through times of emotional distress. Tears have symbolic significance among humans.\n",
+      "\n",
+      "Page: TearScience\n",
+      "Summary: TearScience is an American company founded in 2005 that develops, manufactures and markets ophthalmic medical devices aiding in the identification and treatment of meibomian gland dysfunction, which can lead to dry eye disease, which is a condition that affect as many as 25 million Americans. The company's Lipiflow System was FDA cleared in June 2011 for treating meibomian gland dysfunction and is currently installed in over 250 locations across the globe. The company is headquartered in Morrisville, North Carolina.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Lipid layer of tear film function\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mThe lipid layer exists at the environmental-tear interface and essential for delaying the rate of tear evaporation. This superficial lipid layer contains cholesterol, wax esters, fatty acids, and phospholipids. ... Function. Functions of the tear film include providing lubrication to the ocular surface and eyelid, antimicrobial defense ... The classic model of tear film is composed of mucin layer, aqueous layer and the outermost tear film lipid layer (TFLL). ... The known and/or proposed functions for tear film lipid layer [7, 19 ... The lipid layer is made up of meibomian glands, and its function is to stabilize the tear film and protect it from evaporation. 33 ADDE reflects a reduction of lacrimal secretion while EDE has normal lacrimal secretion but is due to excessive fluid loss from the exposed ocular surface, both of which lead to tear film instability and increased ... Tear film lipid layer and meibomian gland. Tear film instability, thinning, evaporation and break-up are strongly influenced by the tear film lipid layer (TFLL) [43]. The TFLL acts as a protective barrier, and any changes in its thickness, composition, or spreading can increase the rate of tear evaporation [44]. The tear film is composed of an inner mucin layer (largely from conjunctival goblet cells), a middle aqueous component and an outer lipid layer (from the Meibomian glands). The trilaminar tear film performs several important functions including: Protecting the ocular surface from pathogens; Removing debris and metabolic waste\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Pubmed search\n",
+      "Action Input: Tear film lipid layer function\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mPublished: 2024-03-28\n",
+      "Title: Examining Tear Film Dynamics Using the Novel Tear Film Imager.\n",
+      "Copyright Information: Copyright © 2024 Wolters Kluwer Health, Inc. All rights reserved.\n",
+      "Summary::\n",
+      "PURPOSE: The purpose of this study was to examine Tear Film Imager (TFI, AdOM, Israel) generated parameters across controls and dry eye (DE) subgroups and examine the changes in TFI parameters with contact lens (CL) placement.\n",
+      "METHODS: The retrospective study (n = 48) was conducted at the Miami Veterans Hospital. Symptoms were assessed through validated questionnaires and signs of tear function by tear break-up time and Schirmer scores. Participants were grouped as 1) healthy, 2) evaporative, 3) aqueous deficient, and 4) mixed DE based on tear function. Seventeen individuals had a baseline scan and a repeat scan following CL placement. Descriptives were compared across groups and over time.\n",
+      "RESULTS: The median age was 27 years, 74% self-identified as White, 45% as male, and 51% as Hispanic. Subjects in the aqueous deficiency category had lower muco-aqueous layer thickness (MALT) (2672 vs. 3084 nm) but higher lipid layer thickness (47.5 vs. 38.3 nm), lipid break-up time (4.4 vs. 2 seconds), and interblink interval (13.9 vs. 5.4 seconds) compared with the evaporative group. Subjects in the evaporative group had the highest MALT values (3084 vs. 2988, 2672, 3053 nm) compared with healthy, aqueous-deficient, and mixed groups. Symptoms were not significantly correlated with TFI parameters. CL placement significantly decreased MALT values (2869 → 2175 nm, P = 0.001).\n",
+      "CONCLUSIONS: The TFI provides unique information regarding the dynamic function of the tear film not captured by clinical examination. TFI generated metrics demonstrate a thinner aqueous layer in individuals with aqueous deficiency but highlight a thicker aqueous layer in those with evaporative DE.\n",
+      "\n",
+      "Published: 2024-02-19\n",
+      "Title: Analysis on the changes of objective indicators of dry eye after implantable collamer lens (ICL\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Piliin ang tamang sagot tungkol sa lipid layer ng lacrimal film.\n",
+      "a) Ang lipidic layer ay nagpapatag ng lacrimal film na nanggagaling sa meibomian at manz glands.\n",
+      "b) May laman itong mga cholesterol esters na nakakatulong sa pagbabagal ng pagtuyo ng luha.\n",
+      "c) Kapag nagkakaroon ng meibomian gland dysfunction, bumababa ang fusion point na nagpapahinto ng produksyon ng lipid.\n",
+      "d) Nasusuri ito gamit ang lacrial film break up time, kung saan ay walang lacrimal film break up hanggang 5 na segundo sa normal na mata.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the structure and function of the lipid layer of the lacrimal film.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Lipid layer of lacrimal film\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Tears\n",
+      "Summary: Tears are a clear liquid secreted by the lacrimal glands (tear gland) found in the eyes of all land mammals. Tears are made up of water, electrolytes, proteins, lipids, and mucins that form layers on the surface of eyes. The different types of tears—basal, reflex, and emotional—vary significantly in composition.\n",
+      " The functions of tears include lubricating the eyes (basal tears), removing irritants (reflex tears), and also aiding the immune system. Tears also occur as a part of the body's natural pain response. Emotional secretion of tears may serve a biological function by excreting stress-inducing hormones built up through times of emotional distress. Tears have symbolic significance among humans.\n",
+      "\n",
+      "Page: Ocular immune system\n",
+      "Summary: The ocular immune system protects the eye from infection and regulates healing processes following injuries. The interior of the eye lacks lymph vessels but is highly vascularized, and many immune cells reside in the uvea, including mostly macrophages, dendritic cells, and mast cells. These cells fight off intraocular infections, and intraocular inflammation can manifest as uveitis (including iritis) or retinitis.  The cornea of the eye is immunologically a very special tissue. Its constant exposure to the exterior world means that it is vulnerable to a wide range of microorganisms while its moist mucosal surface makes the cornea particularly susceptible to attack. At the same time, its lack of vasculature and relative immune separation from the rest of the body makes immune defense difficult. Lastly, the cornea is a multifunctional tissue. It provides a large part of the eye's refractive power, meaning it has to maintain remarkable transparency, but must also serve as a barrier to keep pathogens from reaching the rest of the eye, similar to function of the dermis and epidermis in keeping underlying tissues protected. Immune reactions within the cornea come from surrounding vascularized tissues as well as innate immune responsive cells that reside within the cornea.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Dry eye syndrome\n",
+      "Summary: Dry eye syndrome, also known as keratoconjunctivitis sicca, is the condition of having dry eyes. Symptoms include dryness in the eye, irritation, redness, discharge, blurred vision, and easily fatigued eyes. Symptoms range from mild and occasional to severe and continuous. Dry eye syndrome can lead to blurred vision, instability of the tear film, increased risk of damage to the ocular surface such as scarring of the cornea, and changes in the eye including the neurosensory system.Dry eye occurs when either the eye does not produce enough tears or when the tears evaporate too quickly. This can be caused by age, contact lens use, meibomian gland dysfunction, pregnancy, Sjögren syndrome, vitamin A deficiency, omega-3 fatty acid deficiency, LASIK surgery, and certain medications such as antihistamines, some blood pressure medication, hormone replacement therapy, and antidepressants. Chronic conjunctivitis such as from tobacco smoke exposure or infection may also lead to the condition. Diagnosis is mostly based on the symptoms, though a number of other tests may be used. Dry eye syndrome occasionally makes wearing contact lenses impossible.Treatment depends on the underlying cause. Artificial tears are usually the first line of treatment. Wrap-around glasses that fit close to the face may decrease tear evaporation. Looking carefully at the medications a person is taking and, if safe, altering the medications may also improve symptoms if these medications are the cause. Some topical medications may be suggested to help treat the condition. The immunosuppressant cyclosporine (ciclosporin) may be recommended to increase tear production and, for short term use, topical corticosteroid medications are also sometimes helpful to reduce inflammation. Another treatment that is sometimes suggested is lacrimal plugs that prevent tears from draining from the surface of the eye.\n",
+      "Dry eye syndrome is\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Meibomian gland dysfunction\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Meibomian gland\n",
+      "Summary: Meibomian glands (also called tarsal glands, palpebral glands, and tarsoconjunctival glands) are sebaceous glands along the rims of the eyelid inside the tarsal plate.  They produce meibum, an oily substance that prevents evaporation of the eye's tear film.  Meibum prevents tears from spilling onto the cheek, traps them between the oiled edge and the eyeball, and makes the closed lids airtight. There are about 25 such glands on the upper eyelid, and 20 on the lower eyelid.\n",
+      "Dysfunctional meibomian glands is believed to be the most often cause of dry eyes. They are also the cause of posterior blepharitis.\n",
+      "\n",
+      "Page: Meibomian gland dysfunction\n",
+      "Summary: Meibomian gland dysfunction (MGD, also meibomitis) is a chronic disease of the meibomian glands, which is commonly characterized by obstruction of the end of the duct that delivers the secretion produced by the glands (called meibum) to the eye surface, which prevents the glandular secretion from reaching the ocular surface. The dysfunction could be that the amount of secretion produced may be abnormal (either too little or too much meibum produced). Dysfunction could also be related to the quality of the meibum produced. MGD may result in evaporative dry eye, blepharitis, chalazion, unsealed lid during sleep, and meibomian gland atrophy.MGD causes the glands to be obstructed by thick, cloudy-to-yellow, more opaque and viscous-like, oily and waxy secretions, a change from the glands' normal clear secretions. Besides leading to dry eyes, the obstructions can be degraded by bacterial lipases, resulting in the formation of free fatty acids, which irritate the eyes and sometimes cause punctate keratopathy. MGD has been described as \"the most underrecognized, underappreciated and undertreated disease in ophthalmic care [...] so common as to be taken as ‘normal’ in many clinical practices\".The dysfunction is more often seen in women, and is regarded as the main cause of dry eye syndrome. Factors that contribute to the dysfunction can include things such as a person's age and/or hormones, or severe infestation of Demodex brevis mites.\n",
+      "Treatment can include warm compresses to thin the secretions and eyelid scrubs with baby shampoo or eyelid cleanser, or emptying (\"expression\") of the gland by a professional. Lifitegrast and Restasis are topical medication commonly used to control the inflammation and improve the oil quality. In some cases topical steroids and topical (drops or ointment)/oral antibiotics (to reduce bacteria on the lid margin) are also prescribed to reduce inflammation.Intense pulsed light (IPL) treatments have also been shown to reduce inflammation and improve gland function.  Meibomian gland probing is also used on patients who experience deep clogging of the glands.\n",
+      "The dysfunction may be caused by some prescription medications, notably isotretinoin. A blocked meibomian gland can cause a meibomian cyst known as a chalazion to form in the eyelid.\n",
+      "Untreated blepharitis or MGD makes the eyes look red and puffy as if the person have been drinking or have a substance abuse problem.\n",
+      "\n",
+      "Page: Blepharitis\n",
+      "Summary: Blepharitis, sometimes known as \"granulated eyelids,\" is one of the most common ocular conditions characterized by inflammation, scaling, reddening, and crusting of the eyelid. This condition may also cause swelling, burning, itching, or a grainy sensation when introducing foreign objects or substances to the eye. Although blepharitis by itself is not sight-threatening, it can lead to permanent alterations of the eyelid margin. The primary cause is bacteria and inflammation from congested meibomian oil glands at the base of each eyelash. Other conditions may give rise to blepharitis, whether they be infectious or noninfectious, including, but not limited to, bacterial infections or allergies.\n",
+      "Different variations of blepharitis can be classified as seborrheic, staphylococcal, mixed, posterior or meibomitis, or parasitic. In a survey of US ophth\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Lacrimal film\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Lacrimal gland\n",
+      "Summary: The lacrimal glands are paired exocrine glands, one for each eye, found in most terrestrial vertebrates and some marine mammals, that secrete the aqueous layer of the tear film. In humans, they are situated in the upper lateral region of each orbit, in the lacrimal fossa of the orbit formed by the frontal bone. Inflammation of the lacrimal glands is called dacryoadenitis. The lacrimal gland produces tears which are secreted by the lacrimal ducts, and flow over the ocular surface, and then into canals that connect to the lacrimal sac. From that sac, the tears drain through the lacrimal duct into the nose.\n",
+      "Anatomists divide the gland into two sections, a palpebral lobe, or portion, and an orbital lobe or portion. The smaller palpebral lobe lies close to the eye, along the inner surface of the eyelid; if the upper eyelid is everted, the palpebral portion can be seen.\n",
+      "The orbital lobe of the gland, contains fine interlobular ducts that connect the orbital lobe and the palpebral lobe. They unite to form three to five main secretory ducts, joining five to seven ducts in the palpebral portion before the secreted fluid may enter on the surface of the eye.  Tears secreted collect in the fornix conjunctiva of the upper lid, and pass over the eye surface to the lacrimal puncta, small holes found at the inner corner of the eyelids.  These pass the tears through the lacrimal canaliculi on to the lacrimal sac, in turn to the nasolacrimal duct, which dumps them out into the nose.Lacrimal glands are also present in other mammals, such as horses.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Lacrimal caruncle\n",
+      "Summary: The lacrimal caruncle, or caruncula lacrimalis, is the small, pink, globular nodule at the inner corner (the medial canthus) of the eye. It consists of tissue types of neighbouring eye structures. It may suffer from lesions and allergic inflammation.\n",
+      "\n",
+      "Page: Tears\n",
+      "Summary: Tears are a clear liquid secreted by the lacrimal glands (tear gland) found in the eyes of all land mammals. Tears are made up of water, electrolytes, proteins, lipids, and mucins that form layers on the surface of eyes. The different types of tears—basal, reflex, and emotional—vary significantly in composition.\n",
+      " The functions of tears include lubricating the eyes (basal tears), removing irritants (reflex tears), and also aiding the immune system. Tears also occur as a part of the body's natural pain response. Emotional secretion of tears may serve a biological function by excreting stress-inducing hormones built up through times of emotional distress. Tears have symbolic significance among humans.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Sobre a camada lipídica do filme lacrimal, assinale a alternativa correta. \n",
+      "a)Tem por propósito básico estabilizar o filme e é secretada pelas glândulas de Meibomius e de Manz.  \n",
+      "b)Ésteres de colesterol estão entre seus componentes e uma de suas funções é retardar a evaporação do filme lacrimal. \n",
+      "c)Na disfunção das glândulas de Meibomius, o ponto de fusão de sua secreção diminui, colaborando para a estagnação dessas substâncias. \n",
+      "d)Pode ser avaliada pelo tempo de ruptura do filme lacrimal, permanecendo intacta por menos de cinco segundos em olhos saudáveis.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information about the lipid layer of the tear film to find the correct answer.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Lipid layer of tear film\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Artificial tears\n",
+      "Summary: Artificial tears are lubricating eye drops used to relieve dryness and irritation of the ocular surface. Dry eye syndrome (keratoconjunctivitis sicca) is a common ocular surface disorder and is characterized by disruption of the tear film and increased inflammation.The tear film coats the surface of the eye and is composed of 3 layers: an aqueous, lipid, and mucous layer. The aqueous layer consists of a mixture of electrolytes, enzymes, antibodies, antimicrobial proteins, and other compounds. The lipid layer consists of fatty compounds that are responsible for decreasing evaporation of the tear film. The mucous layer contains mucins, gelatinous glycoproteins, which allow for an even distribution of the tear film over the corneal surface and decreased friction during blinking.Artificial tears are used to supplement a patient's naturally-produced tears and increase eye lubrication by mimicking characteristics of the tear film.  Artificial tears can be supplemented with other treatments to treat dry eye syndrome and are available over the counter. Artificial tears are also used to moisten contact lenses and in eye examinations.\n",
+      "\n",
+      "Page: Tears\n",
+      "Summary: Tears are a clear liquid secreted by the lacrimal glands (tear gland) found in the eyes of all land mammals. Tears are made up of water, electrolytes, proteins, lipids, and mucins that form layers on the surface of eyes. The different types of tears—basal, reflex, and emotional—vary significantly in composition.\n",
+      " The functions of tears include lubricating the eyes (basal tears), removing irritants (reflex tears), and also aiding the immune system. Tears also occur as a part of the body's natural pain response. Emotional secretion of tears may serve a biological function by excreting stress-inducing hormones built up through times of emotional distress. Tears have symbolic significance among humans.\n",
+      "\n",
+      "Page: TearScience\n",
+      "Summary: TearScience is an American company founded in 2005 that develops, manufactures and markets ophthalmic medical devices aiding in the identification and treatment of meibomian gland dysfunction, which can lead to dry eye disease, which is a condition that affect as many as 25 million Americans. The company's Lipiflow System was FDA cleared in June 2011 for treating meibomian gland dysfunction and is currently installed in over 250 locations across the globe. The company is headquartered in Morrisville, North Carolina.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI should search for more specific information about the lipid layer of the tear film to find the correct answer.\n",
+      "Action: DuckDuckGo Search\n",
+      "Action Input: Composition of tear film lipid layer\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mThe vast majority of the tear film is an aqueous phase containing various mucin concentrations depending on the layer and a thin superficial lipid layer 50-100 nm in thickness. [1] The inner layer is formed by mucins secreted mostly by the goblet cells in the conjunctival epithelium, and to a lesser extent, by the acinar cells of the lacrimal ... The box shows the lipid composition of human tears, which has been listed for tear film lipid layer in the model proposed by Lam et al. . Full size image The transport of O 2 across a lipid layer ... The tear film [] has a layered structure with three mean parts or layers.The inner layer adjacent to the corneal epithelium, the middle layer or aqueous layer and the outer layer or lipid layer [2, 3].Even this lipid layer is a multilayer of several nanometers formed by several types of lipids, it can be investigated using the Langmuir technique, which can also be used to investigate the ... lipids that form the core of this composition make up the outermost layer of the tear film,where they serve important roles such as maintaining an optimal surface tension thus preventing tears from spilling over, generating a smooth refractive surface required for clear vision, and moderating the rate of evaporation of aqueous tear fluid.1−3 ... The tear film serves many diverse and critical roles including mechanical, antimicrobial, and immunological protection of the ocular surface against environment factors, irritants, microorganisms, and foreign bodies. The tear film is composed of three layers: the outermost lipid, the aqueous, and the inner mucin layer (Fig. 1.3) . As already ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI should now look for the specific information related to the statements in the question to determine the correct answer.\n",
+      "Action: DuckDuckGo Search\n",
+      "Action Input: Lipid layer of tear film function\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mThe lipid layer exists at the environmental-tear interface and essential for delaying the rate of tear evaporation. This superficial lipid layer contains cholesterol, wax esters, fatty acids, and phospholipids. ... Function. Functions of the tear film include providing lubrication to the ocular surface and eyelid, antimicrobial defense ... The classic model of tear film is composed of mucin layer, aqueous layer and the outermost tear film lipid layer (TFLL). ... The known and/or proposed functions for tear film lipid layer [7, 19 ... Tear film lipid layer and meibomian gland. Tear film instability, thinning, evaporation and break-up are strongly influenced by the tear film lipid layer (TFLL) [43]. The TFLL acts as a protective barrier, and any changes in its thickness, composition, or spreading can increase the rate of tear evaporation [44]. 3 Layers of the Tear Film. The tear film comprises 3 distinct layers, each with a specific function: the lipid, aqueous, and mucin layers.. The lipid layer is the outermost layer and consists of a thin film of oil that helps to prevent evaporation of the aqueous layer and keeps the tear film stable and smooth.; The aqueous layer is the middle layer and is composed primarily of water and ... The tear film lipid layer (TFLL) plays a vital part in maintenance of ocular health and represents a unique biological barrier comprising unusual and specialized lipid classes and species. The wax and cholesteryl esters (WEs and CEs) constitute roughly 80-90% of the TFLL. The majority of species in these lipid classes are branched and it is therefore surprising that the synthesis and ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThe correct answer is b) Ésteres de colesterol estão entre seus componentes e uma de suas funções é retardar a evaporação do filme lacrimal.\n",
+      "\n",
+      "Final Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "About the lipidic layer of the lacrimal film, choose the right answer. \n",
+      "a) its purpose is to stabilize the lacrimal film secreted by the meibomian and manz glans.\n",
+      "b) Cholesterol esters are within its components, and one of the functions is to delay the lacrimal film evaporation. \n",
+      "c) In meibomian gland dysfunction, the fusion point decrease, leading to stagnation.\n",
+      "d) can be evaluated by the lacrimal film break up time, keeping intact less than five seconds in healthy eyes.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the lipidic layer of the lacrimal film to find the correct answer.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Lipidic layer of the lacrimal film\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Tears\n",
+      "Summary: Tears are a clear liquid secreted by the lacrimal glands (tear gland) found in the eyes of all land mammals. Tears are made up of water, electrolytes, proteins, lipids, and mucins that form layers on the surface of eyes. The different types of tears—basal, reflex, and emotional—vary significantly in composition.\n",
+      " The functions of tears include lubricating the eyes (basal tears), removing irritants (reflex tears), and also aiding the immune system. Tears also occur as a part of the body's natural pain response. Emotional secretion of tears may serve a biological function by excreting stress-inducing hormones built up through times of emotional distress. Tears have symbolic significance among humans.\n",
+      "\n",
+      "Page: Ocular immune system\n",
+      "Summary: The ocular immune system protects the eye from infection and regulates healing processes following injuries. The interior of the eye lacks lymph vessels but is highly vascularized, and many immune cells reside in the uvea, including mostly macrophages, dendritic cells, and mast cells. These cells fight off intraocular infections, and intraocular inflammation can manifest as uveitis (including iritis) or retinitis.  The cornea of the eye is immunologically a very special tissue. Its constant exposure to the exterior world means that it is vulnerable to a wide range of microorganisms while its moist mucosal surface makes the cornea particularly susceptible to attack. At the same time, its lack of vasculature and relative immune separation from the rest of the body makes immune defense difficult. Lastly, the cornea is a multifunctional tissue. It provides a large part of the eye's refractive power, meaning it has to maintain remarkable transparency, but must also serve as a barrier to keep pathogens from reaching the rest of the eye, similar to function of the dermis and epidermis in keeping underlying tissues protected. Immune reactions within the cornea come from surrounding vascularized tissues as well as innate immune responsive cells that reside within the cornea.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Dry eye syndrome\n",
+      "Summary: Dry eye syndrome, also known as keratoconjunctivitis sicca, is the condition of having dry eyes. Symptoms include dryness in the eye, irritation, redness, discharge, blurred vision, and easily fatigued eyes. Symptoms range from mild and occasional to severe and continuous. Dry eye syndrome can lead to blurred vision, instability of the tear film, increased risk of damage to the ocular surface such as scarring of the cornea, and changes in the eye including the neurosensory system.Dry eye occurs when either the eye does not produce enough tears or when the tears evaporate too quickly. This can be caused by age, contact lens use, meibomian gland dysfunction, pregnancy, Sjögren syndrome, vitamin A deficiency, omega-3 fatty acid deficiency, LASIK surgery, and certain medications such as antihistamines, some blood pressure medication, hormone replacement therapy, and antidepressants. Chronic conjunctivitis such as from tobacco smoke exposure or infection may also lead to the condition. Diagnosis is mostly based on the symptoms, though a number of other tests may be used. Dry eye syndrome occasionally makes wearing contact lenses impossible.Treatment depends on the underlying cause. Artificial tears are usually the first line of treatment. Wrap-around glasses that fit close to the face may decrease tear evaporation. Looking carefully at the medications a person is taking and, if safe, altering the medications may also improve symptoms if these medications are the cause. Some topical medications may be suggested to help treat the condition. The immunosuppressant cyclosporine (ciclosporin) may be recommended to increase tear production and, for short term use, topical corticosteroid medications are also sometimes helpful to reduce inflammation. Another treatment that is sometimes suggested is lacrimal plugs that prevent tears from draining from the surface of the eye.\n",
+      "Dry eye syndrome is\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Lipidic layer of the lacrimal film\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Tears\n",
+      "Summary: Tears are a clear liquid secreted by the lacrimal glands (tear gland) found in the eyes of all land mammals. Tears are made up of water, electrolytes, proteins, lipids, and mucins that form layers on the surface of eyes. The different types of tears—basal, reflex, and emotional—vary significantly in composition.\n",
+      " The functions of tears include lubricating the eyes (basal tears), removing irritants (reflex tears), and also aiding the immune system. Tears also occur as a part of the body's natural pain response. Emotional secretion of tears may serve a biological function by excreting stress-inducing hormones built up through times of emotional distress. Tears have symbolic significance among humans.\n",
+      "\n",
+      "Page: Ocular immune system\n",
+      "Summary: The ocular immune system protects the eye from infection and regulates healing processes following injuries. The interior of the eye lacks lymph vessels but is highly vascularized, and many immune cells reside in the uvea, including mostly macrophages, dendritic cells, and mast cells. These cells fight off intraocular infections, and intraocular inflammation can manifest as uveitis (including iritis) or retinitis.  The cornea of the eye is immunologically a very special tissue. Its constant exposure to the exterior world means that it is vulnerable to a wide range of microorganisms while its moist mucosal surface makes the cornea particularly susceptible to attack. At the same time, its lack of vasculature and relative immune separation from the rest of the body makes immune defense difficult. Lastly, the cornea is a multifunctional tissue. It provides a large part of the eye's refractive power, meaning it has to maintain remarkable transparency, but must also serve as a barrier to keep pathogens from reaching the rest of the eye, similar to function of the dermis and epidermis in keeping underlying tissues protected. Immune reactions within the cornea come from surrounding vascularized tissues as well as innate immune responsive cells that reside within the cornea.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Dry eye syndrome\n",
+      "Summary: Dry eye syndrome, also known as keratoconjunctivitis sicca, is the condition of having dry eyes. Symptoms include dryness in the eye, irritation, redness, discharge, blurred vision, and easily fatigued eyes. Symptoms range from mild and occasional to severe and continuous. Dry eye syndrome can lead to blurred vision, instability of the tear film, increased risk of damage to the ocular surface such as scarring of the cornea, and changes in the eye including the neurosensory system.Dry eye occurs when either the eye does not produce enough tears or when the tears evaporate too quickly. This can be caused by age, contact lens use, meibomian gland dysfunction, pregnancy, Sjögren syndrome, vitamin A deficiency, omega-3 fatty acid deficiency, LASIK surgery, and certain medications such as antihistamines, some blood pressure medication, hormone replacement therapy, and antidepressants. Chronic conjunctivitis such as from tobacco smoke exposure or infection may also lead to the condition. Diagnosis is mostly based on the symptoms, though a number of other tests may be used. Dry eye syndrome occasionally makes wearing contact lenses impossible.Treatment depends on the underlying cause. Artificial tears are usually the first line of treatment. Wrap-around glasses that fit close to the face may decrease tear evaporation. Looking carefully at the medications a person is taking and, if safe, altering the medications may also improve symptoms if these medications are the cause. Some topical medications may be suggested to help treat the condition. The immunosuppressant cyclosporine (ciclosporin) may be recommended to increase tear production and, for short term use, topical corticosteroid medications are also sometimes helpful to reduce inflammation. Another treatment that is sometimes suggested is lacrimal plugs that prevent tears from draining from the surface of the eye.\n",
+      "Dry eye syndrome is\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Lipidic layer of the lacrimal film\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Tears\n",
+      "Summary: Tears are a clear liquid secreted by the lacrimal glands (tear gland) found in the eyes of all land mammals. Tears are made up of water, electrolytes, proteins, lipids, and mucins that form layers on the surface of eyes. The different types of tears—basal, reflex, and emotional—vary significantly in composition.\n",
+      " The functions of tears include lubricating the eyes (basal tears), removing irritants (reflex tears), and also aiding the immune system. Tears also occur as a part of the body's natural pain response. Emotional secretion of tears may serve a biological function by excreting stress-inducing hormones built up through times of emotional distress. Tears have symbolic significance among humans.\n",
+      "\n",
+      "Page: Ocular immune system\n",
+      "Summary: The ocular immune system protects the eye from infection and regulates healing processes following injuries. The interior of the eye lacks lymph vessels but is highly vascularized, and many immune cells reside in the uvea, including mostly macrophages, dendritic cells, and mast cells. These cells fight off intraocular infections, and intraocular inflammation can manifest as uveitis (including iritis) or retinitis.  The cornea of the eye is immunologically a very special tissue. Its constant exposure to the exterior world means that it is vulnerable to a wide range of microorganisms while its moist mucosal surface makes the cornea particularly susceptible to attack. At the same time, its lack of vasculature and relative immune separation from the rest of the body makes immune defense difficult. Lastly, the cornea is a multifunctional tissue. It provides a large part of the eye's refractive power, meaning it has to maintain remarkable transparency, but must also serve as a barrier to keep pathogens from reaching the rest of the eye, similar to function of the dermis and epidermis in keeping underlying tissues protected. Immune reactions within the cornea come from surrounding vascularized tissues as well as innate immune responsive cells that reside within the cornea.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Dry eye syndrome\n",
+      "Summary: Dry eye syndrome, also known as keratoconjunctivitis sicca, is the condition of having dry eyes. Symptoms include dryness in the eye, irritation, redness, discharge, blurred vision, and easily fatigued eyes. Symptoms range from mild and occasional to severe and continuous. Dry eye syndrome can lead to blurred vision, instability of the tear film, increased risk of damage to the ocular surface such as scarring of the cornea, and changes in the eye including the neurosensory system.Dry eye occurs when either the eye does not produce enough tears or when the tears evaporate too quickly. This can be caused by age, contact lens use, meibomian gland dysfunction, pregnancy, Sjögren syndrome, vitamin A deficiency, omega-3 fatty acid deficiency, LASIK surgery, and certain medications such as antihistamines, some blood pressure medication, hormone replacement therapy, and antidepressants. Chronic conjunctivitis such as from tobacco smoke exposure or infection may also lead to the condition. Diagnosis is mostly based on the symptoms, though a number of other tests may be used. Dry eye syndrome occasionally makes wearing contact lenses impossible.Treatment depends on the underlying cause. Artificial tears are usually the first line of treatment. Wrap-around glasses that fit close to the face may decrease tear evaporation. Looking carefully at the medications a person is taking and, if safe, altering the medications may also improve symptoms if these medications are the cause. Some topical medications may be suggested to help treat the condition. The immunosuppressant cyclosporine (ciclosporin) may be recommended to increase tear production and, for short term use, topical corticosteroid medications are also sometimes helpful to reduce inflammation. Another treatment that is sometimes suggested is lacrimal plugs that prevent tears from draining from the surface of the eye.\n",
+      "Dry eye syndrome is\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 6: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "En cuanto a los músculos externos del ojo, seleccione la alternativa correcta.\n",
+      "a) En la ley de Hering, la inervación se distribuye por igual entre los músculos agonistas y antagonistas, para una versión determinada.\n",
+      "b) Los movimientos de seguimiento se producen de forma automática, lenta, moviendo el punto de fijación.\n",
+      "c) En la ley de Sherrington, el estímulo de la contracción se distribuye entre los agonistas de ambos ojos, de modo que se produce de forma simétrica.\n",
+      "d) Los movimientos sacádicos se caracterizan por movimientos bruscos, descoordinados y de carácter totalmente reflejo.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the external muscles of the eye to determine the correct statement.\n",
+      "Action: Wikipedia\n",
+      "Action Input: External muscles of the eye\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Eye examination\n",
+      "Summary: An eye examination is a series of tests performed to assess vision and ability to focus on and discern objects. It also includes other tests and examinations pertaining to the eyes. Eye examinations are primarily performed by an optometrist, ophthalmologist, or an orthoptist.\n",
+      "Health care professionals often recommend that all people should have periodic and thorough eye examinations as part of routine primary care, especially since many eye diseases are  asymptomatic.\n",
+      "Eye examinations may detect potentially treatable blinding eye diseases, ocular manifestations of systemic disease, or signs of tumours or other anomalies of the brain.\n",
+      "A full eye examination consists of an external examination, followed by specific tests for visual acuity, pupil function, extraocular muscle motility, visual fields, intraocular pressure and ophthalmoscopy through a dilated pupil.\n",
+      "A minimal eye examination consists of tests for visual acuity, pupil function, and extraocular muscle motility, as well as direct ophthalmoscopy through an undilated pupil.\n",
+      "\n",
+      "Page: Ophthalmoparesis\n",
+      "Summary: Ophthalmoparesis  refers to weakness (-paresis) or paralysis (-plegia) of one or more extraocular muscles which are responsible for eye movements. It is a physical finding in certain neurologic, ophthalmologic, and endocrine disease.\n",
+      "Internal ophthalmoplegia means involvement limited to the pupillary sphincter and ciliary muscle. External ophthalmoplegia refers to involvement of only the extraocular muscles. Complete ophthalmoplegia indicates involvement of both.\n",
+      "\n",
+      "Page: Skeletal muscle\n",
+      "Summary: Skeletal muscles (commonly referred to as muscles) are organs of the vertebrate muscular system and typically are attached by tendons to bones of a skeleton. The muscle cells of skeletal muscles are much longer than in the other types of muscle tissue, and are often known as muscle fibers. The muscle tissue of a skeletal muscle is striated – having a striped appearance due to the arrangement of the sarcomeres.\n",
+      "Skeletal muscles are voluntary muscles under the control of the somatic nervous system. The other types of muscle are cardiac muscle, which is also striated, and smooth muscle, which is non-striated; both of these types of muscle tissue are classified as involuntary, or, under the control of the autonomic nervous system.A skeletal muscle contains multiple fascicles – bundles of muscle fibers. Each individual fiber, and each muscle is surrounded by a type of connective tissue layer of fascia. Muscle fibers are formed from the fusion of developmental myoblasts in a process known as myogenesis resulting in long multinucleated cells. In these cells the nuclei, termed myonuclei, are located along the inside of the cell membrane. Muscle fibers also have multiple mitochondria to meet energy needs.\n",
+      "Muscle fibers are in turn composed of myofibrils. The myofibrils are composed of actin and myosin filaments called myofilaments, repeated in units called sarcomeres, which are the basic functional, contractile units of the muscle fiber necessary for muscle contraction. Muscles are predominantly powered by the oxidation of fats and carbohydrates, but anaerobic chemical reactions are also used, particularly by fast twitch fibers. These chemical reactions produce adenosine triphosphate (ATP) molecules that are used to power the movement of the myosin heads.Skeletal muscle comprises about 35% of the body of humans by weight.  The functions of skeletal muscle include producing movement, maintaining body posture, controlling body temperature, and stabilizing joints. Skeletal muscle is also an endocrine organ. Under different physiological conditions, subsets of 654 different proteins as well as lipids, amino acids, metabolites and small RNAs are found in the secretome of skeletal muscles.Skeletal muscles are substantially composed of multinucleated contractile muscle fibers (myocytes). However, considerable numbers of resident and infiltrating mononuclear cells \u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Extraocular muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Ophthalmoparesis\n",
+      "Summary: Ophthalmoparesis  refers to weakness (-paresis) or paralysis (-plegia) of one or more extraocular muscles which are responsible for eye movements. It is a physical finding in certain neurologic, ophthalmologic, and endocrine disease.\n",
+      "Internal ophthalmoplegia means involvement limited to the pupillary sphincter and ciliary muscle. External ophthalmoplegia refers to involvement of only the extraocular muscles. Complete ophthalmoplegia indicates involvement of both.\n",
+      "\n",
+      "Page: ALS\n",
+      "Summary: Amyotrophic lateral sclerosis (ALS), also known as motor neurone disease (MND) or Lou Gehrig's disease in the United States, is a rare and terminal neurodegenerative disease that results in the progressive loss of motor neurons that control voluntary muscles. ALS is the most common form of the motor neuron diseases. Early symptoms of ALS include stiff muscles, muscle twitches, gradual increasing weakness, and muscle wasting. Limb-onset ALS begins with weakness in the arms or legs, while bulbar-onset ALS begins with difficulty in speaking or swallowing. Around half of people with ALS develop at least mild difficulties with thinking and behavior, and about 15% develop frontotemporal dementia. Motor neuron loss continues until the abilities to eat, speak, move, or, lastly, breathe are lost.Most cases of ALS (about 90% to 95%) have no known cause, and are known as sporadic ALS. However, both genetic and environmental factors are believed to be involved. The remaining 5% to 10% of cases have a genetic cause, often linked to a history of the disease in the family, and these are known as familial ALS (hereditary). About half of these genetic cases are due to disease-causing variants in one of four specific genes. The diagnosis is based on a person's signs and symptoms, with testing conducted to rule out other potential causes.There is no known cure for ALS. The goal of treatment is to slow the disease progression, and improve symptoms. Treatments that slow ALS include riluzole (extends life by two to three months) and sodium phenylbutyrate/ursodoxicoltaurine (extends life by around seven months). Non-invasive ventilation may result in both improved quality, and length of life. Mechanical ventilation can prolong survival but does not stop disease progression. A feeding tube may help maintain weight and nutrition. Death is usually caused by respiratory failure. The disease can affect people of any age, but usually starts around the age of 60. The average survival from onset to death is two to four years, though this can vary, and about 10% of those affected survive longer than ten years.Descriptions of the disease date back to at least 1824 by Charles Bell. In 1869, the connection between the symptoms and the underlying neurological problems was first described by French neurologist Jean-Martin Charcot, who in 1874 began using the term amyotrophic lateral sclerosis.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Hering's law of equal innervation\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mHering investigated binocular eye movements and argued that the two eyes move as a single unit: his law of equal innervation states that when one eye moves the other moves with equal amplitude and velocity, either in the same or the opposite direction. Eye movements were also implicated in visual direction (see Ono, 1979; Ono & Mapp, 1995). Hering test: In patients with unilateral ptosis, the ptotic lid is gently elevated manually, and the contralateral eyelid observed. Due to Hering's law of equal innervation, the contralateral eyelid may drop (See-saw effect). It is important to demonstrate this to the patient preoperatively and warn them about the possibility of requiring ... Eye movements are governed by two basic laws of physiology. Herrings Law of equal innervation: Whenever an eye movement is performed, equal and simultaneous flow of innervation occurs to the corresponding muscles of both eyes. For example, to facilitate laevoversion, equal innervation flows to the right medial rectus and left lateral rectus. Hering's law describes the conjugacy of movement of the eyes as being fundamental, with equal innervation going to muscles in a yoked pair. Case 2 had intermittent ptosis and had already been diagnosed with ocular MG, but the emergence of ptosis was delayed in the first patient, making the diagnosis of centrally mediated WEBINO plausible. Hering's Law of equal innervation follows that the increased neural pulsing/signaling should also be accompanied by equal pulsing/signaling to the contralateral yoke muscle, which in this case creates excessive saccadic movements on contralateral gaze/lateral rectus muscle. Toxin/Illicit Drug-induced Nystagmus\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Sherrington's law of reciprocal innervation\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mThe first major piece of evidence supporting \"total integration\" was his demonstration (1895-98) of the \"reciprocal innervation\" of muscles, also known as Sherrington's law: when one set of muscles is stimulated, muscles opposing the action of the first are simultaneously inhibited. Hence, it is called Sherrington's law of reciprocal innervation. According to this law, reciprocal inhibition is due to the segmental arrangement of afferent and efferent connections in the spinal cord. The afferent nerve fibers, which evoke flexor reflex in a limb have connections with motor neurons supplying flexors and the motor neurons ... Sherrington's law of reciprocal innervation: Increased innervation to a muscle is accompanied by decreased innervation to its antagonist. Exception: Duane retraction syndrome. Herring law of equal innervation: Equal and simultaneous innervation flows through synergistic muscles during any conjugate eye movement. Exception: Dissociated vertical ... Sherrington conceived the locomotion of mammals, as the perfect fitting of a set of reflexes. Essential concepts were final common path and reciprocal innervation: the motor neuron receives the multiple sensory afferences that join (summation) or oppose (inhibition). Coordination supposes the mutual innervation of the antagonistic muscles. As mentioned, their connectivity mediates the co-ordination of oblique saccades (Hering's Law of equal innervation), and the push-pull organization of EBNs and IBNs results in relaxation of antagonist during agonist activation (Sherrington's Law of reciprocal innervation). There is also emerging evidence that OPNs may play a role in the ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Alin sa mga sumusunod ang tama tungkol sa mga extraocular muscles?\n",
+      "a) Sa Hering's Law, ang stimulation na nakukuha ng isang ugat ay pantay sa agonist at antagonist muscles papunta sa isang ocular version.\n",
+      "b) Ang persecutory movements ay kusang nangyayari, kung saan nag-iiba ang fixation point.\n",
+      "c) Inilalahad ng Sherrington's Law na ang agonist muscle sa kaliwa't kanang mata ay makakakuha ng pantay na stimulus mula sa utak.\n",
+      "d) Inilalarawan ang saccadic movements na matarik, hindi tugma, at bilang isang reflex movement.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on extraocular muscles to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Extraocular muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Ophthalmoparesis\n",
+      "Summary: Ophthalmoparesis  refers to weakness (-paresis) or paralysis (-plegia) of one or more extraocular muscles which are responsible for eye movements. It is a physical finding in certain neurologic, ophthalmologic, and endocrine disease.\n",
+      "Internal ophthalmoplegia means involvement limited to the pupillary sphincter and ciliary muscle. External ophthalmoplegia refers to involvement of only the extraocular muscles. Complete ophthalmoplegia indicates involvement of both.\n",
+      "\n",
+      "Page: ALS\n",
+      "Summary: Amyotrophic lateral sclerosis (ALS), also known as motor neurone disease (MND) or Lou Gehrig's disease in the United States, is a rare and terminal neurodegenerative disease that results in the progressive loss of motor neurons that control voluntary muscles. ALS is the most common form of the motor neuron diseases. Early symptoms of ALS include stiff muscles, muscle twitches, gradual increasing weakness, and muscle wasting. Limb-onset ALS begins with weakness in the arms or legs, while bulbar-onset ALS begins with difficulty in speaking or swallowing. Around half of people with ALS develop at least mild difficulties with thinking and behavior, and about 15% develop frontotemporal dementia. Motor neuron loss continues until the abilities to eat, speak, move, or, lastly, breathe are lost.Most cases of ALS (about 90% to 95%) have no known cause, and are known as sporadic ALS. However, both genetic and environmental factors are believed to be involved. The remaining 5% to 10% of cases have a genetic cause, often linked to a history of the disease in the family, and these are known as familial ALS (hereditary). About half of these genetic cases are due to disease-causing variants in one of four specific genes. The diagnosis is based on a person's signs and symptoms, with testing conducted to rule out other potential causes.There is no known cure for ALS. The goal of treatment is to slow the disease progression, and improve symptoms. Treatments that slow ALS include riluzole (extends life by two to three months) and sodium phenylbutyrate/ursodoxicoltaurine (extends life by around seven months). Non-invasive ventilation may result in both improved quality, and length of life. Mechanical ventilation can prolong survival but does not stop disease progression. A feeding tube may help maintain weight and nutrition. Death is usually caused by respiratory failure. The disease can affect people of any age, but usually starts around the age of 60. The average survival from onset to death is two to four years, though this can vary, and about 10% of those affected survive longer than ten years.Descriptions of the disease date back to at least 1824 by Charles Bell. In 1869, the connection between the symptoms and the underlying neurological problems was first described by French neurologist Jean-Martin Charcot, who in 1874 began using the term amyotrophic lateral sclerosis.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Ophthalmoparesis\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Ophthalmoparesis\n",
+      "Summary: Ophthalmoparesis  refers to weakness (-paresis) or paralysis (-plegia) of one or more extraocular muscles which are responsible for eye movements. It is a physical finding in certain neurologic, ophthalmologic, and endocrine disease.\n",
+      "Internal ophthalmoplegia means involvement limited to the pupillary sphincter and ciliary muscle. External ophthalmoplegia refers to involvement of only the extraocular muscles. Complete ophthalmoplegia indicates involvement of both.\n",
+      "\n",
+      "Page: Paresis\n",
+      "Summary: In medicine, paresis () is a condition typified by a weakness of voluntary movement, or by partial loss of voluntary movement or by impaired movement. When used without qualifiers, it usually refers to the limbs, but it can also be used to describe the muscles of the eyes (ophthalmoparesis), the stomach (gastroparesis), and also the vocal cords (vocal cord paresis).  \n",
+      "Neurologists use the term paresis to describe weakness, and plegia to describe paralysis in which all voluntary movement is lost. The term paresis comes from the Ancient Greek: πάρεσις 'letting go' from παρίημι 'to let go, to let fall'.\n",
+      "\n",
+      "Page: Conjugate gaze palsy\n",
+      "Summary: Conjugate gaze palsies are neurological disorders affecting the ability to move both eyes in the same direction. These palsies can affect gaze in a horizontal, upward, or downward direction. These entities overlap with ophthalmoparesis and ophthalmoplegia.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Sobre os músculos oculares externos, assinale a alternativa correta.\n",
+      "a)Na lei de Hering, a inervação se distribui igualmente para os músculos agonista e antagonista, para determinada versão.\n",
+      "b)Os movimentos persecutórios se dão automaticamente, de maneira lenta, ao deslocamento do ponto de fixação.\n",
+      "c)Na lei de Sherrington, o estímulo de contração é distribuído entre os agonistas de ambos os olhos, para que ela ocorra simetricamente.\n",
+      "d)Os movimentos sacádicos são caracterizados por movimentos bruscos, descoordenados, de natureza totalmente reflexa.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information about the external eye muscles to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: External eye muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Eye examination\n",
+      "Summary: An eye examination is a series of tests performed to assess vision and ability to focus on and discern objects. It also includes other tests and examinations pertaining to the eyes. Eye examinations are primarily performed by an optometrist, ophthalmologist, or an orthoptist.\n",
+      "Health care professionals often recommend that all people should have periodic and thorough eye examinations as part of routine primary care, especially since many eye diseases are  asymptomatic.\n",
+      "Eye examinations may detect potentially treatable blinding eye diseases, ocular manifestations of systemic disease, or signs of tumours or other anomalies of the brain.\n",
+      "A full eye examination consists of an external examination, followed by specific tests for visual acuity, pupil function, extraocular muscle motility, visual fields, intraocular pressure and ophthalmoscopy through a dilated pupil.\n",
+      "A minimal eye examination consists of tests for visual acuity, pupil function, and extraocular muscle motility, as well as direct ophthalmoscopy through an undilated pupil.\n",
+      "\n",
+      "Page: Ophthalmoparesis\n",
+      "Summary: Ophthalmoparesis  refers to weakness (-paresis) or paralysis (-plegia) of one or more extraocular muscles which are responsible for eye movements. It is a physical finding in certain neurologic, ophthalmologic, and endocrine disease.\n",
+      "Internal ophthalmoplegia means involvement limited to the pupillary sphincter and ciliary muscle. External ophthalmoplegia refers to involvement of only the extraocular muscles. Complete ophthalmoplegia indicates involvement of both.\n",
+      "\n",
+      "Page: Inferior oblique muscle\n",
+      "Summary: The inferior oblique muscle or obliquus oculi inferior is a thin, narrow muscle placed near the anterior margin of the floor of the orbit. The inferior oblique is one of the extraocular muscles, and is attached to the maxillary bone (origin) and the posterior, inferior, lateral surface of the eye (insertion).  The inferior oblique is innervated by the inferior branch of the oculomotor nerve.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Extraocular muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Ophthalmoparesis\n",
+      "Summary: Ophthalmoparesis  refers to weakness (-paresis) or paralysis (-plegia) of one or more extraocular muscles which are responsible for eye movements. It is a physical finding in certain neurologic, ophthalmologic, and endocrine disease.\n",
+      "Internal ophthalmoplegia means involvement limited to the pupillary sphincter and ciliary muscle. External ophthalmoplegia refers to involvement of only the extraocular muscles. Complete ophthalmoplegia indicates involvement of both.\n",
+      "\n",
+      "Page: ALS\n",
+      "Summary: Amyotrophic lateral sclerosis (ALS), also known as motor neurone disease (MND) or Lou Gehrig's disease in the United States, is a rare and terminal neurodegenerative disease that results in the progressive loss of motor neurons that control voluntary muscles. ALS is the most common form of the motor neuron diseases. Early symptoms of ALS include stiff muscles, muscle twitches, gradual increasing weakness, and muscle wasting. Limb-onset ALS begins with weakness in the arms or legs, while bulbar-onset ALS begins with difficulty in speaking or swallowing. Around half of people with ALS develop at least mild difficulties with thinking and behavior, and about 15% develop frontotemporal dementia. Motor neuron loss continues until the abilities to eat, speak, move, or, lastly, breathe are lost.Most cases of ALS (about 90% to 95%) have no known cause, and are known as sporadic ALS. However, both genetic and environmental factors are believed to be involved. The remaining 5% to 10% of cases have a genetic cause, often linked to a history of the disease in the family, and these are known as familial ALS (hereditary). About half of these genetic cases are due to disease-causing variants in one of four specific genes. The diagnosis is based on a person's signs and symptoms, with testing conducted to rule out other potential causes.There is no known cure for ALS. The goal of treatment is to slow the disease progression, and improve symptoms. Treatments that slow ALS include riluzole (extends life by two to three months) and sodium phenylbutyrate/ursodoxicoltaurine (extends life by around seven months). Non-invasive ventilation may result in both improved quality, and length of life. Mechanical ventilation can prolong survival but does not stop disease progression. A feeding tube may help maintain weight and nutrition. Death is usually caused by respiratory failure. The disease can affect people of any age, but usually starts around the age of 60. The average survival from onset to death is two to four years, though this can vary, and about 10% of those affected survive longer than ten years.Descriptions of the disease date back to at least 1824 by Charles Bell. In 1869, the connection between the symptoms and the underlying neurological problems was first described by French neurologist Jean-Martin Charcot, who in 1874 began using the term amyotrophic lateral sclerosis.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Pubmed search\n",
+      "Action Input: Extraocular muscles function\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mPublished: 2024-04-05\n",
+      "Title: Extraocular muscle electromyographic recordings for intraoperative monitoring of cranial nerves III, IV, and VI: a single-center experience with intraorbital electrodes.\n",
+      "Copyright Information: \n",
+      "Summary::\n",
+      "OBJECTIVE: The objective of this study was to describe the quantitative features of intraoperative electromyographic recordings obtained from cranial nerve III, IV, and VI neuromonitoring using 25-mm intraorbital electrodes, in the larger context of demonstrating the practicality of this technique during neurosurgical cases.\n",
+      "METHODS: A 25-mm-long shaft-insulated intraorbital needle electrode is routinely used at the authors' institution for extraocular muscle (EOM) electromyographic monitoring of the inferior rectus, superior oblique, and/or lateral rectus muscles when their function is at risk. Cases monitored between January 1, 2021, and December 31, 2022, were reviewed for patient demographics, tumor location and pathology, EOMs monitored, pre- and postoperative examination, and complications from electrode placement. Compound muscle action potentials on triggered electromyography, as well as neurotonic discharges on free-run electromyography, were described quantitatively.\n",
+      "RESULTS: There were 141 cases in 139 patients reviewed during the 24-month time span, with 278 EOMs monitored (inferior rectus/superior oblique/lateral rectus muscles 68/68/142). Triggered electromyography yielded biphasic or triphasic compound muscle action potentials from EOMs with a mean onset latency of 1.51 msec (range 0.94-3.22 msec), mean maximal peak-to-trough amplitude of 1073.93 μV (range 76.75-7796.29 μV), and high specificity for the channel in nearly all cases. Neurotonic discharges were recorded in 30 of the 278 EOMs (with all 3 muscles represented) and associated with a greater incidence of new or worsened ophthalmoparesis (OR 4.62, 95% CI 1.3-16.4). There were 2 cases of small periorbital ecchymosis attributed to needle placement; additionally, 1 ca\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Extraocular muscles function\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mExtraocular muscles are also referred to as the extrinsic (arising externally) or muscles of the orbit. There are 6 of these extraocular muscles that control eye movement ... This is the primary function of the oblique muscles, but they also slightly rotate the eyes, turning the \"twelve o'clock pole\" of each eye slightly toward or away ... The muscles of the eye are integral to its function and motion. Muscles directly associated with the eye include the extraocular muscles which control the external movement of the eye; the intraocular muscles, which are responsible for pupil accommodation and reaction to light; and the protractor and retractors of the eyelids. Deficits in the muscles or the nerves innervating these muscles can ... Structure and Function. The medial rectus is an adductor muscle. It moves the eye from side to side with the lateral rectus, an abductor. The globe can rotate 50° horizontally from the anterior midline. However, normal extraocular muscle movement can be limited to only 15° when the head moves. The function of the superior rectus muscle can be assessed along with the other extraocular muscles during the clinical exam. The movement of the extraocular muscles can be assessed by having the patient look in nine directions starting with a primary gaze, followed by the secondary positions (up, down, left, and right) and the tertiary ... Each eye is moved by six extraocular muscles that are innervated by three different cranial nerves (Table 2.1).The recti muscles originate from the bony orbit and are inserted onto the eyeball in a spiral that begins at the origin of the medical rectus that's closest to the limbus and rotates outwards The two obliques arise from the surface of the orbital bones and pass beneath the ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThought: I now know the final answer\n",
+      "Final Answer: {\n",
+      "    \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "Regarding the external ocular muscles, choose the correct answer. \n",
+      "a) in the Hering's law, the innervation is equally distributed to the agosist and antagonist muscles, for a given ocular version. \n",
+      "b) The persecutory movements will automatically occur, slowly, with the displacement of the fixation point.\n",
+      "c) In the sherrington's law, the contraction stimulus is distributed between the agonists of both eyes, so that it occur symmetrically. \n",
+      "d) Saccadic movements are characterized by abrupt, uncoordinated, reflex movments.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the external ocular muscles to determine the correct statement.\n",
+      "Action: Wikipedia\n",
+      "Action Input: External ocular muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Chronic progressive external ophthalmoplegia\n",
+      "Summary: Chronic progressive external ophthalmoplegia (CPEO) is a type of eye disorder characterized by slowly progressive inability to move the eyes and eyebrows. It is often the only feature of mitochondrial disease, in which case the term CPEO may be given as the diagnosis. In other people suffering from mitochondrial disease, CPEO occurs as part of a syndrome involving more than one part of the body, such as Kearns–Sayre syndrome. Occasionally CPEO may be caused by conditions other than mitochondrial diseases.\n",
+      "\n",
+      "Page: Eye examination\n",
+      "Summary: An eye examination is a series of tests performed to assess vision and ability to focus on and discern objects. It also includes other tests and examinations pertaining to the eyes. Eye examinations are primarily performed by an optometrist, ophthalmologist, or an orthoptist.\n",
+      "Health care professionals often recommend that all people should have periodic and thorough eye examinations as part of routine primary care, especially since many eye diseases are  asymptomatic.\n",
+      "Eye examinations may detect potentially treatable blinding eye diseases, ocular manifestations of systemic disease, or signs of tumours or other anomalies of the brain.\n",
+      "A full eye examination consists of an external examination, followed by specific tests for visual acuity, pupil function, extraocular muscle motility, visual fields, intraocular pressure and ophthalmoscopy through a dilated pupil.\n",
+      "A minimal eye examination consists of tests for visual acuity, pupil function, and extraocular muscle motility, as well as direct ophthalmoscopy through an undilated pupil.\n",
+      "\n",
+      "Page: Exotropia\n",
+      "Summary: Exotropia is a form of strabismus where the eyes are deviated outward. It is the opposite of esotropia and usually involves more severe axis deviation than exophoria. People with exotropia often experience crossed diplopia. Intermittent exotropia is a fairly common condition. \"Sensory exotropia\" occurs in the presence of poor vision in one eye. Infantile exotropia (sometimes called \"congenital exotropia\") is seen during the first year of life, and is less common than \"essential exotropia\" which usually becomes apparent several years later.\n",
+      "The brain's ability to see three-dimensional objects depends on proper alignment of the eyes. When both eyes are properly aligned and aimed at the same target, the visual portion of the brain fuses the two forms from the two eyes into a single image. When one eye turns inward, outward, upward, or downward, two different pictures are sent to the brain. Thus, the brain can no longer fuse the two images coming from the two eyes.  This causes loss of depth perception and binocular vision. The term is from Greek exo meaning \"outward\" and trope meaning \"a turning\".\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Extraocular muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Ophthalmoparesis\n",
+      "Summary: Ophthalmoparesis  refers to weakness (-paresis) or paralysis (-plegia) of one or more extraocular muscles which are responsible for eye movements. It is a physical finding in certain neurologic, ophthalmologic, and endocrine disease.\n",
+      "Internal ophthalmoplegia means involvement limited to the pupillary sphincter and ciliary muscle. External ophthalmoplegia refers to involvement of only the extraocular muscles. Complete ophthalmoplegia indicates involvement of both.\n",
+      "\n",
+      "Page: ALS\n",
+      "Summary: Amyotrophic lateral sclerosis (ALS), also known as motor neurone disease (MND) or Lou Gehrig's disease in the United States, is a rare and terminal neurodegenerative disease that results in the progressive loss of motor neurons that control voluntary muscles. ALS is the most common form of the motor neuron diseases. Early symptoms of ALS include stiff muscles, muscle twitches, gradual increasing weakness, and muscle wasting. Limb-onset ALS begins with weakness in the arms or legs, while bulbar-onset ALS begins with difficulty in speaking or swallowing. Around half of people with ALS develop at least mild difficulties with thinking and behavior, and about 15% develop frontotemporal dementia. Motor neuron loss continues until the abilities to eat, speak, move, or, lastly, breathe are lost.Most cases of ALS (about 90% to 95%) have no known cause, and are known as sporadic ALS. However, both genetic and environmental factors are believed to be involved. The remaining 5% to 10% of cases have a genetic cause, often linked to a history of the disease in the family, and these are known as familial ALS (hereditary). About half of these genetic cases are due to disease-causing variants in one of four specific genes. The diagnosis is based on a person's signs and symptoms, with testing conducted to rule out other potential causes.There is no known cure for ALS. The goal of treatment is to slow the disease progression, and improve symptoms. Treatments that slow ALS include riluzole (extends life by two to three months) and sodium phenylbutyrate/ursodoxicoltaurine (extends life by around seven months). Non-invasive ventilation may result in both improved quality, and length of life. Mechanical ventilation can prolong survival but does not stop disease progression. A feeding tube may help maintain weight and nutrition. Death is usually caused by respiratory failure. The disease can affect people of any age, but usually starts around the age of 60. The average survival from onset to death is two to four years, though this can vary, and about 10% of those affected survive longer than ten years.Descriptions of the disease date back to at least 1824 by Charles Bell. In 1869, the connection between the symptoms and the underlying neurological problems was first described by French neurologist Jean-Martin Charcot, who in 1874 began using the term amyotrophic lateral sclerosis.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: External ocular muscles function\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mExtraocular muscles are also referred to as the extrinsic (arising externally) or muscles of the orbit. There are 6 of these extraocular muscles that control eye movement (cows only have 4 of these), and one muscle that controls eyelid elevation. The position of the eye at the time of muscle contraction is what determines how the 6 muscles of ... The functions of the external ocular muscles are affected by various factors, including extraocular muscle disorders and the effects of aging on these muscles. To study the external ocular muscles, imaging techniques such as MRI and ultrasound can be used to visualize their structure and function. In cases of external ocular muscle injuries ... The muscles of the eye are integral to its function and motion. Muscles directly associated with the eye include the extraocular muscles which control the external movement of the eye; the intraocular muscles, which are responsible for pupil accommodation and reaction to light; and the protractor and retractors of the eyelids. Deficits in the muscles or the nerves innervating these muscles can ... External muscles. These control your eye's position, alignment and movement. They also contribute to your eye's shape, which is part of your ability to switch your vision's focus between near and far objects. ... Eye function and sight. Symptoms from eye-related conditions can also affect your sight itself. The eyes are often a sense you ... The eye sits in a protective bony socket called the orbit. Six extraocular muscles in the orbit are attached to the eye. These muscles move the eye up and down, side to side, and rotate the eye. The extraocular muscles are attached to the white part of the eye called the sclera. This is a strong layer of tissue that covers nearly the entire ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 7: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "Sobre la córnea, es correcto decir:\n",
+      "a) La disposición de las fibrillas de colágeno corneal no está relacionado con su transparencia.\n",
+      "b) El pleomorfismo de las células endoteliales se caracteriza por el tamaño de estas células.\n",
+      "c) Las células de estoma anteriores tienen una gran cantidad de mitocondrias, responsables de la producción de energía que suministra la bomba endotelial.\n",
+      "d) El endotelio se comporta como una barrera permeable no selectiva entre el humor acuoso y su propia sustancia.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information about the cornea to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Cornea\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Keratoconus\n",
+      "Summary: Keratoconus (KC) is a disorder of the eye that results in progressive thinning of the cornea. This may result in blurry vision, double vision, nearsightedness, irregular astigmatism, and light sensitivity leading to poor quality-of-life. Usually both eyes are affected. In more severe cases a scarring or a circle may be seen within the cornea.While the cause is unknown, it is believed to occur due to a combination of genetic, environmental, and hormonal factors. Patients with a parent, sibling, or child who has keratoconus have 15 to 67 times higher risk in developing corneal ectasia compared to patients with no affected relatives. Proposed environmental factors include rubbing the eyes and allergies. The underlying mechanism involves changes of the cornea to a cone shape. Diagnosis is most often by topography. Topography measures the curvature of the cornea and creates a colored \"map\" of the cornea. Keratoconus causes very distinctive changes in the appearance of these maps, which allows doctors to make the diagnosis.\n",
+      "Initially the condition can typically be corrected with glasses or soft contact lenses. As the disease progresses, special contact lenses (such as scleral contact lenses) may be required. In most people the disease stabilizes after a few years without severe vision problems. In 2016, the FDA approved corneal collagen cross-linking to halt the progression of keratoconus. In some cases, when the cornea becomes dangerously thin or when sufficient vision can no longer be achieved by contact lenses due to steepening of the cornea, scarring or lens intolerance, corneal cross-linking is not an option and a corneal transplant may be required.\n",
+      "Keratoconus affects about 1 in 2,000 people. However, some estimates suggest that the incidence may be as high as 1 in 400 individuals. It occurs most commonly in late childhood to early adulthood. While it occurs in all populations it may be more frequent in certain ethnic groups such as those of Asian descent. The word is from the Greek kéras meaning cornea and the Latin cōnus meaning cone.\n",
+      "\n",
+      "Page: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at le\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Corneal endothelium\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Corneal endothelium\n",
+      "Summary: The corneal endothelium is a single layer of endothelial cells on the inner surface of the cornea.  It faces the chamber formed between the cornea and the iris.\n",
+      "The corneal endothelium are specialized, flattened, mitochondria-rich cells that line the posterior surface of the cornea and face the anterior chamber of the eye.  The corneal endothelium governs fluid and solute transport across the posterior surface of the cornea and maintains the cornea in the slightly dehydrated state that is required for optical transparency.\n",
+      "\n",
+      "Page: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Fuchs' dystrophy\n",
+      "Summary: Fuchs dystrophy, also referred to as Fuchs endothelial corneal dystrophy (FECD) and Fuchs endothelial dystrophy (FED), is a slowly progressing corneal dystrophy that usually affects both eyes and is slightly more common in women than in men. Although early signs of Fuchs dystrophy are sometimes seen in people in their 30s and 40s, the disease rarely affects vision until people reach their 50s and 60s.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Pubmed search\n",
+      "Action Input: Corneal transparency\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mPublished: 2024-03-07\n",
+      "Title: Application of sentiment and word frequency analysis of physician review sites to evaluate refractive surgery care.\n",
+      "Copyright Information: © 2024 The Authors.\n",
+      "Summary::\n",
+      "BACKGROUND: Online physician reviews increase transparency in health care, helping patients make informed decisions about their provider. Language processing techniques can quantify this data and allow providers to better understand patients' experiences, perspectives, and priorities. The objective of this study was to assess patient satisfaction and understand the aspects of care that are valued by patients seeking refractive care using sentiment and word frequency analysis.\n",
+      "METHODS: Written reviews and Star ratings for members of the Refractive Surgery Alliance Society practicing in the United States were collected from Healthgrades, a popular physician rating website. Surgeons with at least one written review were included in the study. Reviews were scored from -1 (most negative) to +1 (most positive) using Valence Aware Dictionary sEntiment Reasoner (VADER). Reviews were stratified by demographic characteristics, namely gender, region, and years in practice. Word frequency analysis was applied to find the most common words and phrases.\n",
+      "RESULTS: A total of 254 specialists and 3104 reviews were analyzed, with an average of 4.4/5 stars and mean 48 ratings each. Most physicians had positive reviews (96%, average VADER ​= ​0.69). Younger physicians (<20 years since residency) had significantly higher Stars rating than senior peers (>20 years) ( ​< ​0.001). A similar trend was observed in VADER score (0.71 vs 0.69), although not statistically significant ( ​= ​0.06). No statistical differences were observed between Stars rating and VADER score by gender ( ​= ​0.66,  ​= ​0.83) or by geographical region ( ​= ​0.74,  ​= ​0.07). \"Staff\" (n ​= ​1269), \"professional\" (n ​= ​631), \"office\" (n ​= ​523), \"questions\" (n ​= ​424), and \"friendly\" (n ​= ​386) were frequently used in rev\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Alin sa mga sumusunod ang tama tungkol sa cornea?\n",
+      "a) Ang pag-aayos ng corneal collagen fibrils ay walang kaugnayan sa pagiging transparent nito.\n",
+      "b) Ang pleomorphism ng mga endothelial cells ay nailalarawan sa pagkakaiba sa laki ng mga cell.\n",
+      "c) Maraming mitochondria ang mga cell ng anterior stroma. Sila ay responsable para sa paggawa ng enerhiya para sa endothelial pump.\n",
+      "d) Ang endothelium ay isang permeable non-selective barrier sa gitna ng aqueous humor at substantia propria.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information about the cornea to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Cornea\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Keratoconus\n",
+      "Summary: Keratoconus (KC) is a disorder of the eye that results in progressive thinning of the cornea. This may result in blurry vision, double vision, nearsightedness, irregular astigmatism, and light sensitivity leading to poor quality-of-life. Usually both eyes are affected. In more severe cases a scarring or a circle may be seen within the cornea.While the cause is unknown, it is believed to occur due to a combination of genetic, environmental, and hormonal factors. Patients with a parent, sibling, or child who has keratoconus have 15 to 67 times higher risk in developing corneal ectasia compared to patients with no affected relatives. Proposed environmental factors include rubbing the eyes and allergies. The underlying mechanism involves changes of the cornea to a cone shape. Diagnosis is most often by topography. Topography measures the curvature of the cornea and creates a colored \"map\" of the cornea. Keratoconus causes very distinctive changes in the appearance of these maps, which allows doctors to make the diagnosis.\n",
+      "Initially the condition can typically be corrected with glasses or soft contact lenses. As the disease progresses, special contact lenses (such as scleral contact lenses) may be required. In most people the disease stabilizes after a few years without severe vision problems. In 2016, the FDA approved corneal collagen cross-linking to halt the progression of keratoconus. In some cases, when the cornea becomes dangerously thin or when sufficient vision can no longer be achieved by contact lenses due to steepening of the cornea, scarring or lens intolerance, corneal cross-linking is not an option and a corneal transplant may be required.\n",
+      "Keratoconus affects about 1 in 2,000 people. However, some estimates suggest that the incidence may be as high as 1 in 400 individuals. It occurs most commonly in late childhood to early adulthood. While it occurs in all populations it may be more frequent in certain ethnic groups such as those of Asian descent. The word is from the Greek kéras meaning cornea and the Latin cōnus meaning cone.\n",
+      "\n",
+      "Page: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at le\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI should search for information about the cornea to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Cornea\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Keratoconus\n",
+      "Summary: Keratoconus (KC) is a disorder of the eye that results in progressive thinning of the cornea. This may result in blurry vision, double vision, nearsightedness, irregular astigmatism, and light sensitivity leading to poor quality-of-life. Usually both eyes are affected. In more severe cases a scarring or a circle may be seen within the cornea.While the cause is unknown, it is believed to occur due to a combination of genetic, environmental, and hormonal factors. Patients with a parent, sibling, or child who has keratoconus have 15 to 67 times higher risk in developing corneal ectasia compared to patients with no affected relatives. Proposed environmental factors include rubbing the eyes and allergies. The underlying mechanism involves changes of the cornea to a cone shape. Diagnosis is most often by topography. Topography measures the curvature of the cornea and creates a colored \"map\" of the cornea. Keratoconus causes very distinctive changes in the appearance of these maps, which allows doctors to make the diagnosis.\n",
+      "Initially the condition can typically be corrected with glasses or soft contact lenses. As the disease progresses, special contact lenses (such as scleral contact lenses) may be required. In most people the disease stabilizes after a few years without severe vision problems. In 2016, the FDA approved corneal collagen cross-linking to halt the progression of keratoconus. In some cases, when the cornea becomes dangerously thin or when sufficient vision can no longer be achieved by contact lenses due to steepening of the cornea, scarring or lens intolerance, corneal cross-linking is not an option and a corneal transplant may be required.\n",
+      "Keratoconus affects about 1 in 2,000 people. However, some estimates suggest that the incidence may be as high as 1 in 400 individuals. It occurs most commonly in late childhood to early adulthood. While it occurs in all populations it may be more frequent in certain ethnic groups such as those of Asian descent. The word is from the Greek kéras meaning cornea and the Latin cōnus meaning cone.\n",
+      "\n",
+      "Page: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at le\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI should now determine which statement about the cornea is correct based on the information I found.\n",
+      "Final Answer: {\n",
+      "    \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Sobre a córnea, é correto afirmar:\n",
+      "a)A disposição das fibrilas de colágeno corneanas não tem relação com a sua transparência.\n",
+      "b)Pleomorfismo das células endoteliais é caracterizado pela variação do tamanho dessas células.\n",
+      "c)As células do estroma anterior possuem grande quantidade de mitocôndrias, responsáveis pela produção de energia que supre a bomba endotelial.\n",
+      "d)O endotélio comporta-se como uma barreira permeável não-seletiva entre o humor aquoso e a substância própria.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information about the cornea to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Cornea\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Keratoconus\n",
+      "Summary: Keratoconus (KC) is a disorder of the eye that results in progressive thinning of the cornea. This may result in blurry vision, double vision, nearsightedness, irregular astigmatism, and light sensitivity leading to poor quality-of-life. Usually both eyes are affected. In more severe cases a scarring or a circle may be seen within the cornea.While the cause is unknown, it is believed to occur due to a combination of genetic, environmental, and hormonal factors. Patients with a parent, sibling, or child who has keratoconus have 15 to 67 times higher risk in developing corneal ectasia compared to patients with no affected relatives. Proposed environmental factors include rubbing the eyes and allergies. The underlying mechanism involves changes of the cornea to a cone shape. Diagnosis is most often by topography. Topography measures the curvature of the cornea and creates a colored \"map\" of the cornea. Keratoconus causes very distinctive changes in the appearance of these maps, which allows doctors to make the diagnosis.\n",
+      "Initially the condition can typically be corrected with glasses or soft contact lenses. As the disease progresses, special contact lenses (such as scleral contact lenses) may be required. In most people the disease stabilizes after a few years without severe vision problems. In 2016, the FDA approved corneal collagen cross-linking to halt the progression of keratoconus. In some cases, when the cornea becomes dangerously thin or when sufficient vision can no longer be achieved by contact lenses due to steepening of the cornea, scarring or lens intolerance, corneal cross-linking is not an option and a corneal transplant may be required.\n",
+      "Keratoconus affects about 1 in 2,000 people. However, some estimates suggest that the incidence may be as high as 1 in 400 individuals. It occurs most commonly in late childhood to early adulthood. While it occurs in all populations it may be more frequent in certain ethnic groups such as those of Asian descent. The word is from the Greek kéras meaning cornea and the Latin cōnus meaning cone.\n",
+      "\n",
+      "Page: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at le\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI should search for information about the cornea to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Cornea\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Keratoconus\n",
+      "Summary: Keratoconus (KC) is a disorder of the eye that results in progressive thinning of the cornea. This may result in blurry vision, double vision, nearsightedness, irregular astigmatism, and light sensitivity leading to poor quality-of-life. Usually both eyes are affected. In more severe cases a scarring or a circle may be seen within the cornea.While the cause is unknown, it is believed to occur due to a combination of genetic, environmental, and hormonal factors. Patients with a parent, sibling, or child who has keratoconus have 15 to 67 times higher risk in developing corneal ectasia compared to patients with no affected relatives. Proposed environmental factors include rubbing the eyes and allergies. The underlying mechanism involves changes of the cornea to a cone shape. Diagnosis is most often by topography. Topography measures the curvature of the cornea and creates a colored \"map\" of the cornea. Keratoconus causes very distinctive changes in the appearance of these maps, which allows doctors to make the diagnosis.\n",
+      "Initially the condition can typically be corrected with glasses or soft contact lenses. As the disease progresses, special contact lenses (such as scleral contact lenses) may be required. In most people the disease stabilizes after a few years without severe vision problems. In 2016, the FDA approved corneal collagen cross-linking to halt the progression of keratoconus. In some cases, when the cornea becomes dangerously thin or when sufficient vision can no longer be achieved by contact lenses due to steepening of the cornea, scarring or lens intolerance, corneal cross-linking is not an option and a corneal transplant may be required.\n",
+      "Keratoconus affects about 1 in 2,000 people. However, some estimates suggest that the incidence may be as high as 1 in 400 individuals. It occurs most commonly in late childhood to early adulthood. While it occurs in all populations it may be more frequent in certain ethnic groups such as those of Asian descent. The word is from the Greek kéras meaning cornea and the Latin cōnus meaning cone.\n",
+      "\n",
+      "Page: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at le\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI should now review the statements about the cornea to determine which one is correct.\n",
+      "Final Answer:\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "About the cornea, it is correct to state. \n",
+      "a) The arrangement of corneal collagen fibrils is unrelated to its transparency. \n",
+      "b) Pleomorphism of endothelial cells is characterized by the variation in the size of these cells. \n",
+      "c) anterior stroma have a large number of mitochondria, responsible for the production of energy that supplies the endothelial pump. \n",
+      "d) The endothelium behaves as a permeable non-selective barrier between the aqueous humor and the substantia propria.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information about the cornea to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Cornea\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Keratoconus\n",
+      "Summary: Keratoconus (KC) is a disorder of the eye that results in progressive thinning of the cornea. This may result in blurry vision, double vision, nearsightedness, irregular astigmatism, and light sensitivity leading to poor quality-of-life. Usually both eyes are affected. In more severe cases a scarring or a circle may be seen within the cornea.While the cause is unknown, it is believed to occur due to a combination of genetic, environmental, and hormonal factors. Patients with a parent, sibling, or child who has keratoconus have 15 to 67 times higher risk in developing corneal ectasia compared to patients with no affected relatives. Proposed environmental factors include rubbing the eyes and allergies. The underlying mechanism involves changes of the cornea to a cone shape. Diagnosis is most often by topography. Topography measures the curvature of the cornea and creates a colored \"map\" of the cornea. Keratoconus causes very distinctive changes in the appearance of these maps, which allows doctors to make the diagnosis.\n",
+      "Initially the condition can typically be corrected with glasses or soft contact lenses. As the disease progresses, special contact lenses (such as scleral contact lenses) may be required. In most people the disease stabilizes after a few years without severe vision problems. In 2016, the FDA approved corneal collagen cross-linking to halt the progression of keratoconus. In some cases, when the cornea becomes dangerously thin or when sufficient vision can no longer be achieved by contact lenses due to steepening of the cornea, scarring or lens intolerance, corneal cross-linking is not an option and a corneal transplant may be required.\n",
+      "Keratoconus affects about 1 in 2,000 people. However, some estimates suggest that the incidence may be as high as 1 in 400 individuals. It occurs most commonly in late childhood to early adulthood. While it occurs in all populations it may be more frequent in certain ethnic groups such as those of Asian descent. The word is from the Greek kéras meaning cornea and the Latin cōnus meaning cone.\n",
+      "\n",
+      "Page: Corneal transplantation\n",
+      "Summary: Corneal transplantation, also known as corneal grafting, is a surgical procedure where a damaged or diseased cornea is replaced by donated corneal tissue (the graft). When the entire cornea is replaced it is  known as penetrating keratoplasty and when only part of the cornea is replaced it is known as lamellar keratoplasty. Keratoplasty simply means surgery to the cornea. The graft is taken from a recently deceased individual with no known diseases or other factors that may affect the chance of survival of the donated tissue or the health of the recipient.\n",
+      "The cornea is the transparent front part of the eye that covers the iris, pupil and anterior chamber. The surgical procedure is performed by ophthalmologists, physicians who specialize in eyes, and is often done on an outpatient basis. Donors can be of any age, as is shown in the case of Janis Babson, who donated her eyes after dying at the age of 10. Corneal transplantation is performed when medicines, keratoconus conservative surgery and cross-linking can no longer heal the cornea.\n",
+      "This surgical procedure usually treats corneal blindness, with success rates of at le\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Cornea structure\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Cornea\n",
+      "Summary: The cornea is the transparent front part of the eye that covers the iris, pupil, and anterior chamber. Along with the anterior chamber and lens, the cornea refracts light, accounting for approximately two-thirds of the eye's total optical power. In humans, the refractive power of the cornea is approximately 43 dioptres. The cornea can be reshaped by surgical procedures such as LASIK.While the cornea contributes most of the eye's focusing power, its focus is fixed. Accommodation (the refocusing of light to better view near objects) is accomplished by changing the geometry of the lens.  Medical terms related to the cornea often start with the prefix \"kerat-\" from the Greek word κέρας, horn.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Stroma of cornea\n",
+      "Summary: The stroma of the cornea (or substantia propria) is a fibrous, tough, unyielding, perfectly transparent and the thickest layer of the cornea of the eye. It is between Bowman's layer anteriorly, and Descemet's membrane posteriorly.\n",
+      "At its centre, a human corneal stroma is composed of about 200 flattened lamellae (layers of collagen fibrils), superimposed one on another. They are each about 1.5-2.5 μm in thickness. The anterior lamellae interweave more than posterior lamellae. The fibrils of each lamella are parallel with one another, but at different angles to those of adjacent lamellae. The lamellae are produced by keratocytes (corneal connective tissue cells), which occupy about 10% of the substantia propria.\n",
+      "Apart from the cells, the major non-aqueous constituents of the stroma are collagen fibrils and proteoglycans. The collagen fibrils are made of a mixture of type I and type V collagens. These molecules are tilted by about 15 degrees to the fibril axis, and because of this, the axial periodicity of the fibrils is reduced to 65 nm (in tendons, the periodicity is 67 nm).  The diameter of the fibrils is remarkably uniform and varies from species to species. In humans, it is about 31 nm. Proteoglycans are made of a small protein core to which one or more glycosaminoglycan (GAG) chains are attached. The GAG chains are negatively charged. In corneas we can find two different types of proteoglycans: Chondroitin sulphate/dermatan sulphate (CD/DS) and keratan sulphate (KS). In bovine corneas, the length of the CS/DS proteoglycans is about 70 nm, while the KS proteoglycans are about 40 nm long. Proteoglycan protein cores attach to the surface of the collagen fibrils with the GAG chains projecting outwards. The GAG chains are able to form antiparallel links with other GAG chains from adjacent fibrils, perhaps through the mediation of positively charged ions. In such a way, bridges are formed between adjacent collagen fibrils. These bridges are subject to thermal motion which prevents them from assuming a fully extended conformation. This results in forces that tend to move adjacent fibrils close to each other. At the same time the charges on the GAG chains attract ions and water molecules by the Donnan effect. The increased water volume between the fibrils results in forces that tend to push the fibrils apart. A balance between attractive and repulsive forces is reached for specific inter-fibrillar distances, which depends on the type of proteoglycans present. Locally, the separations between adjacent collagen fibrils are very uniform.\n",
+      "Stromal transparency is mainly a consequence of the remarkable degree of order in the arrangement of the collagen fibrils in the lamellae and of fibril diameter uniformity. Light entering the cornea is scattered by each fibril. The arrangement and the diameter of the fibrils is such that scattered light interferes constructively only in the forward direction, allowing the light through to the retina.The fibrils in the lamellae are directly continuous with those of the sclera, in which they are grouped together in fibre bundles.  More collagen fibres run in a temporal-nasal direction than run in the superior-inferior direction.\n",
+      "During development of the embryo, \u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Pubmed search\n",
+      "Action Input: Cornea structure transparency\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mPublished: 2024-04-05\n",
+      "Title: 3D bioprinting of stromal cells-laden artificial cornea based on visible light-crosslinkable bioinks forming multilength networks.\n",
+      "Copyright Information: © 2024 IOP Publishing Ltd.\n",
+      "Summary::\n",
+      "-2\n",
+      "3D bioprinting has the potential for the rapid and precise engineering of hydrogel constructs that can mimic the structural and optical complexity of a healthy cornea. However, the use of existing light-activated bioinks for corneal printing is limited by their poor cytocompatibility, use of cytotoxic photoinitiators (PIs), low photo-crosslinking efficiency, and opaque/colored surface of the printed material. Herein, we report a fast-curable, non-cytotoxic, optically transparent bioprinting system using a new water-soluble benzoyl phosphinate-based PI and photocrosslinkable methacrylated hyaluronic acid (HAMA). Compared with commercially available PIs, the newly developed PI, lithium benzoyl (phenyl) phosphinate (BP), demonstrated increased photoinitiation efficiency under visible light and low cytotoxicity. Using a catalytic amount of BP, the HA-based bioinks quickly formed 3D hydrogel constructs under low-energy visible-light irradiation (405 nm, <1 J cm). The mechanical properties and printability of photocurable bioinks were further improved by blending low (10 kDa) and high (100 kDa) molecular weight (MW) HAMA by forming multilength networks. For potential applications as corneal scaffolds, stromal cell-laden dome-shaped constructs were fabricated using MW-blended HAMA/BP bioink and a digital light processing printer. The HA-based photocurable bioinks exhibited good cytocompatibility (80%-95%), fast curing kinetics (<5 s), and excellent optical transparency (>90% in the visible range), potentially making them suitable for corneal tissue engineering.\n",
+      "\n",
+      "Published: 2024-03-28\n",
+      "Title: Development of a novel bioartificial cornea using 3D bioprinting based on electrospun micro-nanofibrous decellularized extracellular matrix.\n",
+      "Copyright Information: © \u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Cornea transparency factors\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mThe cornea needs to be transparent to visible light and precisely curved to provide the correct refractive power. Both properties are governed by its structure. Corneal transparency arises from ... Maintaining corneal avascularity is of outmost importance for preserving corneal transparency, which forms the foundation for good visual acuity. However, a range of diseases and surgical procedures can disrupt the cornea's natural privilege against blood and lymphatic vessel growth, resulting in pathological neovascularization of the cornea. The systemic factors include diabetes mellitus, hypertension, metabolic syndrome, ... The findings revealed that all patients displayed restored corneal transparency, among which 10 patients with corneal thickness below 630 μm and 9 patients with the improvement of at least two lines in the best corrected visual acuity (BCVA). The cornea, essential for vision, is normally avascular, transparent, and immune-privileged. However, injuries or infections can break this privilege, allowing blood and lymphatic vessels to invade, potentially impairing vision and causing immune responses. This review explores the complex role of corneal lymphangiogenesis in health and diseases. Traditionally, the cornea was considered devoid ... The cornea is a transparent shell that, together with the sclera, forms the outer surface of an eyeball. ... Mastropasqua et al. 42 due to technical factors measured only para-pupillary area of ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThought: I now know the final answer\n",
+      "Final Answer: {\n",
+      "    \"response\": \"d\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"d\"\n",
+      "}\n",
+      "{'response': 'd'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 8: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "Elija la alternativa que llena correctamente los vacíos.La levocicloversión corresponde a ____________ del ojo derecho y ________ del ojo izquierdo y se activa cuando la cabeza está inclinada hacia el hombro___________.\n",
+      "a) Excicloducción / incicloducción / izquierdo.\n",
+      "b) incicloducción / excicloducción / izquierdo.\n",
+      "c) Excicloducción / incicloducción / derecho.\n",
+      "d) Incalducción / excicloducción / derecho.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on levocycloversion to determine the correct answer.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Levocycloversion\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mNo good Wikipedia Search Result was found\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Levocycloversion eye movement\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mEye movements are governed by two basic laws of physiology. Herrings Law of equal innervation: Whenever an eye movement is performed, equal and simultaneous flow of innervation occurs to the corresponding muscles of both eyes. For example, to facilitate laevoversion, equal innervation flows to the right medial rectus and left lateral rectus. ... Diplopia is prevalent in up to one-third of PD patients, and tired eyes or blurred vision while reading was reported in 23%. 5, 6 Vergence abnormalities in PD include increased latency, decreased speed, decreased gain, and a need to recruit an alternate class of eye movements to make a three-dimensional gaze shift. 9-11 This review aims to ... Neurological conditions: They damage the central nervous system, and, among other problems, they can affect the ocular motor system, causing oscillopsia.For example, people who have seizures, multiple sclerosis, and superior oblique myokymia (rhythmic involuntary contractions of the superior oblique muscle, which helps with eye movement) have higher chances of developing it. Treatment. The oculomotor nerve enables most of your eye movements, some aspects of vision, and raising the eyelid. It's the third cranial nerve and works with cranial nerves four ( trochlear) and five ( trigeminal) to coordinate eye movement. The oculomotor nerve contains both motor and parasympathetic fibers, which classifies it as a mixed nerve. Damage to oculomotor nerve leads to ipsilateral paralysis of eye movement: this presents with the eye directed in the down and out eye position, with a dilated, fixed pupil and drooping lid. Damage to the red nucleus and cerebellothalamic tract fibers is associated with contralateral ataxia and a cerebellar-associated tremor.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Levocycloversion eye movement definition\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mNystagmus is defined by rhythmic, abnormal eye movements with a \"slow\" eye movement driving the eye off the target followed by a second movement that brings the eye back to the target.The movement can be horizontal, vertical, torsional or a combination of these movements. Nystagmus can be jerk (named for fast phase) or pendular, variable amplitude and frequency, and can be worsened or improved ... The easiest way to understand jerk nystagmus is to examine this eye movement on a VNG graph (Figure 1). Figure 1: Graph which displays horizontal eye movements for a five second period. On the graph is a red and blue line which tells the examiner which eye is being recorded: Red = right eye. Blue = left eye. Ductions and Versions. Last Updated on Fri, 09 Feb 2024 | Ophthalmology. With the patient's head held in a fixed position, the examiner observes the limits of movement of each eye during visual pursuit of the examiner's hand/finger into all diagnostic gaze positions. First, binocular movements are as-. OD OS. The movement can vary between slow and fast and usually happens in both eyes. The eyes may shake more when looking in certain directions. People with nystagmus may tilt or turn their head to see more clearly. This helps to slow down the eye movements. Nystagmus in children and adults. There are two types of nystagmus: congenital and acquired. Nystagmus is rapid, uncontrollable eye movements. If you have nystagmus, your eyes may move up and down, side to side or in a circular motion. Sometimes people are born with it (congenital nystagmus), but you can also develop it later in life (acquired nystagmus). Glasses, contact lenses, medications and surgery are potential treatments.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"c\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"c\"\n",
+      "}\n",
+      "{'response': 'c'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Piliin ang tamang sagot: Ang levocycloversion ay tumutugma sa ____________ ng kanang mata at ________ ng kaliwang mata. Napapasimuno ito kapag pinaikot ang ulo sa ____ na balikat.\n",
+      "a) Excicloduction / incicloduction / kaliwa\n",
+      "b) incicloduction / excicloduction / kaliwa\n",
+      "c) Excicloduction / incicloduction / kanan\n",
+      "d) incicloduction / excicloduction / kanan\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI am not familiar with the term \"levocycloversion\", I should search for it on Wikipedia to understand its meaning and how it relates to eye movements.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Levocycloversion\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mNo good Wikipedia Search Result was found\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Levocycloversion eye movement\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mEye movements are governed by two basic laws of physiology. Herrings Law of equal innervation: Whenever an eye movement is performed, equal and simultaneous flow of innervation occurs to the corresponding muscles of both eyes. For example, to facilitate laevoversion, equal innervation flows to the right medial rectus and left lateral rectus. ... Eye position traces from a healthy control participant (A), and a PD patient (B).Composite vectors of horizontal and vertical eye positions are shown. Saccade amplitude (closed arrows, (A)) and intersaccadic interval (ISI, closed arrows, (A)) are the two metrics we used to characterize microsaccades including squarewaves.Microsaccades are depicted by an open arrow in (B); in several instances ... Treatment. The oculomotor nerve enables most of your eye movements, some aspects of vision, and raising the eyelid. It's the third cranial nerve and works with cranial nerves four ( trochlear) and five ( trigeminal) to coordinate eye movement. The oculomotor nerve contains both motor and parasympathetic fibers, which classifies it as a mixed nerve. Neurological conditions: They damage the central nervous system, and, among other problems, they can affect the ocular motor system, causing oscillopsia.For example, people who have seizures, multiple sclerosis, and superior oblique myokymia (rhythmic involuntary contractions of the superior oblique muscle, which helps with eye movement) have higher chances of developing it. Damage to oculomotor nerve leads to ipsilateral paralysis of eye movement: this presents with the eye directed in the down and out eye position, with a dilated, fixed pupil and drooping lid. Damage to the red nucleus and cerebellothalamic tract fibers is associated with contralateral ataxia and a cerebellar-associated tremor.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Levocycloversion eye movement eye anatomy\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mDamage to oculomotor nerve leads to ipsilateral paralysis of eye movement: this presents with the eye directed in the down and out eye position, with a dilated, fixed pupil and drooping lid. Damage to the red nucleus and cerebellothalamic tract fibers is associated with contralateral ataxia and a cerebellar-associated tremor. Eye anatomy is a fascinating topic that covers the structure and function of the organs that enable us to see the world. In this web page, you will learn about the muscles, arteries, nerves and lacrimal gland of the eye, as well as their clinical relevance. Whether you are a student, a teacher, or a curious person, this web page will help you master eye anatomy with clear explanations ... The surface of the eye and the inner surface of the eyelids are covered with a clear membrane called the conjunctiva. The layers of the tear film keep the front of the eye lubricated. Tears lubricate the eye and are made up of three layers. These three layers together are called the tear film. The mucous layer is made by the conjunctiva. The oculomotor nerve is the third cranial nerve (CN III), and one instance in which the name is a clear indication of the function of the nerve (Oculo = pertaining to the eye, motor = producing movement).Simply from the name then, it is easy to know that the oculomotor nerve will innervate muscles that move the eye itself or components of the eye. It is the movement producing functions of the ... Pulley system (trochlea) to rotate the eye downward and laterally; CN 4 Paralysis results in vertical Diplopia, and Head Tilt compensating for eye rotation; Function depends on eye position. Eye looks down (nasal position) Eye rotates (temporal position) Eye looks down and out (neutral straight ahead position) Other extraocular Muscles affected ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\n",
+      "{'response': 'c'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Assinale a alternativa que preenche corretamente as lacunas. A levocicloversão corresponde a ____________ do olho direito e ________ do olho esquerdo e é desencadeada quando se inclina a cabeça para o ombro___________.\n",
+      "a)Exciclodução / inciclodução / esquerdo.\n",
+      "b)Inciclodução / exciclodução / esquerdo.\n",
+      "c)Exciclodução / inciclodução / direito.\n",
+      "d)Inciclodução / exciclodução / direito.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on levocycloversion to determine the correct answer.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Levocycloversion\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mNo good Wikipedia Search Result was found\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Levocycloversion eye movement\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mEye movements are governed by two basic laws of physiology. Herrings Law of equal innervation: Whenever an eye movement is performed, equal and simultaneous flow of innervation occurs to the corresponding muscles of both eyes. For example, to facilitate laevoversion, equal innervation flows to the right medial rectus and left lateral rectus. ... Neurological conditions: They damage the central nervous system, and, among other problems, they can affect the ocular motor system, causing oscillopsia.For example, people who have seizures, multiple sclerosis, and superior oblique myokymia (rhythmic involuntary contractions of the superior oblique muscle, which helps with eye movement) have higher chances of developing it. Treatment. The oculomotor nerve enables most of your eye movements, some aspects of vision, and raising the eyelid. It's the third cranial nerve and works with cranial nerves four ( trochlear) and five ( trigeminal) to coordinate eye movement. The oculomotor nerve contains both motor and parasympathetic fibers, which classifies it as a mixed nerve. Diplopia is prevalent in up to one-third of PD patients, and tired eyes or blurred vision while reading was reported in 23%. 5, 6 Vergence abnormalities in PD include increased latency, decreased speed, decreased gain, and a need to recruit an alternate class of eye movements to make a three-dimensional gaze shift. 9-11 This review aims to ... She was unable to abduct the left eye, and the right eye, which normally adducts on looking to the left, remained fixed forward (Figure 12-1A). When she was asked to look to the right, her right eye abducted but her left eye did not adduct (Figure 12-1B). In addition, it was noted that she had nystagmus in her right eye when she looked to ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Levocycloversion eye movement inclining head\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mNeurological conditions: They damage the central nervous system, and, among other problems, they can affect the ocular motor system, causing oscillopsia.For example, people who have seizures, multiple sclerosis, and superior oblique myokymia (rhythmic involuntary contractions of the superior oblique muscle, which helps with eye movement) have higher chances of developing it. Here are four eye issues that can lead to nystagmus: Cataracts: The presence of cataracts, which are cloudy areas in the lens of the eye, can cause nystagmus. Cataracts can disrupt the normal transmission of light to the retina, resulting in rapid eye movements and shifting eyes. Strabismus: Strabismus, also known as crossed or misaligned eyes ... To maintain a stable perception of the world around us while we engage in normal movements throughout our day, such as walking, we have something known as the vestibulo-ocular reflex (VOR). This reflex keeps us steady and balanced even though our eyes and head are continuously moving when we perform most actions. When we make a head movement, our eye muscles are triggered instantly to create ... Treatment. The oculomotor nerve enables most of your eye movements, some aspects of vision, and raising the eyelid. It's the third cranial nerve and works with cranial nerves four ( trochlear) and five ( trigeminal) to coordinate eye movement. The oculomotor nerve contains both motor and parasympathetic fibers, which classifies it as a mixed nerve. Nystagmus is a condition where the eyes move rapidly and uncontrollably. They can move: The movement can vary between slow and fast and usually happens in both eyes. The eyes may shake more when looking in certain directions. People with nystagmus may tilt or turn their head to see more clearly.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Levocycloversion eye movement head tilt\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mIn the example of a leftward body tilt in the roll plane, this will result in a compensatory rightward head tilt . In a pathological OTR, stimulation or interruption of stimuli from the vestibular system mimics a change in the body or head position and thus gives rise to the triad of skew deviation, torsion and head tilt. 8.8.2 Aetiology Since various factors can cause nystagmus, diagnosing the condition can be tricky. Other tests and observations associated with a nystagmus diagnosis may include: Visual acuity (distance vision) screening. Slit-lamp examination to look for structural abnormalities. Assess the direction and stability of eye movement. The complete syndrome in the roll plane of the VOR is the eye-head-synkinesis called the ocular tilt reaction (OTR) (Westheimer and Blair 1975; Halmagyi et al. 1990). The OTR consists of head tilt ( Fig. 3.1 ), skew deviation (vertical deviation of the eyes with one eye up, the other down), ocular torsion of both eyes, and tilts of the SVV, all ... Dissociated vertical deviation (DVD) is an ocular motor disorder characterized by slow upward drifting of one eye when the patient fixates with the other eye. This can be unilateral or bilateral. The deviation may be manifest (spontaneously visible to others) or latent (only seen after a cover-uncover test). a-c Head impulse test: clinical examination of the horizontal vestibulo-ocular reflex (VOR) (Halmagyi and Curthoys 1988). a Normal result: The eyes move during rapid rotation of the head with the same angular velocity but in the opposite direction; thus, the eyes remain on the target.b Example: Deficit of the right horizontal semicircular canal. In cases of unilateral vestibulopathy on the ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "Choose the alternative that correctly fills in the gaps. Levocycloversion corresponds to ____________ of the right eye and ________ of the left eye and is triggered when the head is tilted towards the ___ shoulder.\n",
+      "a) Excicloduction / incicloduction / left.\n",
+      "b) Incicloduction / excicloduction / left.\n",
+      "c) Excicloduction / incicloduction / right.\n",
+      "d) Incicloduction / excicloduction / right.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for the terms \"Levocycloversion\", \"right eye\", \"left eye\", and \"head tilted\" to find the correct answer.\n",
+      "Action: DuckDuckGo Search\n",
+      "Action Input: Levocycloversion right eye left eye head tilted\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mHead tilt test - The deviation of the eye increases on contralateral head tilt. Bielschowsky's graded density filter test - In this test, when one eye is covered, it elevates under the cover, and the other eye takes up the fixation. ... Image of the child depicting a 30° exotropia in the left eye while fixating with the right eye in ... This was when I realized what was throwing off my vision: my right eye is viewing everything at a tilt/slant. When I close my left eye vs my right eye, it's very apparent that my right eye is tilted downwards and to the left. It's as if the x-axis of my field of vision in my right eye has been twisted counterclockwise. Strabismus is derived from a Greek word that translates to \"eyes looking obliquely\" and means misaligned eyes.[1] Often, strabismic eyes are referred to as \"squinting eyes,\" \"crossed eyes,\" and \"wall eyes.\" Typically, both eyes fixate equally while focusing on an object with the head held in the primary position. In strabismus or squint, 1 or both eyes deviate inwards or outwards and appear to ... Surgery usually minimizes double vision, reduces the upward drift of an eye, and corrects a compensatory head tilt. Surgery is performed on one or both eyes depending on the extent of the eye misalignment, the change of the misalignment in different directions of gaze, the amount of head tilt, and the amount of torsion. Updated 09/2023. #Conditions Ocular motility disorders and strabismus. is a condition characterized by misalignment of the eyes when looking at an object. One eye deviates (either constantly or intermittently) from the normal visual axis, which results in the inability of the brain to fuse together the images from the right and left eye. is classified as either concomitant ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Levocycloversion\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mNo good Wikipedia Search Result was found\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Pubmed search\n",
+      "Action Input: Levocycloversion right eye left eye head tilt\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mNo good PubMed Result was found\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"d\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"d\"\n",
+      "}\n",
+      "{'response': 'd'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 9: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "Con respecto a las células del cuerpo vítreo, marque la alternativa correcta.\n",
+      "a) Son más numerosas en el adulto que en el vítreo embrionario.\n",
+      "b) Están representadas principalmente por linfocitos y neutrófilos maduros.\n",
+      "c) Son abundantes en la región de la base vítrea.\n",
+      "d) Están ausentes en el recién nacido.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI need to find information about the cells of the vitreous body to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Cells of the vitreous body\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Vitreous body\n",
+      "Summary: The vitreous body (vitreous meaning \"glass-like\"; from Latin  vitreus 'glassy', from  vitrum 'glass', and  -eus) is the clear gel that fills the space between the lens and the retina of the eyeball (the vitreous chamber) in humans and other vertebrates. It is often referred to as the vitreous humor (also spelled humour), from Latin meaning liquid, or simply \"the vitreous\". Vitreous fluid or \"liquid vitreous\" is the liquid component of the vitreous gel, found after a vitreous detachment. It is not to be confused with the aqueous humor, the other fluid in the eye that is found between the cornea and lens.\n",
+      "\n",
+      "Page: Hyalocyte\n",
+      "Summary: Hyalocytes, also known as vitreous cells, are cells of the vitreous body, which is the clear gel that fills the space between the lens and the retina of the eye. Hyalocytes occur in the peripheral part of the vitreous body, and may produce hyaluronic acid and collagen fibrils,  Hyalocytes are star-shaped (stellate) cells with oval nuclei.The development of the vitreous is organized into three stages: primary, secondary, and tertiary.  During the primary stage, which occurs from 3–6 weeks, the basic components of the vitreous begin to form from the mesenchyme embryonic cell layer.  Hyalocytes likely develop from the vascular primary vitreous.\n",
+      "\n",
+      "Page: List of distinct cell types in the adult human body\n",
+      "Summary: There are about 30 trillion (3×1013) human cells in the adult human body, varying from about 20 to 40 trillion depending on the sex, age and weight, and a roughly equal number of bacterial cells. The human cells have been categorized into over 400 cell types based on location and function within the body, of which about 230 types are listed here. There are many different types of cells in the human body.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Hyalocyte\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Hyalocyte\n",
+      "Summary: Hyalocytes, also known as vitreous cells, are cells of the vitreous body, which is the clear gel that fills the space between the lens and the retina of the eye. Hyalocytes occur in the peripheral part of the vitreous body, and may produce hyaluronic acid and collagen fibrils,  Hyalocytes are star-shaped (stellate) cells with oval nuclei.The development of the vitreous is organized into three stages: primary, secondary, and tertiary.  During the primary stage, which occurs from 3–6 weeks, the basic components of the vitreous begin to form from the mesenchyme embryonic cell layer.  Hyalocytes likely develop from the vascular primary vitreous.\n",
+      "\n",
+      "Page: List of distinct cell types in the adult human body\n",
+      "Summary: There are about 30 trillion (3×1013) human cells in the adult human body, varying from about 20 to 40 trillion depending on the sex, age and weight, and a roughly equal number of bacterial cells. The human cells have been categorized into over 400 cell types based on location and function within the body, of which about 230 types are listed here. There are many different types of cells in the human body.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Eye\n",
+      "Summary: An eye is a sensory organ that allows an organism to perceive visual information. It detects light and converts it into electro-chemical impulses in neurons (neurones). It is part of an organism's visual system.\n",
+      "In higher organisms, the eye is a complex optical system that collects light from the surrounding environment, regulates its intensity through a diaphragm, focuses it through an adjustable assembly of lenses to form an image, converts this image into a set of electrical signals, and transmits these signals to the brain through neural pathways that connect the eye via the optic nerve to the visual cortex and other areas of the brain.\n",
+      "Eyes with resolving power have come in ten fundamentally different forms, classified into compound eyes and non-compound eyes. Compound eyes are made up of multiple small visual units, and are common on insects and crustaceans. Non-compound eyes have a single lens and focus light onto the retina to form a single image. This type of eye is common in mammals. The human eye is a non-compound eye.\n",
+      "The simplest eyes are pit eyes. They are eye-spots which may be set into a pit to reduce the angle of light that enters and affects the eye-spot, to allow the organism to deduce the angle of incoming light.Eyes enable several photo response functions that are independent of vision. In an organism that has more complex eyes, retinal photosensitive ganglion cells send signals along the retinohypothalamic tract to the suprachiasmatic nuclei to effect circadian adjustment and to the pretectal area to control the pupillary light reflex.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Vitreous body\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Vitreous body\n",
+      "Summary: The vitreous body (vitreous meaning \"glass-like\"; from Latin  vitreus 'glassy', from  vitrum 'glass', and  -eus) is the clear gel that fills the space between the lens and the retina of the eyeball (the vitreous chamber) in humans and other vertebrates. It is often referred to as the vitreous humor (also spelled humour), from Latin meaning liquid, or simply \"the vitreous\". Vitreous fluid or \"liquid vitreous\" is the liquid component of the vitreous gel, found after a vitreous detachment. It is not to be confused with the aqueous humor, the other fluid in the eye that is found between the cornea and lens.\n",
+      "\n",
+      "Page: Floater\n",
+      "Summary: Floaters or eye floaters are sometimes visible deposits (e.g., the shadows of tiny structures of protein or other cell debris projected onto the retina) within the eye's vitreous humour (\"the vitreous\"), which is normally transparent, or between the vitreous and retina. \n",
+      "They can become particularly noticeable when looking at a blank surface or an open monochromatic space, such as blue sky.\n",
+      "Each floater can be measured by its size, shape, consistency, refractive index, and motility. They are also called muscae volitantes (Latin for 'flying flies'), or mouches volantes (from the same phrase in French). The vitreous usually starts out transparent, but imperfections may gradually develop as one ages. The common type of floater, present in most people's eyes, is due to these degenerative changes of the vitreous. The perception of floaters, which may be annoying or problematic to some people, is known as myodesopsia, or, less commonly, as myodaeopsia, myiodeopsia, or myiodesopsia. It is not often treated, except in severe cases, where vitrectomy (surgery), laser vitreolysis, and medication may be effective.\n",
+      "Floaters are visible either because of the shadows imperfections cast on the retina, or because of the refraction of light that passes through them, and can appear alone or together with several others as a clump in one's visual field. They may appear as spots, threads, or fragments of \"cobwebs\", which float slowly before the observer's eyes, and move especially in the direction the eyes move. As these objects exist within the eye itself, they are not optical illusions but are entoptic phenomena (caused by the eye itself). They are not to be confused with visual snow, which is similar to the static on a television screen, although these two conditions may co-exist as part of a number of visual disturbances which include starbursts, trails, and afterimages.\n",
+      "\n",
+      "Page: Posterior vitreous detachment\n",
+      "Summary: A posterior vitreous detachment (PVD) is a condition of the eye in which the vitreous membrane separates from the retina.\n",
+      "It refers to the separation of the posterior hyaloid membrane from the retina anywhere posterior to the vitreous base (a 3–4 mm wide attachment to the ora serrata).\n",
+      "The condition is common for older adults; over 75% of those over the age of 65 develop it. Although less common among people in their 40s or 50s, the condition is not rare for those individuals. Some research has found that the condition is more common among women.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Alin ang tama tungkol sa mga vitreous cells?\n",
+      "a) Mas marami ang vitreous cells sa matatanda kumpara sa isang embryo.\n",
+      "b) Karamihan sa mga cell na matatagpo sa vitreous ay lymphocytes at mature neutrophils.\n",
+      "c) Sila ay sagana sa rehiyon ng vitreous base.\n",
+      "d) Walang vitreous cells na matatagpo sa mga bagong panganak.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information about vitreous cells to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Vitreous cells\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Vitreous body\n",
+      "Summary: The vitreous body (vitreous meaning \"glass-like\"; from Latin  vitreus 'glassy', from  vitrum 'glass', and  -eus) is the clear gel that fills the space between the lens and the retina of the eyeball (the vitreous chamber) in humans and other vertebrates. It is often referred to as the vitreous humor (also spelled humour), from Latin meaning liquid, or simply \"the vitreous\". Vitreous fluid or \"liquid vitreous\" is the liquid component of the vitreous gel, found after a vitreous detachment. It is not to be confused with the aqueous humor, the other fluid in the eye that is found between the cornea and lens.\n",
+      "\n",
+      "Page: Posterior vitreous detachment\n",
+      "Summary: A posterior vitreous detachment (PVD) is a condition of the eye in which the vitreous membrane separates from the retina.\n",
+      "It refers to the separation of the posterior hyaloid membrane from the retina anywhere posterior to the vitreous base (a 3–4 mm wide attachment to the ora serrata).\n",
+      "The condition is common for older adults; over 75% of those over the age of 65 develop it. Although less common among people in their 40s or 50s, the condition is not rare for those individuals. Some research has found that the condition is more common among women.\n",
+      "\n",
+      "Page: Floater\n",
+      "Summary: Floaters or eye floaters are sometimes visible deposits (e.g., the shadows of tiny structures of protein or other cell debris projected onto the retina) within the eye's vitreous humour (\"the vitreous\"), which is normally transparent, or between the vitreous and retina. \n",
+      "They can become particularly noticeable when looking at a blank surface or an open monochromatic space, such as blue sky.\n",
+      "Each floater can be measured by its size, shape, consistency, refractive index, and motility. They are also called muscae volitantes (Latin for 'flying flies'), or mouches volantes (from the same phrase in French). The vitreous usually starts out transparent, but imperfections may gradually develop as one ages. The common type of floater, present in most people's eyes, is due to these degenerative changes of the vitreous. The perception of floaters, which may be annoying or problematic to some people, is known as myodesopsia, or, less commonly, as myodaeopsia, myiodeopsia, or myiodesopsia. It is not often treated, except in severe cases, where vitrectomy (surgery), laser vitreolysis, and medication may be effective.\n",
+      "Floaters are visible either because of the shadows imperfections cast on the retina, or because of the refraction of light that passes through them, and can appear alone or together with several others as a clump in one's visual field. They may appear as spots, threads, or fragments of \"cobwebs\", which float slowly before the observer's eyes, and move especially in the direction the eyes move. As these objects exist within the eye itself, they are not optical illusions but are entoptic phenomena (caused by the eye itself). They are not to be confused with visual snow, which is similar to the static on a television screen, although these two conditions may co-exist as part of a number of visual disturbances which include starbursts, trails, and afterimages.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Vitreous cells\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Vitreous body\n",
+      "Summary: The vitreous body (vitreous meaning \"glass-like\"; from Latin  vitreus 'glassy', from  vitrum 'glass', and  -eus) is the clear gel that fills the space between the lens and the retina of the eyeball (the vitreous chamber) in humans and other vertebrates. It is often referred to as the vitreous humor (also spelled humour), from Latin meaning liquid, or simply \"the vitreous\". Vitreous fluid or \"liquid vitreous\" is the liquid component of the vitreous gel, found after a vitreous detachment. It is not to be confused with the aqueous humor, the other fluid in the eye that is found between the cornea and lens.\n",
+      "\n",
+      "Page: Posterior vitreous detachment\n",
+      "Summary: A posterior vitreous detachment (PVD) is a condition of the eye in which the vitreous membrane separates from the retina.\n",
+      "It refers to the separation of the posterior hyaloid membrane from the retina anywhere posterior to the vitreous base (a 3–4 mm wide attachment to the ora serrata).\n",
+      "The condition is common for older adults; over 75% of those over the age of 65 develop it. Although less common among people in their 40s or 50s, the condition is not rare for those individuals. Some research has found that the condition is more common among women.\n",
+      "\n",
+      "Page: Floater\n",
+      "Summary: Floaters or eye floaters are sometimes visible deposits (e.g., the shadows of tiny structures of protein or other cell debris projected onto the retina) within the eye's vitreous humour (\"the vitreous\"), which is normally transparent, or between the vitreous and retina. \n",
+      "They can become particularly noticeable when looking at a blank surface or an open monochromatic space, such as blue sky.\n",
+      "Each floater can be measured by its size, shape, consistency, refractive index, and motility. They are also called muscae volitantes (Latin for 'flying flies'), or mouches volantes (from the same phrase in French). The vitreous usually starts out transparent, but imperfections may gradually develop as one ages. The common type of floater, present in most people's eyes, is due to these degenerative changes of the vitreous. The perception of floaters, which may be annoying or problematic to some people, is known as myodesopsia, or, less commonly, as myodaeopsia, myiodeopsia, or myiodesopsia. It is not often treated, except in severe cases, where vitrectomy (surgery), laser vitreolysis, and medication may be effective.\n",
+      "Floaters are visible either because of the shadows imperfections cast on the retina, or because of the refraction of light that passes through them, and can appear alone or together with several others as a clump in one's visual field. They may appear as spots, threads, or fragments of \"cobwebs\", which float slowly before the observer's eyes, and move especially in the direction the eyes move. As these objects exist within the eye itself, they are not optical illusions but are entoptic phenomena (caused by the eye itself). They are not to be confused with visual snow, which is similar to the static on a television screen, although these two conditions may co-exist as part of a number of visual disturbances which include starbursts, trails, and afterimages.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Vitreous cells function\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mThe main function of the vitreous body is to maintain the eye's round shape. It does this by creating fluid pressure within the eye (intraocular pressure). The vitreous humor also enables visual clarity. Its clear nature allows light to pass through to the retina when you focus on an object. Even further, the vitreous humor functions as a ... The retina is one of many vital parts of the human eye that enable you to see. This nerve layer at the back of the eye contains light-sensitive cells called rods and cones. The retina senses light and generates electrical impulses so the brain can create an image. This article discusses the retina's anatomy, functions, and associated disorders. Inner Limiting Membrane - the innermost layer of the retina that forms a smooth boundary against the vitreous humor which fills the vitreous chamber of the eye. The peripheral boundary of this layer consists of Müller glial cells, which function to maintain retinal homeostasis by upholding retinal lamination and by supporting other cells. Recently, scientists discovered that amacrine cells also have a paracrine function, with some varieties releasing dopamine. Bipolar Cells ... The ILM is the retina's inner surface bordering the vitreous humor and thereby forming a diffusion barrier between the neural retina and vitreous humor. The ILM contains laterally contacting Muller cell ... The surface of the eye and the inner surface of the eyelids are covered with a clear membrane called the conjunctiva. The layers of the tear film keep the front of the eye lubricated. Tears lubricate the eye and are made up of three layers. These three layers together are called the tear film. The mucous layer is made by the conjunctiva.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Com relação às células do corpo vítreo, assinale a alternativa correta.\n",
+      "a)São mais numerosos no adulto, comparativamente às do vítreo embrionário.\n",
+      "b)São representadas principalmente por linfócitos e neutrófilos maduros.\n",
+      "c)São abundantes na região da base vítrea.\n",
+      "d)Estão ausentes no recém-nascido.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the cells of the vitreous body to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Cells of the vitreous body\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Vitreous body\n",
+      "Summary: The vitreous body (vitreous meaning \"glass-like\"; from Latin  vitreus 'glassy', from  vitrum 'glass', and  -eus) is the clear gel that fills the space between the lens and the retina of the eyeball (the vitreous chamber) in humans and other vertebrates. It is often referred to as the vitreous humor (also spelled humour), from Latin meaning liquid, or simply \"the vitreous\". Vitreous fluid or \"liquid vitreous\" is the liquid component of the vitreous gel, found after a vitreous detachment. It is not to be confused with the aqueous humor, the other fluid in the eye that is found between the cornea and lens.\n",
+      "\n",
+      "Page: Hyalocyte\n",
+      "Summary: Hyalocytes, also known as vitreous cells, are cells of the vitreous body, which is the clear gel that fills the space between the lens and the retina of the eye. Hyalocytes occur in the peripheral part of the vitreous body, and may produce hyaluronic acid and collagen fibrils,  Hyalocytes are star-shaped (stellate) cells with oval nuclei.The development of the vitreous is organized into three stages: primary, secondary, and tertiary.  During the primary stage, which occurs from 3–6 weeks, the basic components of the vitreous begin to form from the mesenchyme embryonic cell layer.  Hyalocytes likely develop from the vascular primary vitreous.\n",
+      "\n",
+      "Page: List of distinct cell types in the adult human body\n",
+      "Summary: There are about 30 trillion (3×1013) human cells in the adult human body, varying from about 20 to 40 trillion depending on the sex, age and weight, and a roughly equal number of bacterial cells. The human cells have been categorized into over 400 cell types based on location and function within the body, of which about 230 types are listed here. There are many different types of cells in the human body.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThe correct statement regarding the cells of the vitreous body is that they are more numerous in the adult compared to the embryonic vitreous.\n",
+      "\n",
+      "Final Answer: \n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "Regarding the vitreous body cells, mark the correct alternative.\n",
+      "a) They are more numerous in the adult than in the embryonic vitreous.\n",
+      "b) They are mainly represented by lymphocytes and mature neutrophils.\n",
+      "c) They are abundant in the region of the vitreous base.\n",
+      "d) They are absent in the newborn.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the vitreous body cells to determine which alternative is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Vitreous body cells\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Vitreous body\n",
+      "Summary: The vitreous body (vitreous meaning \"glass-like\"; from Latin  vitreus 'glassy', from  vitrum 'glass', and  -eus) is the clear gel that fills the space between the lens and the retina of the eyeball (the vitreous chamber) in humans and other vertebrates. It is often referred to as the vitreous humor (also spelled humour), from Latin meaning liquid, or simply \"the vitreous\". Vitreous fluid or \"liquid vitreous\" is the liquid component of the vitreous gel, found after a vitreous detachment. It is not to be confused with the aqueous humor, the other fluid in the eye that is found between the cornea and lens.\n",
+      "\n",
+      "Page: Posterior vitreous detachment\n",
+      "Summary: A posterior vitreous detachment (PVD) is a condition of the eye in which the vitreous membrane separates from the retina.\n",
+      "It refers to the separation of the posterior hyaloid membrane from the retina anywhere posterior to the vitreous base (a 3–4 mm wide attachment to the ora serrata).\n",
+      "The condition is common for older adults; over 75% of those over the age of 65 develop it. Although less common among people in their 40s or 50s, the condition is not rare for those individuals. Some research has found that the condition is more common among women.\n",
+      "\n",
+      "Page: Floater\n",
+      "Summary: Floaters or eye floaters are sometimes visible deposits (e.g., the shadows of tiny structures of protein or other cell debris projected onto the retina) within the eye's vitreous humour (\"the vitreous\"), which is normally transparent, or between the vitreous and retina. \n",
+      "They can become particularly noticeable when looking at a blank surface or an open monochromatic space, such as blue sky.\n",
+      "Each floater can be measured by its size, shape, consistency, refractive index, and motility. They are also called muscae volitantes (Latin for 'flying flies'), or mouches volantes (from the same phrase in French). The vitreous usually starts out transparent, but imperfections may gradually develop as one ages. The common type of floater, present in most people's eyes, is due to these degenerative changes of the vitreous. The perception of floaters, which may be annoying or problematic to some people, is known as myodesopsia, or, less commonly, as myodaeopsia, myiodeopsia, or myiodesopsia. It is not often treated, except in severe cases, where vitrectomy (surgery), laser vitreolysis, and medication may be effective.\n",
+      "Floaters are visible either because of the shadows imperfections cast on the retina, or because of the refraction of light that passes through them, and can appear alone or together with several others as a clump in one's visual field. They may appear as spots, threads, or fragments of \"cobwebs\", which float slowly before the observer's eyes, and move especially in the direction the eyes move. As these objects exist within the eye itself, they are not optical illusions but are entoptic phenomena (caused by the eye itself). They are not to be confused with visual snow, which is similar to the static on a television screen, although these two conditions may co-exist as part of a number of visual disturbances which include starbursts, trails, and afterimages.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Vitreous body cells\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Vitreous body\n",
+      "Summary: The vitreous body (vitreous meaning \"glass-like\"; from Latin  vitreus 'glassy', from  vitrum 'glass', and  -eus) is the clear gel that fills the space between the lens and the retina of the eyeball (the vitreous chamber) in humans and other vertebrates. It is often referred to as the vitreous humor (also spelled humour), from Latin meaning liquid, or simply \"the vitreous\". Vitreous fluid or \"liquid vitreous\" is the liquid component of the vitreous gel, found after a vitreous detachment. It is not to be confused with the aqueous humor, the other fluid in the eye that is found between the cornea and lens.\n",
+      "\n",
+      "Page: Posterior vitreous detachment\n",
+      "Summary: A posterior vitreous detachment (PVD) is a condition of the eye in which the vitreous membrane separates from the retina.\n",
+      "It refers to the separation of the posterior hyaloid membrane from the retina anywhere posterior to the vitreous base (a 3–4 mm wide attachment to the ora serrata).\n",
+      "The condition is common for older adults; over 75% of those over the age of 65 develop it. Although less common among people in their 40s or 50s, the condition is not rare for those individuals. Some research has found that the condition is more common among women.\n",
+      "\n",
+      "Page: Floater\n",
+      "Summary: Floaters or eye floaters are sometimes visible deposits (e.g., the shadows of tiny structures of protein or other cell debris projected onto the retina) within the eye's vitreous humour (\"the vitreous\"), which is normally transparent, or between the vitreous and retina. \n",
+      "They can become particularly noticeable when looking at a blank surface or an open monochromatic space, such as blue sky.\n",
+      "Each floater can be measured by its size, shape, consistency, refractive index, and motility. They are also called muscae volitantes (Latin for 'flying flies'), or mouches volantes (from the same phrase in French). The vitreous usually starts out transparent, but imperfections may gradually develop as one ages. The common type of floater, present in most people's eyes, is due to these degenerative changes of the vitreous. The perception of floaters, which may be annoying or problematic to some people, is known as myodesopsia, or, less commonly, as myodaeopsia, myiodeopsia, or myiodesopsia. It is not often treated, except in severe cases, where vitrectomy (surgery), laser vitreolysis, and medication may be effective.\n",
+      "Floaters are visible either because of the shadows imperfections cast on the retina, or because of the refraction of light that passes through them, and can appear alone or together with several others as a clump in one's visual field. They may appear as spots, threads, or fragments of \"cobwebs\", which float slowly before the observer's eyes, and move especially in the direction the eyes move. As these objects exist within the eye itself, they are not optical illusions but are entoptic phenomena (caused by the eye itself). They are not to be confused with visual snow, which is similar to the static on a television screen, although these two conditions may co-exist as part of a number of visual disturbances which include starbursts, trails, and afterimages.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Vitreous body cells\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Vitreous body\n",
+      "Summary: The vitreous body (vitreous meaning \"glass-like\"; from Latin  vitreus 'glassy', from  vitrum 'glass', and  -eus) is the clear gel that fills the space between the lens and the retina of the eyeball (the vitreous chamber) in humans and other vertebrates. It is often referred to as the vitreous humor (also spelled humour), from Latin meaning liquid, or simply \"the vitreous\". Vitreous fluid or \"liquid vitreous\" is the liquid component of the vitreous gel, found after a vitreous detachment. It is not to be confused with the aqueous humor, the other fluid in the eye that is found between the cornea and lens.\n",
+      "\n",
+      "Page: Posterior vitreous detachment\n",
+      "Summary: A posterior vitreous detachment (PVD) is a condition of the eye in which the vitreous membrane separates from the retina.\n",
+      "It refers to the separation of the posterior hyaloid membrane from the retina anywhere posterior to the vitreous base (a 3–4 mm wide attachment to the ora serrata).\n",
+      "The condition is common for older adults; over 75% of those over the age of 65 develop it. Although less common among people in their 40s or 50s, the condition is not rare for those individuals. Some research has found that the condition is more common among women.\n",
+      "\n",
+      "Page: Floater\n",
+      "Summary: Floaters or eye floaters are sometimes visible deposits (e.g., the shadows of tiny structures of protein or other cell debris projected onto the retina) within the eye's vitreous humour (\"the vitreous\"), which is normally transparent, or between the vitreous and retina. \n",
+      "They can become particularly noticeable when looking at a blank surface or an open monochromatic space, such as blue sky.\n",
+      "Each floater can be measured by its size, shape, consistency, refractive index, and motility. They are also called muscae volitantes (Latin for 'flying flies'), or mouches volantes (from the same phrase in French). The vitreous usually starts out transparent, but imperfections may gradually develop as one ages. The common type of floater, present in most people's eyes, is due to these degenerative changes of the vitreous. The perception of floaters, which may be annoying or problematic to some people, is known as myodesopsia, or, less commonly, as myodaeopsia, myiodeopsia, or myiodesopsia. It is not often treated, except in severe cases, where vitrectomy (surgery), laser vitreolysis, and medication may be effective.\n",
+      "Floaters are visible either because of the shadows imperfections cast on the retina, or because of the refraction of light that passes through them, and can appear alone or together with several others as a clump in one's visual field. They may appear as spots, threads, or fragments of \"cobwebs\", which float slowly before the observer's eyes, and move especially in the direction the eyes move. As these objects exist within the eye itself, they are not optical illusions but are entoptic phenomena (caused by the eye itself). They are not to be confused with visual snow, which is similar to the static on a television screen, although these two conditions may co-exist as part of a number of visual disturbances which include starbursts, trails, and afterimages.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Pubmed search\n",
+      "Action Input: Vitreous body cells\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mPublished: 2024-03-12\n",
+      "Title: ABCA4 mediated traumatic proliferative vitreoretinopathy associated with PI3K/Akt signaling pathway.\n",
+      "Copyright Information: © 2024 Published by Elsevier Ltd.\n",
+      "Summary::\n",
+      "BACKGROUND: Proliferative vitreoretinopathy (PVR) is the main cause of retinal detachment. However, the underlying mechanism of PVR is complex and has not yet been fully elucidated. The PI3K/Akt/mTOR signaling pathway is involved in angiogenesis and plays an important role in cell proliferation and tumor formation. Therefore, our study was designed to investigate the potential biological mechanisms of alleviating ARPE-19 cell and traumatic PVR model involving PI3K/Akt signaling pathway by targeting ABCA4.\n",
+      "MATERIALS AND METHODS: ARPE-19 cell model was induced by ABCA4 overexpression vector and si-ABCA4, then the ABCA4 overexpression vector and si-ABCA4 were constructed, the plasmids were expanded for cell transfection and verification. In addition, OE-ABCA4, shRNA NC and si-ABCA4 were transfected into ARPE-19 cells. Cell viability was detected by CCK-8 assay, cell cycle was determined by flow cytometry. The expression level and location of ABCA4 were detected by immunofluorescence. Finally, rabbit traumatic PVR model was induced by surgery, the adenovirus was injected into the vitreous body respectively, and the fundus observation was performed by direct ophthalmoscope observation combined with fundus photography, and the retinal routine histopathology HE staining was performed. Analysis of P21, CDK4, Cyclin D1, BAX, BAD, and ABCA4 was used by quantitative RT-PCR and Western blot. Besides, the expression level of ABCA4, AKT, -AKT, PI3K, p-PI3K, P38, p-P38, JNK, -JNK, ERK, and -ERK was detected by Western blot.\n",
+      "RESULTS: All results indicated that the viability of cells with high expression of ABC4A increased, while the viability of cells with inhibition of ABC4A decreased, the number of cells with high ABC4A expression was significantly higher, and the migration level of cel\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\n",
+      "{'response': 'c'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 10: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "Con respecto a la fisiología de los músculos oculomotores, marque la alternativa correcta.\n",
+      "a) La contracción muscular es independiente de la disponibilidad de calcio.\n",
+      "b) La fibra muscular es una célula multinucleada.\n",
+      "c) Cada contracción muscular es el resultado de un ciclo único de formación y destrucción de los puentes de actina-miosina.\n",
+      "d) La relajación muscular depende principalmente de la disponibilidad de sodio.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the physiology of ocular muscles to determine the correct statement.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Physiology of ocular muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Vestibulo–ocular reflex\n",
+      "Summary: The vestibulo-ocular reflex (VOR) is a reflex that acts to stabilize gaze during head movement, with eye movement due to activation of the vestibular system. The reflex acts to stabilize images on the retinas of the eye during head movement. Gaze is held steadily on a location by producing eye movements in the direction opposite that of head movement. For example, when the head moves to the right, the eyes move to the left, meaning the image a person sees stays the same even though the head has turned. Since slight head movement is present all the time, VOR is necessary for stabilizing vision: people with an impaired reflex find it difficult to read using print, because the eyes do not stabilise during small head tremors, and also because damage to reflex can cause nystagmus.The VOR does not depend on what is seen. It can also be activated by hot or cold stimulation of the inner ear, where the vestibular system sits, and works even in total darkness or when the eyes are closed. However, in the presence of light, the fixation reflex is also added to the movement.In lower animals, the organs that coordinate balance and movement are not independent from eye movement. A fish, for instance, moves its eyes by reflex when its tail is moved.  Humans have semicircular canals, neck muscle  \"stretch\" receptors, and the utricle (gravity organ).  Though the semicircular canals cause most of the reflexes which are responsive to acceleration, the maintaining of balance is mediated by the stretch of neck muscles and the pull of gravity on the utricle (otolith organ) of the inner ear.The VOR has both rotational and translational aspects. When the head rotates about any axis (horizontal, vertical, or torsional) distant visual images are stabilized by rotating the eyes about the same axis, but in the opposite direction. When the head translates, for example during walking, the visual fixation point is maintained by rotating gaze direction in the opposite direction, by an amount that depends on distance.\n",
+      "\n",
+      "Page: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Nystagmus\n",
+      "Summary: Nystagmus is a condition of involuntary (or voluntary, in some cases) eye movement. People can be born with it but more commonly acquire it in infancy or later in life. In many cases it may result in reduced or limited vision.In normal eyesight, while the head rotates about an axis, distant visual images are sustained by rotating eyes in the opposite direction of the respective axis. The semicircular canals in the vestibule of the ear sense angular acceleration, and send signals to the nuclei for eye movement in the brain. From here, a signal is relayed to the extraocular muscles to allow one's gaze to fix on an object as the head moves. Nystagmus occurs when the semicircular canals are stimulated (e.g., by means of the caloric test, or by disease) while the head is stationary. The direction of ocular movement is related to the semicircular canal that is being stimulated.There are two key forms of nystagmus: pathological and physiological, with variations within each type. Nystagmus may be caused by congenital disorder or sleep deprivation, acquired or central nervous system disorders, toxicity, pharmaceutical drugs, alcohol, or rotational movement. Previously considered untreatable, in recent years several drugs have been identified for treatment of nystagmus. Nystagmus is also occasionally associated with vertigo.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Extraocular muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Ophthalmoparesis\n",
+      "Summary: Ophthalmoparesis  refers to weakness (-paresis) or paralysis (-plegia) of one or more extraocular muscles which are responsible for eye movements. It is a physical finding in certain neurologic, ophthalmologic, and endocrine disease.\n",
+      "Internal ophthalmoplegia means involvement limited to the pupillary sphincter and ciliary muscle. External ophthalmoplegia refers to involvement of only the extraocular muscles. Complete ophthalmoplegia indicates involvement of both.\n",
+      "\n",
+      "Page: ALS\n",
+      "Summary: Amyotrophic lateral sclerosis (ALS), also known as motor neurone disease (MND) or Lou Gehrig's disease in the United States, is a rare and terminal neurodegenerative disease that results in the progressive loss of motor neurons that control voluntary muscles. ALS is the most common form of the motor neuron diseases. Early symptoms of ALS include stiff muscles, muscle twitches, gradual increasing weakness, and muscle wasting. Limb-onset ALS begins with weakness in the arms or legs, while bulbar-onset ALS begins with difficulty in speaking or swallowing. Around half of people with ALS develop at least mild difficulties with thinking and behavior, and about 15% develop frontotemporal dementia. Motor neuron loss continues until the abilities to eat, speak, move, or, lastly, breathe are lost.Most cases of ALS (about 90% to 95%) have no known cause, and are known as sporadic ALS. However, both genetic and environmental factors are believed to be involved. The remaining 5% to 10% of cases have a genetic cause, often linked to a history of the disease in the family, and these are known as familial ALS (hereditary). About half of these genetic cases are due to disease-causing variants in one of four specific genes. The diagnosis is based on a person's signs and symptoms, with testing conducted to rule out other potential causes.There is no known cure for ALS. The goal of treatment is to slow the disease progression, and improve symptoms. Treatments that slow ALS include riluzole (extends life by two to three months) and sodium phenylbutyrate/ursodoxicoltaurine (extends life by around seven months). Non-invasive ventilation may result in both improved quality, and length of life. Mechanical ventilation can prolong survival but does not stop disease progression. A feeding tube may help maintain weight and nutrition. Death is usually caused by respiratory failure. The disease can affect people of any age, but usually starts around the age of 60. The average survival from onset to death is two to four years, though this can vary, and about 10% of those affected survive longer than ten years.Descriptions of the disease date back to at least 1824 by Charles Bell. In 1869, the connection between the symptoms and the underlying neurological problems was first described by French neurologist Jean-Martin Charcot, who in 1874 began using the term amyotrophic lateral sclerosis.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Physiology of ocular muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Vestibulo–ocular reflex\n",
+      "Summary: The vestibulo-ocular reflex (VOR) is a reflex that acts to stabilize gaze during head movement, with eye movement due to activation of the vestibular system. The reflex acts to stabilize images on the retinas of the eye during head movement. Gaze is held steadily on a location by producing eye movements in the direction opposite that of head movement. For example, when the head moves to the right, the eyes move to the left, meaning the image a person sees stays the same even though the head has turned. Since slight head movement is present all the time, VOR is necessary for stabilizing vision: people with an impaired reflex find it difficult to read using print, because the eyes do not stabilise during small head tremors, and also because damage to reflex can cause nystagmus.The VOR does not depend on what is seen. It can also be activated by hot or cold stimulation of the inner ear, where the vestibular system sits, and works even in total darkness or when the eyes are closed. However, in the presence of light, the fixation reflex is also added to the movement.In lower animals, the organs that coordinate balance and movement are not independent from eye movement. A fish, for instance, moves its eyes by reflex when its tail is moved.  Humans have semicircular canals, neck muscle  \"stretch\" receptors, and the utricle (gravity organ).  Though the semicircular canals cause most of the reflexes which are responsive to acceleration, the maintaining of balance is mediated by the stretch of neck muscles and the pull of gravity on the utricle (otolith organ) of the inner ear.The VOR has both rotational and translational aspects. When the head rotates about any axis (horizontal, vertical, or torsional) distant visual images are stabilized by rotating the eyes about the same axis, but in the opposite direction. When the head translates, for example during walking, the visual fixation point is maintained by rotating gaze direction in the opposite direction, by an amount that depends on distance.\n",
+      "\n",
+      "Page: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Nystagmus\n",
+      "Summary: Nystagmus is a condition of involuntary (or voluntary, in some cases) eye movement. People can be born with it but more commonly acquire it in infancy or later in life. In many cases it may result in reduced or limited vision.In normal eyesight, while the head rotates about an axis, distant visual images are sustained by rotating eyes in the opposite direction of the respective axis. The semicircular canals in the vestibule of the ear sense angular acceleration, and send signals to the nuclei for eye movement in the brain. From here, a signal is relayed to the extraocular muscles to allow one's gaze to fix on an object as the head moves. Nystagmus occurs when the semicircular canals are stimulated (e.g., by means of the caloric test, or by disease) while the head is stationary. The direction of ocular movement is related to the semicircular canal that is being stimulated.There are two key forms of nystagmus: pathological and physiological, with variations within each type. Nystagmus may be caused by congenital disorder or sleep deprivation, acquired or central nervous system disorders, toxicity, pharmaceutical drugs, alcohol, or rotational movement. Previously considered untreatable, in recent years several drugs have been identified for treatment of nystagmus. Nystagmus is also occasionally associated with vertigo.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\n",
+      "{'response': 'c'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Alin sa mga sumusunod ang tama tungkol sa pisyolohiya ng mga extraocular muscles?\n",
+      "a) Ang paggalaw ng mga extraocular muscle ay hindi nagdedepende sa karamihan ng calcium sa katawan.\n",
+      "b) Ang muscle fiber ay may maraming nucleus.\n",
+      "c) Ang bawat muscle contraction ay resulta ng panibagong pagbuo at pagkasira ng mga actin-myosin bridges.\n",
+      "d) Ang pagpahinga ng mga oculomotor muscle ay nagdedepende sa karamihan ng sodium sa katawan.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the physiology of extraocular muscles to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Extraocular muscles physiology\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: List of skeletal muscles of the human body\n",
+      "Summary: This is a table of skeletal muscles of the human anatomy, with muscle counts and other information.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Skeletal muscle\n",
+      "Summary: Skeletal muscles (commonly referred to as muscles) are organs of the vertebrate muscular system and typically are attached by tendons to bones of a skeleton. The muscle cells of skeletal muscles are much longer than in the other types of muscle tissue, and are often known as muscle fibers. The muscle tissue of a skeletal muscle is striated – having a striped appearance due to the arrangement of the sarcomeres.\n",
+      "Skeletal muscles are voluntary muscles under the control of the somatic nervous system. The other types of muscle are cardiac muscle, which is also striated, and smooth muscle, which is non-striated; both of these types of muscle tissue are classified as involuntary, or, under the control of the autonomic nervous system.A skeletal muscle contains multiple fascicles – bundles of muscle fibers. Each individual fiber, and each muscle is surrounded by a type of connective tissue layer of fascia. Muscle fibers are formed from the fusion of developmental myoblasts in a process known as myogenesis resulting in long multinucleated cells. In these cells the nuclei, termed myonuclei, are located along the inside of the cell membrane. Muscle fibers also have multiple mitochondria to meet energy needs.\n",
+      "Muscle fibers are in turn composed of myofibrils. The myofibrils are composed of actin and myosin filaments called myofilaments, repeated in units called sarcomeres, which are the basic functional, contractile units of the muscle fiber necessary for muscle contraction. Muscles are predominantly powered by the oxidation of fats and carbohydrates, but anaerobic chemical reactions are also used, particularly by fast twitch fibers. These chemical reactions produce adenosine triphosphate (ATP) molecules that are used to power the movement of the myosin heads.Skeletal muscle comprises about 35% of the body of humans by weight.  The functions of skeletal muscle include producing movement, maintaining body posture, controlling body temperature, and stabilizing joints. Skeletal muscle is also an endocrine organ. Under different physiological conditions, subsets of 654 different proteins as well as lipids, amino acids, metabolites and small RNAs are found in the secretome of skeletal muscles.Skeletal muscles are substantially composed of multinucleated contractile muscle fibers (myocytes). However, considerable numbers of resident and infiltrating mononuclear cells are also present in skeletal muscles.  In terms of volume, myocytes make up the great majority of skeletal muscle. Skeletal muscle myocytes are usually very large, being about 2–3 cm long and 100 μm in diameter.  By comparison, the mononuclear cells in muscles are much smaller. Some of the mononuclear cells in muscles are endothelial cells (which are about 50–70 μm long, 10–30 μm wide and 0.1–10 μm thick), macrophages (21 μm in diameter) and neutrophils (12-15 μm in diameter).  However, in terms of nuclei present in skeletal muscle, myocyte nuclei may be only half of the nuclei present, while nuclei from resident and infiltrating mononuclear cells make up the other half.Considerable research on skeletal muscle is focused on the muscle fiber cells, the myocytes, as discussed in detail in the first sections, below. However, recently, interest has also focused on the different types of mononuclear cells \u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Extraocular muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Ophthalmoparesis\n",
+      "Summary: Ophthalmoparesis  refers to weakness (-paresis) or paralysis (-plegia) of one or more extraocular muscles which are responsible for eye movements. It is a physical finding in certain neurologic, ophthalmologic, and endocrine disease.\n",
+      "Internal ophthalmoplegia means involvement limited to the pupillary sphincter and ciliary muscle. External ophthalmoplegia refers to involvement of only the extraocular muscles. Complete ophthalmoplegia indicates involvement of both.\n",
+      "\n",
+      "Page: ALS\n",
+      "Summary: Amyotrophic lateral sclerosis (ALS), also known as motor neurone disease (MND) or Lou Gehrig's disease in the United States, is a rare and terminal neurodegenerative disease that results in the progressive loss of motor neurons that control voluntary muscles. ALS is the most common form of the motor neuron diseases. Early symptoms of ALS include stiff muscles, muscle twitches, gradual increasing weakness, and muscle wasting. Limb-onset ALS begins with weakness in the arms or legs, while bulbar-onset ALS begins with difficulty in speaking or swallowing. Around half of people with ALS develop at least mild difficulties with thinking and behavior, and about 15% develop frontotemporal dementia. Motor neuron loss continues until the abilities to eat, speak, move, or, lastly, breathe are lost.Most cases of ALS (about 90% to 95%) have no known cause, and are known as sporadic ALS. However, both genetic and environmental factors are believed to be involved. The remaining 5% to 10% of cases have a genetic cause, often linked to a history of the disease in the family, and these are known as familial ALS (hereditary). About half of these genetic cases are due to disease-causing variants in one of four specific genes. The diagnosis is based on a person's signs and symptoms, with testing conducted to rule out other potential causes.There is no known cure for ALS. The goal of treatment is to slow the disease progression, and improve symptoms. Treatments that slow ALS include riluzole (extends life by two to three months) and sodium phenylbutyrate/ursodoxicoltaurine (extends life by around seven months). Non-invasive ventilation may result in both improved quality, and length of life. Mechanical ventilation can prolong survival but does not stop disease progression. A feeding tube may help maintain weight and nutrition. Death is usually caused by respiratory failure. The disease can affect people of any age, but usually starts around the age of 60. The average survival from onset to death is two to four years, though this can vary, and about 10% of those affected survive longer than ten years.Descriptions of the disease date back to at least 1824 by Charles Bell. In 1869, the connection between the symptoms and the underlying neurological problems was first described by French neurologist Jean-Martin Charcot, who in 1874 began using the term amyotrophic lateral sclerosis.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Physiology of extraocular muscles\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mFour of the 6 extraocular muscles controls movement in the cardinal directions: north, east, south, west (or up, right, down, left). The other 2 of 6 extraocular muscles are responsible for counteracting head movements and adjusting eye movement accordingly. There is orbital fat that surrounds the sides and back of the eye which cushions it ... The superior rectus is 10.6 mm wide at its insertion on the globe. The tendon is 5.8 mm, measured from the origin. The entire length of the muscle is 41.8 mm. Extraocular muscles have a large ratio of nerve fibers to skeletal muscle fibers. The ratio is 1:3 to 1:5; other skeletal muscles are 1:50 to 1:125. Extraocular muscle (EOM) management from ocular, orbital, and cranial trauma can be varied and complex. In the known ocular or orbital trauma setting, elucidating the mechanism, type, and severity of the injury helps triage critical components of the physical exam. Recognition and treatment of life-threatening injuries following Advanced Trauma Life Support (ATLS) principles hold precedence ... The lateral rectus is one of the seven extraocular muscles. These muscles control every movement of the eye; usually, one muscle moves the eye in one direction, and the combination of all of them allows the eye to move in every direction. Extraocular muscles include four rectus muscles (medial, lateral, superior an inferior rectus), two oblique muscles (superior and inferior) and levator ... The extraocular muscles have a complex anatomical structure that includes an insertion from the tendinous ring of Zinn or the orbital walls and insertion on the globe. They are linked intimately with fascia which forms the pulley system that supports their action. The obliques have a characteristic spread out insertion and tend to go beneath ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Com relação à fisiologia dos músculos oculomotores, assinale a alternativa correta.\n",
+      "a)A contração muscular independe da disponibilidade de cálcio.\n",
+      "b)A fibra muscular é uma célula multinucleada.\n",
+      "c)Cada contração muscular é resultado de um ciclo único de formação e destruição de pontes de actina-miosina.\n",
+      "d)O relaxamento muscular depende principalmente da disponibilidade de sódio.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the physiology of ocular motor muscles to determine the correct statement.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Physiology of ocular motor muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Vestibulo–ocular reflex\n",
+      "Summary: The vestibulo-ocular reflex (VOR) is a reflex that acts to stabilize gaze during head movement, with eye movement due to activation of the vestibular system. The reflex acts to stabilize images on the retinas of the eye during head movement. Gaze is held steadily on a location by producing eye movements in the direction opposite that of head movement. For example, when the head moves to the right, the eyes move to the left, meaning the image a person sees stays the same even though the head has turned. Since slight head movement is present all the time, VOR is necessary for stabilizing vision: people with an impaired reflex find it difficult to read using print, because the eyes do not stabilise during small head tremors, and also because damage to reflex can cause nystagmus.The VOR does not depend on what is seen. It can also be activated by hot or cold stimulation of the inner ear, where the vestibular system sits, and works even in total darkness or when the eyes are closed. However, in the presence of light, the fixation reflex is also added to the movement.In lower animals, the organs that coordinate balance and movement are not independent from eye movement. A fish, for instance, moves its eyes by reflex when its tail is moved.  Humans have semicircular canals, neck muscle  \"stretch\" receptors, and the utricle (gravity organ).  Though the semicircular canals cause most of the reflexes which are responsive to acceleration, the maintaining of balance is mediated by the stretch of neck muscles and the pull of gravity on the utricle (otolith organ) of the inner ear.The VOR has both rotational and translational aspects. When the head rotates about any axis (horizontal, vertical, or torsional) distant visual images are stabilized by rotating the eyes about the same axis, but in the opposite direction. When the head translates, for example during walking, the visual fixation point is maintained by rotating gaze direction in the opposite direction, by an amount that depends on distance.\n",
+      "\n",
+      "Page: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: List of nominees for the Nobel Prize in Physiology or Medicine\n",
+      "Summary: The Nobel Prize in Physiology or Medicine (Swedish: Nobelpriset i fysiologi eller medicin) is awarded annually by the Nobel Assembly at the Karolinska Institute to scientists who have made outstanding contributions in Biology. It is one of the five Nobel Prizes which were established by the will of Alfred Nobel in 1895.Every year, the Nobel Committee for Physiology or Medicine sends out forms, which amount to a personal and exclusive invitation, to about three thousand selected individuals to invite them to submit nominations. The names of the nominees are never publicly announced, and neither are they told that they have been considered for the Prize. Nomination records are strictly sealed for fifty years. However, the nominations for the years 1901 to 1953 are publicly available yet. Despite the annual sending of invitations, the prize was not awarded in nine years (1915-1918, 1921, 1925, 1940–1942) and have been delayed for a year five times (1919, 1922, 1926, 1938, 1943).\n",
+      "From 1901 to 1953, 935 scientists were nominated for the prize, 63 of which were awarded either jointly or individually. 19 more scientists from these nominees were awarded after 1953. Of the 13 women nominees, only G.Th.Cori was awarded the prize. Besides some scientists from these nominees won the prizes in other fields (including years after 1953): J.Boyd Orr - \u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Extraocular muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Ophthalmoparesis\n",
+      "Summary: Ophthalmoparesis  refers to weakness (-paresis) or paralysis (-plegia) of one or more extraocular muscles which are responsible for eye movements. It is a physical finding in certain neurologic, ophthalmologic, and endocrine disease.\n",
+      "Internal ophthalmoplegia means involvement limited to the pupillary sphincter and ciliary muscle. External ophthalmoplegia refers to involvement of only the extraocular muscles. Complete ophthalmoplegia indicates involvement of both.\n",
+      "\n",
+      "Page: ALS\n",
+      "Summary: Amyotrophic lateral sclerosis (ALS), also known as motor neurone disease (MND) or Lou Gehrig's disease in the United States, is a rare and terminal neurodegenerative disease that results in the progressive loss of motor neurons that control voluntary muscles. ALS is the most common form of the motor neuron diseases. Early symptoms of ALS include stiff muscles, muscle twitches, gradual increasing weakness, and muscle wasting. Limb-onset ALS begins with weakness in the arms or legs, while bulbar-onset ALS begins with difficulty in speaking or swallowing. Around half of people with ALS develop at least mild difficulties with thinking and behavior, and about 15% develop frontotemporal dementia. Motor neuron loss continues until the abilities to eat, speak, move, or, lastly, breathe are lost.Most cases of ALS (about 90% to 95%) have no known cause, and are known as sporadic ALS. However, both genetic and environmental factors are believed to be involved. The remaining 5% to 10% of cases have a genetic cause, often linked to a history of the disease in the family, and these are known as familial ALS (hereditary). About half of these genetic cases are due to disease-causing variants in one of four specific genes. The diagnosis is based on a person's signs and symptoms, with testing conducted to rule out other potential causes.There is no known cure for ALS. The goal of treatment is to slow the disease progression, and improve symptoms. Treatments that slow ALS include riluzole (extends life by two to three months) and sodium phenylbutyrate/ursodoxicoltaurine (extends life by around seven months). Non-invasive ventilation may result in both improved quality, and length of life. Mechanical ventilation can prolong survival but does not stop disease progression. A feeding tube may help maintain weight and nutrition. Death is usually caused by respiratory failure. The disease can affect people of any age, but usually starts around the age of 60. The average survival from onset to death is two to four years, though this can vary, and about 10% of those affected survive longer than ten years.Descriptions of the disease date back to at least 1824 by Charles Bell. In 1869, the connection between the symptoms and the underlying neurological problems was first described by French neurologist Jean-Martin Charcot, who in 1874 began using the term amyotrophic lateral sclerosis.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Ocular motor muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Vestibulo–ocular reflex\n",
+      "Summary: The vestibulo-ocular reflex (VOR) is a reflex that acts to stabilize gaze during head movement, with eye movement due to activation of the vestibular system. The reflex acts to stabilize images on the retinas of the eye during head movement. Gaze is held steadily on a location by producing eye movements in the direction opposite that of head movement. For example, when the head moves to the right, the eyes move to the left, meaning the image a person sees stays the same even though the head has turned. Since slight head movement is present all the time, VOR is necessary for stabilizing vision: people with an impaired reflex find it difficult to read using print, because the eyes do not stabilise during small head tremors, and also because damage to reflex can cause nystagmus.The VOR does not depend on what is seen. It can also be activated by hot or cold stimulation of the inner ear, where the vestibular system sits, and works even in total darkness or when the eyes are closed. However, in the presence of light, the fixation reflex is also added to the movement.In lower animals, the organs that coordinate balance and movement are not independent from eye movement. A fish, for instance, moves its eyes by reflex when its tail is moved.  Humans have semicircular canals, neck muscle  \"stretch\" receptors, and the utricle (gravity organ).  Though the semicircular canals cause most of the reflexes which are responsive to acceleration, the maintaining of balance is mediated by the stretch of neck muscles and the pull of gravity on the utricle (otolith organ) of the inner ear.The VOR has both rotational and translational aspects. When the head rotates about any axis (horizontal, vertical, or torsional) distant visual images are stabilized by rotating the eyes about the same axis, but in the opposite direction. When the head translates, for example during walking, the visual fixation point is maintained by rotating gaze direction in the opposite direction, by an amount that depends on distance.\n",
+      "\n",
+      "Page: Ocular myasthenia\n",
+      "Summary: Ocular myasthenia gravis (MG) is a disease of the neuromuscular junction resulting in hallmark variability in muscle weakness and fatigability. MG is an autoimmune disease where anomalous antibodies are produced against the naturally occurring acetylcholine receptors in voluntary muscles. MG may be limited to the muscles of the eye (ocular MG), leading to abrupt onset of weakness/fatigability of the eyelids or eye movement. MG may also involve other muscle groups (generalized MG).\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"c\"\n",
+      "}\n",
+      "{'response': 'c'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "Regarding the physiology of the oculomotor muscles, mark the correct alternative.\n",
+      "a) Muscle contraction is independent of calcium availability.\n",
+      "b) The muscle fiber is a multinucleated cell.\n",
+      "c) Each muscle contraction is the result of a unique cycle of formation and destruction of actin-myosin bridges.\n",
+      "d) Muscle relaxation rely mainly on sodium availability.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the physiology of the oculomotor muscles to find the correct alternative.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Physiology of oculomotor muscles\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: List of skeletal muscles of the human body\n",
+      "Summary: This is a table of skeletal muscles of the human anatomy, with muscle counts and other information.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Oculomotor nucleus\n",
+      "Summary: The fibers of the oculomotor nerve arise from a nucleus in the midbrain, which lies in the gray substance of the floor of the cerebral aqueduct and extends in front of the aqueduct for a short distance into the floor of the third ventricle. From this nucleus the fibers pass forward through the tegmentum, the red nucleus, and the medial part of the substantia nigra, forming a series of curves with a lateral convexity, and emerge from the oculomotor sulcus on the medial side of the cerebral peduncle.\n",
+      "The nucleus of the oculomotor nerve does not consist of a continuous column of cells, but is broken up into a number of smaller nuclei, which are arranged in two groups, anterior and posterior. Those of the posterior group are six in number, five of which are symmetrical on the two sides of the middle line, while the sixth is centrally placed and is common to the nerves of both sides. The anterior group consists of two nuclei, an antero-medial and an antero-lateral.\n",
+      "The nucleus of the oculomotor nerve, considered from a physiological standpoint, can be subdivided into several smaller groups of cells, each group controlling a particular muscle.\n",
+      "A nearby nucleus, the Edinger-Westphal nucleus lies dorsal to the main oculomotor nucleus. It is responsible for the autonomic functions of the oculomotor nerve, including pupillary constriction and lens accommodation.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Oculomotor muscles physiology\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Extraocular muscles\n",
+      "Summary: The extraocular muscles, or extrinsic ocular muscles, are the seven extrinsic muscles of the eye in humans and other animals. Six of the extraocular muscles, the four recti muscles, and the superior and inferior oblique muscles, control movement of the eye. The other muscle, the levator palpebrae superioris, controls eyelid elevation. The actions of the six muscles responsible for eye movement depend on the position of the eye at the time of muscle contraction.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: List of skeletal muscles of the human body\n",
+      "Summary: This is a table of skeletal muscles of the human anatomy, with muscle counts and other information.\n",
+      "\n",
+      "\n",
+      "\n",
+      "Page: Oculomotor nucleus\n",
+      "Summary: The fibers of the oculomotor nerve arise from a nucleus in the midbrain, which lies in the gray substance of the floor of the cerebral aqueduct and extends in front of the aqueduct for a short distance into the floor of the third ventricle. From this nucleus the fibers pass forward through the tegmentum, the red nucleus, and the medial part of the substantia nigra, forming a series of curves with a lateral convexity, and emerge from the oculomotor sulcus on the medial side of the cerebral peduncle.\n",
+      "The nucleus of the oculomotor nerve does not consist of a continuous column of cells, but is broken up into a number of smaller nuclei, which are arranged in two groups, anterior and posterior. Those of the posterior group are six in number, five of which are symmetrical on the two sides of the middle line, while the sixth is centrally placed and is common to the nerves of both sides. The anterior group consists of two nuclei, an antero-medial and an antero-lateral.\n",
+      "The nucleus of the oculomotor nerve, considered from a physiological standpoint, can be subdivided into several smaller groups of cells, each group controlling a particular muscle.\n",
+      "A nearby nucleus, the Edinger-Westphal nucleus lies dorsal to the main oculomotor nucleus. It is responsible for the autonomic functions of the oculomotor nerve, including pupillary constriction and lens accommodation.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Oculomotor nerve physiology\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Oculomotor nucleus\n",
+      "Summary: The fibers of the oculomotor nerve arise from a nucleus in the midbrain, which lies in the gray substance of the floor of the cerebral aqueduct and extends in front of the aqueduct for a short distance into the floor of the third ventricle. From this nucleus the fibers pass forward through the tegmentum, the red nucleus, and the medial part of the substantia nigra, forming a series of curves with a lateral convexity, and emerge from the oculomotor sulcus on the medial side of the cerebral peduncle.\n",
+      "The nucleus of the oculomotor nerve does not consist of a continuous column of cells, but is broken up into a number of smaller nuclei, which are arranged in two groups, anterior and posterior. Those of the posterior group are six in number, five of which are symmetrical on the two sides of the middle line, while the sixth is centrally placed and is common to the nerves of both sides. The anterior group consists of two nuclei, an antero-medial and an antero-lateral.\n",
+      "The nucleus of the oculomotor nerve, considered from a physiological standpoint, can be subdivided into several smaller groups of cells, each group controlling a particular muscle.\n",
+      "A nearby nucleus, the Edinger-Westphal nucleus lies dorsal to the main oculomotor nucleus. It is responsible for the autonomic functions of the oculomotor nerve, including pupillary constriction and lens accommodation.\n",
+      "\n",
+      "Page: Parasympathetic nervous system\n",
+      "Summary: The parasympathetic nervous system (PSNS) is one of the three divisions of the autonomic nervous system, the others being the sympathetic nervous system and the enteric nervous system. The enteric nervous system is sometimes considered part of the autonomic nervous system, and sometimes considered an independent system.The autonomic nervous system is responsible for regulating the body's unconscious actions. The parasympathetic system is responsible for stimulation of \"rest-and-digest\" or \"feed-and-breed\" activities that occur when the body is at rest, especially after eating, including sexual arousal, salivation, lacrimation (tears), urination, digestion, and defecation. Its action is described as being complementary to that of the sympathetic nervous system, which is responsible for stimulating activities associated with the fight-or-flight response.\n",
+      "Nerve fibres of the parasympathetic nervous system arise from the central nervous system. Specific nerves include several cranial nerves, specifically the oculomotor nerve, facial nerve, glossopharyngeal nerve, and vagus nerve. Three spinal nerves in the sacrum (S2–4), commonly referred to as the pelvic splanchnic nerves, also act as parasympathetic nerves.\n",
+      "Owing to its location, the parasympathetic system is commonly referred to as having \"craniosacral outflow\", which stands in contrast to the sympathetic nervous system, which is said to have \"thoracolumbar outflow\".\n",
+      "\n",
+      "Page: Cranial nerves\n",
+      "Summary: Cranial nerves are the nerves that emerge directly from the brain (including the brainstem), of which there are conventionally considered twelve pairs. Cranial nerves relay information between the brain and parts of the body, primarily to and from regions of the head and neck, including the special senses of vision, taste, smell, and hearing.The cranial nerves emerge from the central nervous system above the level of the first vertebra of the vertebral column. Each cranial nerve is paired and is present on both sides. There are conventionally twelve pairs of cranial nerves, which are described with Roman numerals I–XII. Some considered there to be thirteen pairs of cranial nerves, including cranial nerve zero. The numbering of the cranial nerves is based on the order in which they emerge from the brain and brainstem, from front to back.The terminal nerves (0), olfactory nerves (I) and optic nerves (II) emerge from the cerebrum, and the remaining ten pairs arise from the brainstem, which is the lower part of the brain.The cranial nerves are considered compon\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Oculomotor nerve function\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Oculomotor nerve\n",
+      "Summary: The oculomotor nerve, also known as the third cranial nerve, cranial nerve III, or simply CN III,  is a cranial nerve that enters the orbit through the superior orbital fissure and innervates extraocular muscles that enable most movements of the eye and that raise the eyelid.  The nerve also contains fibers that innervate the intrinsic eye muscles that enable pupillary constriction and accommodation (ability to focus on near objects as in reading). The oculomotor nerve is derived from the basal plate of the embryonic midbrain. Cranial nerves IV and VI also participate in control of eye movement.\n",
+      "\n",
+      "Page: Oculomotor nerve palsy\n",
+      "Summary: Oculomotor nerve palsy or oculomotor neuropathy is an eye condition resulting from damage to the third cranial nerve or a branch thereof. As the name suggests, the oculomotor nerve supplies the majority of the muscles controlling eye movements (four of the six extraocular muscles, excluding only the lateral rectus and superior oblique). Damage to this nerve will result in an inability to move the eye normally. The nerve also supplies the upper eyelid muscle (levator palpebrae superioris) and is accompanied by parasympathetic fibers innervating the muscles responsible for pupil constriction (sphincter pupillae). The limitations of eye movement resulting from the condition are generally so severe that patients are often unable to maintain normal eye alignment when gazing straight ahead, leading to strabismus and, as a consequence, double vision (diplopia).\n",
+      "\n",
+      "Page: Oculomotor nucleus\n",
+      "Summary: The fibers of the oculomotor nerve arise from a nucleus in the midbrain, which lies in the gray substance of the floor of the cerebral aqueduct and extends in front of the aqueduct for a short distance into the floor of the third ventricle. From this nucleus the fibers pass forward through the tegmentum, the red nucleus, and the medial part of the substantia nigra, forming a series of curves with a lateral convexity, and emerge from the oculomotor sulcus on the medial side of the cerebral peduncle.\n",
+      "The nucleus of the oculomotor nerve does not consist of a continuous column of cells, but is broken up into a number of smaller nuclei, which are arranged in two groups, anterior and posterior. Those of the posterior group are six in number, five of which are symmetrical on the two sides of the middle line, while the sixth is centrally placed and is common to the nerves of both sides. The anterior group consists of two nuclei, an antero-medial and an antero-lateral.\n",
+      "The nucleus of the oculomotor nerve, considered from a physiological standpoint, can be subdivided into several smaller groups of cells, each group controlling a particular muscle.\n",
+      "A nearby nucleus, the Edinger-Westphal nucleus lies dorsal to the main oculomotor nucleus. It is responsible for the autonomic functions of the oculomotor nerve, including pupillary constriction and lens accommodation.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"c\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"c\"\n",
+      "}\n",
+      "{'response': 'c'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 11: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "Con respecto a la lente, marque la alternativa correcta.\n",
+      "a) Aunque su volumen aumenta con la edad, su peso permanece constante.\n",
+      "b) La proteólisis de sus fibras es el mecanismo principal de su crecimiento celular.\n",
+      "c) La síntesis de sus proteínas tiene lugar durante la diferenciación de la célula en fibra.\n",
+      "d) Su síntesis de proteínas es continua durante toda la vida, manteniendo la plasticidad y la elasticidad estables desde la infancia hasta el envejecimiento.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the synthesis of lens proteins to determine the correct answer.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Lens proteins synthesis\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Lens (vertebrate anatomy)\n",
+      "Summary: The lens,  or crystalline lens, is a transparent biconvex structure in most land vertebrate eyes. Along with the cornea, aqueous and vitreous humours it refracts light, focusing it onto the retina. In many land animals the shape of the lens can be altered, effectively changing the focal length of the eye, enabling them to focus on objects at various distances. This adjustment of the lens is known as accommodation (see also below). In many fully aquatic vertebrates such as fish other methods of accommodation are used such as changing the lens's position relative to the retina rather than changing lens shape.  Accommodation is analogous to the focusing of a photographic camera via changing its lenses. In land vertebrates the lens is flatter on its anterior side than on its posterior side, while in fish the lens is often close to spherical.\n",
+      "Accommodation in humans is well studied and allows artificial means of supplementing our focus such as glasses for correction of sight as we age. The refractive power of a younger human lens in its natural environment is approximately 18 dioptres, roughly one-third of the eye's total power of about 60 dioptres. By 25 years of age the ability of the lens to alter the light path has reduced to 10 dioptres and accommodation continues to decline with age.\n",
+      "\n",
+      "Page: Protein turnover\n",
+      "Summary: In cell biology, protein turnover refers to the replacement of older proteins as they are broken down within the cell. Different types of proteins have very different turnover rates.\n",
+      "A balance between protein synthesis and protein degradation is required for good health and normal protein metabolism. More synthesis than breakdown indicates an anabolic state that builds lean tissues, more breakdown than synthesis indicates a catabolic state that burns lean tissues. According to D.S. Dunlop, protein turnover occurs in brain cells the same as any other eukaryotic cells, but that \"knowledge of those aspects of control and regulation specific or peculiar to brain is an essential element for understanding brain function.\"Protein turnover is believed to decrease with age in all senescent organisms including humans. This results in an increase in the amount of damaged protein within the body.\n",
+      "\n",
+      "Page: Heat shock protein\n",
+      "Summary: Heat shock proteins (HSPs) are a family of proteins produced by cells in response to exposure to stressful conditions. They were first described in relation to heat shock, but are now known to also be expressed during other stresses including exposure to cold, UV light and during wound healing or tissue remodeling. Many members of this group perform chaperone functions by stabilizing new proteins to ensure correct folding or by helping to refold proteins that were damaged by the cell stress. This increase in expression is transcriptionally regulated. The dramatic upregulation of the heat shock proteins is a key part of the heat shock response and is induced primarily by heat shock factor (HSF). HSPs are found in virtually all living organisms, from bacteria to humans.\n",
+      "Heat shock proteins are named according to their molecular weight. For example, Hsp60, Hsp70 and Hsp90 (the most widely studied HSPs) refer to families of heat shock proteins on the order of 60, 70 and 90 kilodaltons in size, respectively. The small 8-kilodalton protein ubiquitin, which marks proteins for degradation, also has features of a heat shock protein. A conserved protein binding domain of approximately 80 amino-acid alpha crystallins are known as small heat shock proteins (sHSP).\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Lens proteins synthesis\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Lens (vertebrate anatomy)\n",
+      "Summary: The lens,  or crystalline lens, is a transparent biconvex structure in most land vertebrate eyes. Along with the cornea, aqueous and vitreous humours it refracts light, focusing it onto the retina. In many land animals the shape of the lens can be altered, effectively changing the focal length of the eye, enabling them to focus on objects at various distances. This adjustment of the lens is known as accommodation (see also below). In many fully aquatic vertebrates such as fish other methods of accommodation are used such as changing the lens's position relative to the retina rather than changing lens shape.  Accommodation is analogous to the focusing of a photographic camera via changing its lenses. In land vertebrates the lens is flatter on its anterior side than on its posterior side, while in fish the lens is often close to spherical.\n",
+      "Accommodation in humans is well studied and allows artificial means of supplementing our focus such as glasses for correction of sight as we age. The refractive power of a younger human lens in its natural environment is approximately 18 dioptres, roughly one-third of the eye's total power of about 60 dioptres. By 25 years of age the ability of the lens to alter the light path has reduced to 10 dioptres and accommodation continues to decline with age.\n",
+      "\n",
+      "Page: Protein turnover\n",
+      "Summary: In cell biology, protein turnover refers to the replacement of older proteins as they are broken down within the cell. Different types of proteins have very different turnover rates.\n",
+      "A balance between protein synthesis and protein degradation is required for good health and normal protein metabolism. More synthesis than breakdown indicates an anabolic state that builds lean tissues, more breakdown than synthesis indicates a catabolic state that burns lean tissues. According to D.S. Dunlop, protein turnover occurs in brain cells the same as any other eukaryotic cells, but that \"knowledge of those aspects of control and regulation specific or peculiar to brain is an essential element for understanding brain function.\"Protein turnover is believed to decrease with age in all senescent organisms including humans. This results in an increase in the amount of damaged protein within the body.\n",
+      "\n",
+      "Page: Heat shock protein\n",
+      "Summary: Heat shock proteins (HSPs) are a family of proteins produced by cells in response to exposure to stressful conditions. They were first described in relation to heat shock, but are now known to also be expressed during other stresses including exposure to cold, UV light and during wound healing or tissue remodeling. Many members of this group perform chaperone functions by stabilizing new proteins to ensure correct folding or by helping to refold proteins that were damaged by the cell stress. This increase in expression is transcriptionally regulated. The dramatic upregulation of the heat shock proteins is a key part of the heat shock response and is induced primarily by heat shock factor (HSF). HSPs are found in virtually all living organisms, from bacteria to humans.\n",
+      "Heat shock proteins are named according to their molecular weight. For example, Hsp60, Hsp70 and Hsp90 (the most widely studied HSPs) refer to families of heat shock proteins on the order of 60, 70 and 90 kilodaltons in size, respectively. The small 8-kilodalton protein ubiquitin, which marks proteins for degradation, also has features of a heat shock protein. A conserved protein binding domain of approximately 80 amino-acid alpha crystallins are known as small heat shock proteins (sHSP).\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "    \"response\": \"d\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "    \"response\": \"d\"\n",
+      "}\n",
+      "{'response': 'd'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Alin sa mga susunod ang tama tungkol sa lente ng mata?\n",
+      "a) Sa pagtanda, lumalaki ang lente ng mata pero hindi siya bumibigat.\n",
+      "b) Ang paglago ng mga cell ng lente ay dahil sa mekanismo ng proteolysis ng mga fiber.\n",
+      "c) Ang paggawa ng mga protina ng lente ay nagaganap sa differentiation stage ng mga fiber.\n",
+      "d) Ang paggawa ng lente ng mga protina ay nangyayari habambuhay, kaya nananatili ang plasticity at elasticity ng lente.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information about the lens of the eye to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Lens of the eye\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Lens (vertebrate anatomy)\n",
+      "Summary: The lens,  or crystalline lens, is a transparent biconvex structure in most land vertebrate eyes. Along with the cornea, aqueous and vitreous humours it refracts light, focusing it onto the retina. In many land animals the shape of the lens can be altered, effectively changing the focal length of the eye, enabling them to focus on objects at various distances. This adjustment of the lens is known as accommodation (see also below). In many fully aquatic vertebrates such as fish other methods of accommodation are used such as changing the lens's position relative to the retina rather than changing lens shape.  Accommodation is analogous to the focusing of a photographic camera via changing its lenses. In land vertebrates the lens is flatter on its anterior side than on its posterior side, while in fish the lens is often close to spherical.\n",
+      "Accommodation in humans is well studied and allows artificial means of supplementing our focus such as glasses for correction of sight as we age. The refractive power of a younger human lens in its natural environment is approximately 18 dioptres, roughly one-third of the eye's total power of about 60 dioptres. By 25 years of age the ability of the lens to alter the light path has reduced to 10 dioptres and accommodation continues to decline with age.\n",
+      "\n",
+      "Page: Contact lens\n",
+      "Summary: Contact lenses, or simply contacts, are thin lenses placed directly on the surface of the eyes. Contact lenses are ocular prosthetic devices used by over 150 million people worldwide, and they can be worn to correct vision or for cosmetic or therapeutic reasons. In 2010, the worldwide market for contact lenses was estimated at $6.1 billion, while the US soft lens market was estimated at $2.1 billion. Multiple analysts estimated that the global market for contact lenses would reach $11.7 billion by 2015. As of 2010, the average age of contact lens wearers globally was 31 years old, and two-thirds of wearers were female.People choose to wear contact lenses for many reasons. Aesthetics and cosmetics are main motivating factors for people who want to avoid wearing glasses or to change the appearance or color of their eyes. Others wear contact lenses for functional or optical reasons. When compared with spectacles, contact lenses typically provide better peripheral vision, and do not collect moisture (from rain, snow, condensation, etc.) or perspiration. This can make them preferable for sports and other outdoor activities. Contact lens wearers can also wear sunglasses, goggles, or other eyewear of their choice without having to fit them with prescription lenses or worry about compatibility with glasses. Additionally, there are conditions such as keratoconus and aniseikonia that are typically corrected better with contact lenses than with glasses.\n",
+      "\n",
+      "Page: Intraocular lens\n",
+      "Summary: An Intraocular lens (IOL) is a lens implanted in the eye usually as part of a treatment for cataracts or for correcting other vision problems such as short sightedness and long sightedness; a form of refractive surgery. If the natural lens is left in the eye, the IOL is known as phakic, otherwise it is a pseudophakic lens (or false lens). Both kinds of IOLs are designed to provide the same light-focusing function as the natural crystalline lens. This can be an alternative to LASIK, but LASIK is not an alternative to an IOL for treatment of cataracts.\n",
+      "IOLs usually consist of a small plastic lens with plastic side struts, called haptics, to hold the lens in place in the capsular bag inside the eye. IOLs were originally made of a rigid material (PMMA), although this has largely been superseded by the use of flexible materials, such as silicone. Most IOLs fitted today are fixed monofocal lenses matched to distance vision. However, other types are available, such as a multifocal intraocular lens that provides multiple-focused vision at far and reading distance, and adaptive IOLs that provide limited visual accom\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI should search for information about lens proteins to determine which statement is correct.\n",
+      "Action: DuckDuckGo Search\n",
+      "Action Input: Lens proteins\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mThe lens proteins are sequestered from the other ocular structures histologically; the lens has a capsule, anterior epithelium made up of a single layer of cuboidal cells that elongate to form lens fibers at the equatorial region. The nucleus is the central part of the lens. As age increases, the lens consists of the embryonic nucleus (formed ... Previous studies of differential lens protein expression focused on proteome changes in the different lens regions corresponding with age-related concentric growth shells; typically, only the equatorial region of the lens was studied. 15 - 20 Lens suture formation is an important part of highly ordered lens architecture, and the abnormal ... Human lens fiber cells are considered the longest-living cells in the human body because of their minimal turnover . Also, there is no protein turnover, as proteins cannot be transported from an old lens center to a young cortical area or vice versa . Thus, lens proteins should perform the same functions independently of their age. The GRIN is established by having different concentrations of water and extraordinary concentrations of protein in each region of the lens. Protein concentrations are three times higher than that found in typical cells and range from 240 mg/ml in the cortex to more than 450 mg/ml in the nucleus (Slingsby et al., 2013; Takemoto & Sorensen, 2008). Highly concentrated lens proteins, mostly β- and γ-crystallin, are responsible for maintaining the structure and refractivity of the eye lens. However, with aging and cataract formation, β- and γ-crystallin are associated with the lens membrane or other lens proteins forming high-molecular-weight proteins, which further associate with the lens membrane, leading to light scattering and ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Lens proteins\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Lens (vertebrate anatomy)\n",
+      "Summary: The lens,  or crystalline lens, is a transparent biconvex structure in most land vertebrate eyes. Along with the cornea, aqueous and vitreous humours it refracts light, focusing it onto the retina. In many land animals the shape of the lens can be altered, effectively changing the focal length of the eye, enabling them to focus on objects at various distances. This adjustment of the lens is known as accommodation (see also below). In many fully aquatic vertebrates such as fish other methods of accommodation are used such as changing the lens's position relative to the retina rather than changing lens shape.  Accommodation is analogous to the focusing of a photographic camera via changing its lenses. In land vertebrates the lens is flatter on its anterior side than on its posterior side, while in fish the lens is often close to spherical.\n",
+      "Accommodation in humans is well studied and allows artificial means of supplementing our focus such as glasses for correction of sight as we age. The refractive power of a younger human lens in its natural environment is approximately 18 dioptres, roughly one-third of the eye's total power of about 60 dioptres. By 25 years of age the ability of the lens to alter the light path has reduced to 10 dioptres and accommodation continues to decline with age.\n",
+      "\n",
+      "Page: Contact lens\n",
+      "Summary: Contact lenses, or simply contacts, are thin lenses placed directly on the surface of the eyes. Contact lenses are ocular prosthetic devices used by over 150 million people worldwide, and they can be worn to correct vision or for cosmetic or therapeutic reasons. In 2010, the worldwide market for contact lenses was estimated at $6.1 billion, while the US soft lens market was estimated at $2.1 billion. Multiple analysts estimated that the global market for contact lenses would reach $11.7 billion by 2015. As of 2010, the average age of contact lens wearers globally was 31 years old, and two-thirds of wearers were female.People choose to wear contact lenses for many reasons. Aesthetics and cosmetics are main motivating factors for people who want to avoid wearing glasses or to change the appearance or color of their eyes. Others wear contact lenses for functional or optical reasons. When compared with spectacles, contact lenses typically provide better peripheral vision, and do not collect moisture (from rain, snow, condensation, etc.) or perspiration. This can make them preferable for sports and other outdoor activities. Contact lens wearers can also wear sunglasses, goggles, or other eyewear of their choice without having to fit them with prescription lenses or worry about compatibility with glasses. Additionally, there are conditions such as keratoconus and aniseikonia that are typically corrected better with contact lenses than with glasses.\n",
+      "\n",
+      "Page: Cataract\n",
+      "Summary: A cataract is a cloudy area in the lens of the eye that leads to a decrease in vision of the eye. Cataracts often develop slowly and can affect one or both eyes. Symptoms may include faded colours, blurry or double vision, halos around light, trouble with bright lights, and difficulty seeing at night. This may result in trouble driving, reading, or recognizing faces. Poor vision caused by cataracts may also result in an increased risk of falling and depression. Cataracts cause 51% of all cases of blindness and 33% of visual impairment worldwide.Cataracts are most commonly due to aging but may also occur due to trauma or radiation exposure, be present from birth, or occur following eye surgery for other problems. Risk factors include diabetes, longstanding use of corticosteroid medication, smoking tobacco, prolonged exposure to sunlight, and alcohol. The underlying mechanism involves accumulation of clumps of protein or yellow-brown pigment in the lens that reduces transmission of light to the retina at the back of the eye. Diagnosis is by an eye examination.Wearing sunglasses and a wide brimmed hat, eating leafy ve\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Com relação ao cristalino, assinale a alternativa correta.\n",
+      "a)Embora seu volume aumente com a idade, seu peso mantém-se constante.\n",
+      "b)A proteólise de suas fibras é o principal mecanismo de seu crescimento celular.\n",
+      "c)A síntese de suas proteínas processa-se durante a diferenciação da célula em fibra.\n",
+      "d)Sua síntese proteica é continua ao longo da vida, mantendo plasticidade e elasticidade estáveis da infância ao envelhecimento.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information about the crystalline lens to determine which statement is correct.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Crystalline lens\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Lens (vertebrate anatomy)\n",
+      "Summary: The lens,  or crystalline lens, is a transparent biconvex structure in most land vertebrate eyes. Along with the cornea, aqueous and vitreous humours it refracts light, focusing it onto the retina. In many land animals the shape of the lens can be altered, effectively changing the focal length of the eye, enabling them to focus on objects at various distances. This adjustment of the lens is known as accommodation (see also below). In many fully aquatic vertebrates such as fish other methods of accommodation are used such as changing the lens's position relative to the retina rather than changing lens shape.  Accommodation is analogous to the focusing of a photographic camera via changing its lenses. In land vertebrates the lens is flatter on its anterior side than on its posterior side, while in fish the lens is often close to spherical.\n",
+      "Accommodation in humans is well studied and allows artificial means of supplementing our focus such as glasses for correction of sight as we age. The refractive power of a younger human lens in its natural environment is approximately 18 dioptres, roughly one-third of the eye's total power of about 60 dioptres. By 25 years of age the ability of the lens to alter the light path has reduced to 10 dioptres and accommodation continues to decline with age.\n",
+      "\n",
+      "Page: Intraocular lens\n",
+      "Summary: An Intraocular lens (IOL) is a lens implanted in the eye usually as part of a treatment for cataracts or for correcting other vision problems such as short sightedness and long sightedness; a form of refractive surgery. If the natural lens is left in the eye, the IOL is known as phakic, otherwise it is a pseudophakic lens (or false lens). Both kinds of IOLs are designed to provide the same light-focusing function as the natural crystalline lens. This can be an alternative to LASIK, but LASIK is not an alternative to an IOL for treatment of cataracts.\n",
+      "IOLs usually consist of a small plastic lens with plastic side struts, called haptics, to hold the lens in place in the capsular bag inside the eye. IOLs were originally made of a rigid material (PMMA), although this has largely been superseded by the use of flexible materials, such as silicone. Most IOLs fitted today are fixed monofocal lenses matched to distance vision. However, other types are available, such as a multifocal intraocular lens that provides multiple-focused vision at far and reading distance, and adaptive IOLs that provide limited visual accommodation.  Multifocal IOLs can also be Trifocal IOLs or extended depth of focus (EDOF) lenses.\n",
+      "As of 2021, nearly 28 million cataract procedures take place annually worldwide, a large proportion in India. That is about 75,000 procedures per day globally. The procedure can be done under local or topical anesthesia with the patient awake throughout the operation. The use of a flexible IOL enables the lens to be rolled for insertion into the capsular bag through a very small incision, thus avoiding the need for stitches. This procedure usually takes less than 30 minutes in the hands of an experienced ophthalmologist, and the recovery period is about 2–3 weeks. After surgery, patients should avoid strenuous exercise or anything else that significantly increases blood pressure. They should visit their ophthalmologists regularly for 3 weeks to monitor the implants.\n",
+      "IOL implantation carries several risks associated with eye surgeries, such as infection, loosening of the lens, lens rotation, inflammation, nighttime halos and retinal detachment. Though IOLs enable many patients to have reduced dependence on glasses, most patients still rely on glasses for certain activities, such as reading. These reading glasses may be avoided in some cases if Multifocal IOLs, Trifocal IOLs or EDOF lenses are used.\n",
+      "\n",
+      "Page: Capsulotomy\n",
+      "Summary: Capsulotomy (BrE /kæpsjuː'lɒtəmi/, AmE /kæpsuː'lɑːtəmi/) is a type of eye surgery in which an incision is made into the capsule of the crystalline lens of t\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Crystalline lens\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Lens (vertebrate anatomy)\n",
+      "Summary: The lens,  or crystalline lens, is a transparent biconvex structure in most land vertebrate eyes. Along with the cornea, aqueous and vitreous humours it refracts light, focusing it onto the retina. In many land animals the shape of the lens can be altered, effectively changing the focal length of the eye, enabling them to focus on objects at various distances. This adjustment of the lens is known as accommodation (see also below). In many fully aquatic vertebrates such as fish other methods of accommodation are used such as changing the lens's position relative to the retina rather than changing lens shape.  Accommodation is analogous to the focusing of a photographic camera via changing its lenses. In land vertebrates the lens is flatter on its anterior side than on its posterior side, while in fish the lens is often close to spherical.\n",
+      "Accommodation in humans is well studied and allows artificial means of supplementing our focus such as glasses for correction of sight as we age. The refractive power of a younger human lens in its natural environment is approximately 18 dioptres, roughly one-third of the eye's total power of about 60 dioptres. By 25 years of age the ability of the lens to alter the light path has reduced to 10 dioptres and accommodation continues to decline with age.\n",
+      "\n",
+      "Page: Intraocular lens\n",
+      "Summary: An Intraocular lens (IOL) is a lens implanted in the eye usually as part of a treatment for cataracts or for correcting other vision problems such as short sightedness and long sightedness; a form of refractive surgery. If the natural lens is left in the eye, the IOL is known as phakic, otherwise it is a pseudophakic lens (or false lens). Both kinds of IOLs are designed to provide the same light-focusing function as the natural crystalline lens. This can be an alternative to LASIK, but LASIK is not an alternative to an IOL for treatment of cataracts.\n",
+      "IOLs usually consist of a small plastic lens with plastic side struts, called haptics, to hold the lens in place in the capsular bag inside the eye. IOLs were originally made of a rigid material (PMMA), although this has largely been superseded by the use of flexible materials, such as silicone. Most IOLs fitted today are fixed monofocal lenses matched to distance vision. However, other types are available, such as a multifocal intraocular lens that provides multiple-focused vision at far and reading distance, and adaptive IOLs that provide limited visual accommodation.  Multifocal IOLs can also be Trifocal IOLs or extended depth of focus (EDOF) lenses.\n",
+      "As of 2021, nearly 28 million cataract procedures take place annually worldwide, a large proportion in India. That is about 75,000 procedures per day globally. The procedure can be done under local or topical anesthesia with the patient awake throughout the operation. The use of a flexible IOL enables the lens to be rolled for insertion into the capsular bag through a very small incision, thus avoiding the need for stitches. This procedure usually takes less than 30 minutes in the hands of an experienced ophthalmologist, and the recovery period is about 2–3 weeks. After surgery, patients should avoid strenuous exercise or anything else that significantly increases blood pressure. They should visit their ophthalmologists regularly for 3 weeks to monitor the implants.\n",
+      "IOL implantation carries several risks associated with eye surgeries, such as infection, loosening of the lens, lens rotation, inflammation, nighttime halos and retinal detachment. Though IOLs enable many patients to have reduced dependence on glasses, most patients still rely on glasses for certain activities, such as reading. These reading glasses may be avoided in some cases if Multifocal IOLs, Trifocal IOLs or EDOF lenses are used.\n",
+      "\n",
+      "Page: Capsulotomy\n",
+      "Summary: Capsulotomy (BrE /kæpsjuː'lɒtəmi/, AmE /kæpsuː'lɑːtəmi/) is a type of eye surgery in which an incision is made into the capsule of the crystalline lens of t\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Crystalline lens\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Lens (vertebrate anatomy)\n",
+      "Summary: The lens,  or crystalline lens, is a transparent biconvex structure in most land vertebrate eyes. Along with the cornea, aqueous and vitreous humours it refracts light, focusing it onto the retina. In many land animals the shape of the lens can be altered, effectively changing the focal length of the eye, enabling them to focus on objects at various distances. This adjustment of the lens is known as accommodation (see also below). In many fully aquatic vertebrates such as fish other methods of accommodation are used such as changing the lens's position relative to the retina rather than changing lens shape.  Accommodation is analogous to the focusing of a photographic camera via changing its lenses. In land vertebrates the lens is flatter on its anterior side than on its posterior side, while in fish the lens is often close to spherical.\n",
+      "Accommodation in humans is well studied and allows artificial means of supplementing our focus such as glasses for correction of sight as we age. The refractive power of a younger human lens in its natural environment is approximately 18 dioptres, roughly one-third of the eye's total power of about 60 dioptres. By 25 years of age the ability of the lens to alter the light path has reduced to 10 dioptres and accommodation continues to decline with age.\n",
+      "\n",
+      "Page: Intraocular lens\n",
+      "Summary: An Intraocular lens (IOL) is a lens implanted in the eye usually as part of a treatment for cataracts or for correcting other vision problems such as short sightedness and long sightedness; a form of refractive surgery. If the natural lens is left in the eye, the IOL is known as phakic, otherwise it is a pseudophakic lens (or false lens). Both kinds of IOLs are designed to provide the same light-focusing function as the natural crystalline lens. This can be an alternative to LASIK, but LASIK is not an alternative to an IOL for treatment of cataracts.\n",
+      "IOLs usually consist of a small plastic lens with plastic side struts, called haptics, to hold the lens in place in the capsular bag inside the eye. IOLs were originally made of a rigid material (PMMA), although this has largely been superseded by the use of flexible materials, such as silicone. Most IOLs fitted today are fixed monofocal lenses matched to distance vision. However, other types are available, such as a multifocal intraocular lens that provides multiple-focused vision at far and reading distance, and adaptive IOLs that provide limited visual accommodation.  Multifocal IOLs can also be Trifocal IOLs or extended depth of focus (EDOF) lenses.\n",
+      "As of 2021, nearly 28 million cataract procedures take place annually worldwide, a large proportion in India. That is about 75,000 procedures per day globally. The procedure can be done under local or topical anesthesia with the patient awake throughout the operation. The use of a flexible IOL enables the lens to be rolled for insertion into the capsular bag through a very small incision, thus avoiding the need for stitches. This procedure usually takes less than 30 minutes in the hands of an experienced ophthalmologist, and the recovery period is about 2–3 weeks. After surgery, patients should avoid strenuous exercise or anything else that significantly increases blood pressure. They should visit their ophthalmologists regularly for 3 weeks to monitor the implants.\n",
+      "IOL implantation carries several risks associated with eye surgeries, such as infection, loosening of the lens, lens rotation, inflammation, nighttime halos and retinal detachment. Though IOLs enable many patients to have reduced dependence on glasses, most patients still rely on glasses for certain activities, such as reading. These reading glasses may be avoided in some cases if Multifocal IOLs, Trifocal IOLs or EDOF lenses are used.\n",
+      "\n",
+      "Page: Capsulotomy\n",
+      "Summary: Capsulotomy (BrE /kæpsjuː'lɒtəmi/, AmE /kæpsuː'lɑːtəmi/) is a type of eye surgery in which an incision is made into the capsule of the crystalline lens of t\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "With regard to the lens, mark the correct alternative.\n",
+      "a) Although its volume increases with age, its weight remains constant.\n",
+      "b) The proteolysis of its fibers is the main mechanism of its cellular growth.\n",
+      "c) The synthesis of its proteins takes place during the differentiation of the cell into fiber.\n",
+      "d) Its protein synthesis is continuous throughout life, maintaining stable plasticity and elasticity from childhood to aging.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the synthesis of lens proteins.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Lens proteins synthesis\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Lens (vertebrate anatomy)\n",
+      "Summary: The lens,  or crystalline lens, is a transparent biconvex structure in most land vertebrate eyes. Along with the cornea, aqueous and vitreous humours it refracts light, focusing it onto the retina. In many land animals the shape of the lens can be altered, effectively changing the focal length of the eye, enabling them to focus on objects at various distances. This adjustment of the lens is known as accommodation (see also below). In many fully aquatic vertebrates such as fish other methods of accommodation are used such as changing the lens's position relative to the retina rather than changing lens shape.  Accommodation is analogous to the focusing of a photographic camera via changing its lenses. In land vertebrates the lens is flatter on its anterior side than on its posterior side, while in fish the lens is often close to spherical.\n",
+      "Accommodation in humans is well studied and allows artificial means of supplementing our focus such as glasses for correction of sight as we age. The refractive power of a younger human lens in its natural environment is approximately 18 dioptres, roughly one-third of the eye's total power of about 60 dioptres. By 25 years of age the ability of the lens to alter the light path has reduced to 10 dioptres and accommodation continues to decline with age.\n",
+      "\n",
+      "Page: Protein turnover\n",
+      "Summary: In cell biology, protein turnover refers to the replacement of older proteins as they are broken down within the cell. Different types of proteins have very different turnover rates.\n",
+      "A balance between protein synthesis and protein degradation is required for good health and normal protein metabolism. More synthesis than breakdown indicates an anabolic state that builds lean tissues, more breakdown than synthesis indicates a catabolic state that burns lean tissues. According to D.S. Dunlop, protein turnover occurs in brain cells the same as any other eukaryotic cells, but that \"knowledge of those aspects of control and regulation specific or peculiar to brain is an essential element for understanding brain function.\"Protein turnover is believed to decrease with age in all senescent organisms including humans. This results in an increase in the amount of damaged protein within the body.\n",
+      "\n",
+      "Page: Heat shock protein\n",
+      "Summary: Heat shock proteins (HSPs) are a family of proteins produced by cells in response to exposure to stressful conditions. They were first described in relation to heat shock, but are now known to also be expressed during other stresses including exposure to cold, UV light and during wound healing or tissue remodeling. Many members of this group perform chaperone functions by stabilizing new proteins to ensure correct folding or by helping to refold proteins that were damaged by the cell stress. This increase in expression is transcriptionally regulated. The dramatic upregulation of the heat shock proteins is a key part of the heat shock response and is induced primarily by heat shock factor (HSF). HSPs are found in virtually all living organisms, from bacteria to humans.\n",
+      "Heat shock proteins are named according to their molecular weight. For example, Hsp60, Hsp70 and Hsp90 (the most widely studied HSPs) refer to families of heat shock proteins on the order of 60, 70 and 90 kilodaltons in size, respectively. The small 8-kilodalton protein ubiquitin, which marks proteins for degradation, also has features of a heat shock protein. A conserved protein binding domain of approximately 80 amino-acid alpha crystallins are known as small heat shock proteins (sHSP).\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Lens proteins\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Lens (vertebrate anatomy)\n",
+      "Summary: The lens,  or crystalline lens, is a transparent biconvex structure in most land vertebrate eyes. Along with the cornea, aqueous and vitreous humours it refracts light, focusing it onto the retina. In many land animals the shape of the lens can be altered, effectively changing the focal length of the eye, enabling them to focus on objects at various distances. This adjustment of the lens is known as accommodation (see also below). In many fully aquatic vertebrates such as fish other methods of accommodation are used such as changing the lens's position relative to the retina rather than changing lens shape.  Accommodation is analogous to the focusing of a photographic camera via changing its lenses. In land vertebrates the lens is flatter on its anterior side than on its posterior side, while in fish the lens is often close to spherical.\n",
+      "Accommodation in humans is well studied and allows artificial means of supplementing our focus such as glasses for correction of sight as we age. The refractive power of a younger human lens in its natural environment is approximately 18 dioptres, roughly one-third of the eye's total power of about 60 dioptres. By 25 years of age the ability of the lens to alter the light path has reduced to 10 dioptres and accommodation continues to decline with age.\n",
+      "\n",
+      "Page: Contact lens\n",
+      "Summary: Contact lenses, or simply contacts, are thin lenses placed directly on the surface of the eyes. Contact lenses are ocular prosthetic devices used by over 150 million people worldwide, and they can be worn to correct vision or for cosmetic or therapeutic reasons. In 2010, the worldwide market for contact lenses was estimated at $6.1 billion, while the US soft lens market was estimated at $2.1 billion. Multiple analysts estimated that the global market for contact lenses would reach $11.7 billion by 2015. As of 2010, the average age of contact lens wearers globally was 31 years old, and two-thirds of wearers were female.People choose to wear contact lenses for many reasons. Aesthetics and cosmetics are main motivating factors for people who want to avoid wearing glasses or to change the appearance or color of their eyes. Others wear contact lenses for functional or optical reasons. When compared with spectacles, contact lenses typically provide better peripheral vision, and do not collect moisture (from rain, snow, condensation, etc.) or perspiration. This can make them preferable for sports and other outdoor activities. Contact lens wearers can also wear sunglasses, goggles, or other eyewear of their choice without having to fit them with prescription lenses or worry about compatibility with glasses. Additionally, there are conditions such as keratoconus and aniseikonia that are typically corrected better with contact lenses than with glasses.\n",
+      "\n",
+      "Page: Cataract\n",
+      "Summary: A cataract is a cloudy area in the lens of the eye that leads to a decrease in vision of the eye. Cataracts often develop slowly and can affect one or both eyes. Symptoms may include faded colours, blurry or double vision, halos around light, trouble with bright lights, and difficulty seeing at night. This may result in trouble driving, reading, or recognizing faces. Poor vision caused by cataracts may also result in an increased risk of falling and depression. Cataracts cause 51% of all cases of blindness and 33% of visual impairment worldwide.Cataracts are most commonly due to aging but may also occur due to trauma or radiation exposure, be present from birth, or occur following eye surgery for other problems. Risk factors include diabetes, longstanding use of corticosteroid medication, smoking tobacco, prolonged exposure to sunlight, and alcohol. The underlying mechanism involves accumulation of clumps of protein or yellow-brown pigment in the lens that reduces transmission of light to the retina at the back of the eye. Diagnosis is by an eye examination.Wearing sunglasses and a wide brimmed hat, eating leafy ve\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Lens anatomy\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Lens (vertebrate anatomy)\n",
+      "Summary: The lens,  or crystalline lens, is a transparent biconvex structure in most land vertebrate eyes. Along with the cornea, aqueous and vitreous humours it refracts light, focusing it onto the retina. In many land animals the shape of the lens can be altered, effectively changing the focal length of the eye, enabling them to focus on objects at various distances. This adjustment of the lens is known as accommodation (see also below). In many fully aquatic vertebrates such as fish other methods of accommodation are used such as changing the lens's position relative to the retina rather than changing lens shape.  Accommodation is analogous to the focusing of a photographic camera via changing its lenses. In land vertebrates the lens is flatter on its anterior side than on its posterior side, while in fish the lens is often close to spherical.\n",
+      "Accommodation in humans is well studied and allows artificial means of supplementing our focus such as glasses for correction of sight as we age. The refractive power of a younger human lens in its natural environment is approximately 18 dioptres, roughly one-third of the eye's total power of about 60 dioptres. By 25 years of age the ability of the lens to alter the light path has reduced to 10 dioptres and accommodation continues to decline with age.\n",
+      "\n",
+      "Page: Lens\n",
+      "Summary: A lens is a transmissive optical device that focuses or disperses a light beam by means of refraction. A simple lens consists of a single piece of transparent material, while a compound lens consists of several simple lenses (elements), usually arranged along a common axis. Lenses are made from materials such as glass or plastic and are ground, polished, or molded to the required shape. A lens can focus light to form an image, unlike a prism, which refracts light without focusing. Devices that similarly focus or disperse waves and radiation other than visible light are also called \"lenses\", such as microwave lenses, electron lenses, acoustic lenses, or explosive lenses.\n",
+      "Lenses are used in various imaging devices such as telescopes, binoculars, and cameras. They are also used as visual aids in glasses to correct defects of vision such as myopia and hypermetropia.\n",
+      "\n",
+      "Page: Camera lens\n",
+      "Summary: A camera lens (also known as photographic lens or photographic objective) is an optical lens or assembly of lenses used in conjunction with a camera body and mechanism to make images of objects either on photographic film or on other media capable of storing an image chemically or electronically.\n",
+      "There is no major difference in principle between a lens used for a still camera, a video camera, a telescope, a microscope, or other apparatus, but the details of design and construction are different. A lens might be permanently fixed to a camera, or it might be interchangeable with lenses of different focal lengths, apertures, and other properties.\n",
+      "While in principle a simple convex lens will suffice, in practice a compound lens made up of a number of optical lens elements is required to correct (as much as possible) the many optical aberrations that arise. Some aberrations will be present in any lens system. It is the job of the lens designer to balance these and produce a design that is suitable for photographic use and possibly mass production.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"d\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"d\"\n",
+      "}\n",
+      "{'response': 'd'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 12: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "Un paciente con artrosis ha estado usando altas dosis de cloroquina durante años.Se cree que este medicamento puede causar mal funcionamiento del epitelio de pigmento retiniano, ya que:\n",
+      "a) obstaculiza la síntesis de melanina.\n",
+      "b) obstaculiza la fagocitosis de los discos de los segmentos externos del fotorreceptor.\n",
+      "c) obstaculiza el transporte de iones intracelulares.\n",
+      "d) favorece el intercambio de calor entre los fotorreceptores y el coroides.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the effects of chloroquine on the retinal pigment epithelium.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Chloroquine effects on retinal pigment epithelium\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Retinitis pigmentosa\n",
+      "Summary: Retinitis pigmentosa (RP) is a genetic disorder of the eyes that causes loss of vision. Symptoms include trouble seeing at night and decreasing peripheral vision (side and upper or lower visual field). As peripheral vision worsens, people may experience \"tunnel vision\". Complete blindness is uncommon. Onset of symptoms is generally gradual and often begins in childhood.Retinitis pigmentosa is generally inherited from one or both parents. It is caused by genetic variants in nearly 100 genes. The underlying mechanism involves the progressive loss of rod photoreceptor cells that line the retina of the eyeball. The rod cells secrete a neuroprotective substance (Rod-derived cone viability factor, RdCVF) that protects the cone cells from apoptosis (cell death).  However, when the rod cells die, this substance is no longer provided. This is generally followed by the loss of cone photoreceptor cells. Diagnosis is by eye examination of the retina finding dark pigment deposits caused by the rupture of the underlying retinal pigmented epithelial cells, given that these cells contain a pigment known as melanin. Other supportive testing may include the electroretinogram (ERG), visual field testing (VFT), ocular coherence tomography (OCT) and DNA testing to determine the gene responsible for a person's particular type of RP (now called Inherited Retinal Dystrophy (IRD)).There is currently no cure for retinitis pigmentosa. Efforts to manage the problem may include the use of low vision aids, portable lighting, or orientation and mobility training. Vitamin A palmitate supplements may be useful to slow worsening. A visual prosthesis may be an option in certain people with severe disease.Currently there is only one FDA-approved gene therapy that is commercially available to RP patients with Leber congenital amaurosis type 2. It replaces the miscoded RPE65 protein that is produced within the retinal pigmented epithelium. It has been found to effectively work in about 50% of the patients who receive the therapy. The earlier the child receives the RPE65 therapy the better the chances for a positive outcome. There are many other therapies being researched at this time with the goal of being approved in the next few years.\n",
+      "It is estimated to affect 1 in 4,000 people.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Pubmed search\n",
+      "Action Input: Chloroquine retinal pigment epithelium\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mPublished: --\n",
+      "Title: Impaired Lysosome Reformation in Chloroquine-Treated Retinal Pigment Epithelial Cells.\n",
+      "Copyright Information: \n",
+      "Summary::\n",
+      "PURPOSE: To model the in vivo effects of chloroquine on the retinal pigment epithelium in experimentally tractable cell culture systems and determine the effects of mild chloroquine treatment on lysosome function and turnover.\n",
+      "METHODS: Effects of low-dose chloroquine treatment on lysosomal function and accessibility to newly endocytosed cargo were investigated in primary and embryonic stem cell-derived RPE cells and ARPE19 cells using fluorescence and electron microscopy of fluorescent and gold-labeled probes. Lysosomal protein expression and accumulation were measured by quantitative PCR and Western blotting.\n",
+      "RESULTS: Initial chloroquine-induced lysosome neutralization was followed by partial recovery, lysosomal expansion, and accumulation of undegraded endocytic, phagocytic, and autophagic cargo and inhibition of cathepsin D processing. Accumulation of enlarged lysosomes was accompanied by a gradual loss of accessibility of these structures to the endocytic pathway, implying impaired lysosome reformation. Chloroquine-induced accumulation of pro-cathepsin D, as well as the lysosomal membrane protein, LAMP1, was reproduced by treatment with protease inhibitors and preceded changes in lysosomal gene expression.\n",
+      "CONCLUSIONS: Low-dose chloroquine treatment inhibits lysosome reformation, causing a gradual depletion of lysosomes able to interact with cargo-carrying vacuoles and degrade their content. The resulting accumulation of newly synthesized pro-cathepsin D and LAMP1 reflects inhibition of normal turnover of lysosomal constituents and possibly lysosomes themselves. A better understanding of the mechanisms underlying lysosome reformation may reveal new targets for the treatment of chloroquine-induced retinopathy.\n",
+      "\n",
+      "Published: 2023-04-26\n",
+      "Title: Curcumin attenuates hydroxychloroquine-mediated apoptosis and oxidative stress via th\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Chloroquine retinopathy mechanism\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3m1 Introduction: Historical and medical background. Hydroxychloroquine retinopathy is a drug-induced, or toxic, retinopathy first described in the 1960s in users of hydroxychloroquine (Scherbel et al., 1965; Shearer and Dubois, 1967).The use of hydroxychloroquine has increased significantly over the past 20-30 years (Yates et al., 2018), in part due to a more aggressive treatment approach to ... Chloroquine and hydroxychloroquine are 4-aminoquinoline compounds. Chloroquine (CQ) is used to combat malaria. In the past, chloroquine was used widely as a prophylactic agent to prevent Plasmodium infection. Today, increased Plasmodium resistance has limited its use to a few specific geographic regions.[3] Hydroxychloroquine (HCQ) is a less toxic metabolite of chloroquine and is primarily ... Mechanism. Numerous studies and animal models have attempted to characterize the mechanisms by which HCQ exerts its effects on the body, but a complete understanding of the pathophysiology of HCQ retinopathy remains elusive. ... •• Hydroxychloroquine and chloroquine retinopathy: Recommendations on monitoring. The Royal College of ... Abstract. Long-term use of hydroxychloroquine can cause retinopathy, which may result in severe and progressive visual loss. In the past decade, hydroxychloroquine use has markedly increased and modern retinal imaging techniques have enabled the detection of early, pre-symptomatic disease. As a consequence, the prevalence of retinal toxicity in ... An alternative mechanism has been proposed in which the toxicity starts at the photoreceptors with secondary RPE degeneration. ... Weinitz S., Farmand G., Kellner U. Cystoid Macular Oedema and Epiretinal Membrane Formation during Progression of Chloroquine Retinopathy after Drug Cessation. Br. J. Ophthalmol. 2014; 98:200-206. doi: 10.1136 ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Chloroquine retinopathy\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Chloroquine retinopathy\n",
+      "Summary: Chloroquine retinopathy is a form of toxic retinopathy (damage of the retina) caused by the drugs chloroquine or hydroxychloroquine, which are sometimes used in the treatment of autoimmune disorders such as rheumatoid arthritis and systemic lupus erythematosus. This eye toxicity limits long-term use of the drugs.\n",
+      "\n",
+      "Page: Chloroquine\n",
+      "Summary: Chloroquine is a medication primarily used to prevent and treat malaria in areas where malaria remains sensitive to its effects. Certain types of malaria, resistant strains, and complicated cases typically require different or additional medication. Chloroquine is also occasionally used for amebiasis that is occurring outside the intestines, rheumatoid arthritis, and lupus erythematosus. While it has not been formally studied in pregnancy, it appears safe. It was studied to treat COVID-19 early in the pandemic, but these studies were largely halted in the summer of 2020, and the NIH does not recommend its use for this purpose. It is taken by mouth.Common side effects include muscle problems, loss of appetite, diarrhea, and skin rash. Serious side effects include problems with vision, muscle damage, seizures, and low blood cell levels. Chloroquine is a member of the drug class 4-aminoquinoline. As an antimalarial, it works against the asexual form of the malaria parasite in the stage of its life cycle within the red blood cell. How it works in rheumatoid arthritis and lupus erythematosus is unclear.Chloroquine was discovered in 1934 by Hans Andersag. It is on the World Health Organization's List of Essential Medicines. It is available as a generic medication.\n",
+      "\n",
+      "Page: Hydroxychloroquine\n",
+      "Summary: Hydroxychloroquine, sold under the brand name Plaquenil among others, is a medication used to prevent and treat malaria in areas where malaria remains sensitive to chloroquine. Other uses include treatment of rheumatoid arthritis, lupus, and porphyria cutanea tarda. It is taken by mouth, often in the form of hydroxychloroquine sulfate.Common side effects may include vomiting, headache, blurred vision, and muscle weakness. Severe side effects may include allergic reactions, retinopathy, and irregular heart rate. Although all risk cannot be excluded, it remains a treatment for rheumatic disease during pregnancy. Hydroxychloroquine is in the antimalarial and 4-aminoquinoline families of medication.Hydroxychloroquine was approved for medical use in the United States in 1955. It is on the World Health Organization's List of Essential Medicines. In 2021, it was the 116th most commonly prescribed medication in the United States, with more than 5 million prescriptions.Hydroxychloroquine has been studied for an ability to prevent and treat coronavirus disease 2019 (COVID-19), but clinical trials found it ineffective for this purpose and a possible risk of dangerous side effects. Among studies that deemed hydroxychloroquine intake to cause harmful side effects, a publication by The Lancet was retracted due to data flaws. The speculative use of hydroxychloroquine for COVID-19 threatens its availability for people with established indications.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "May isang pasyente na may arthrosis na matagal nang rineresetahan ng chloroquine. Ang chloroquine ay nagiging sanhi ng pagkasira ng retinal pigment epithelium sa pamamagitan ng:\n",
+      "a) pagpigil ng paggawa ng melanin.\n",
+      "b) pagpigil ng pagpapatay ng mga disks ng photoreceptor outer segments.\n",
+      "c) pagbabawas ng pagpasok ng mga intracellular ion sa retinal pigment epithelium.\n",
+      "d) pagpabor sa matinding heat exchange ng mga photoreceptor at ang choroid.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI need to understand how chloroquine causes damage to the retinal pigment epithelium.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Chloroquine retinal toxicity\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Chloroquine\n",
+      "Summary: Chloroquine is a medication primarily used to prevent and treat malaria in areas where malaria remains sensitive to its effects. Certain types of malaria, resistant strains, and complicated cases typically require different or additional medication. Chloroquine is also occasionally used for amebiasis that is occurring outside the intestines, rheumatoid arthritis, and lupus erythematosus. While it has not been formally studied in pregnancy, it appears safe. It was studied to treat COVID-19 early in the pandemic, but these studies were largely halted in the summer of 2020, and the NIH does not recommend its use for this purpose. It is taken by mouth.Common side effects include muscle problems, loss of appetite, diarrhea, and skin rash. Serious side effects include problems with vision, muscle damage, seizures, and low blood cell levels. Chloroquine is a member of the drug class 4-aminoquinoline. As an antimalarial, it works against the asexual form of the malaria parasite in the stage of its life cycle within the red blood cell. How it works in rheumatoid arthritis and lupus erythematosus is unclear.Chloroquine was discovered in 1934 by Hans Andersag. It is on the World Health Organization's List of Essential Medicines. It is available as a generic medication.\n",
+      "\n",
+      "Page: Chloroquine retinopathy\n",
+      "Summary: Chloroquine retinopathy is a form of toxic retinopathy (damage of the retina) caused by the drugs chloroquine or hydroxychloroquine, which are sometimes used in the treatment of autoimmune disorders such as rheumatoid arthritis and systemic lupus erythematosus. This eye toxicity limits long-term use of the drugs.\n",
+      "\n",
+      "Page: Retinitis pigmentosa\n",
+      "Summary: Retinitis pigmentosa (RP) is a genetic disorder of the eyes that causes loss of vision. Symptoms include trouble seeing at night and decreasing peripheral vision (side and upper or lower visual field). As peripheral vision worsens, people may experience \"tunnel vision\". Complete blindness is uncommon. Onset of symptoms is generally gradual and often begins in childhood.Retinitis pigmentosa is generally inherited from one or both parents. It is caused by genetic variants in nearly 100 genes. The underlying mechanism involves the progressive loss of rod photoreceptor cells that line the retina of the eyeball. The rod cells secrete a neuroprotective substance (Rod-derived cone viability factor, RdCVF) that protects the cone cells from apoptosis (cell death).  However, when the rod cells die, this substance is no longer provided. This is generally followed by the loss of cone photoreceptor cells. Diagnosis is by eye examination of the retina finding dark pigment deposits caused by the rupture of the underlying retinal pigmented epithelial cells, given that these cells contain a pigment known as melanin. Other supportive testing may include the electroretinogram (ERG), visual field testing (VFT), ocular coherence tomography (OCT) and DNA testing to determine the gene responsible for a person's particular type of RP (now called Inherited Retinal Dystrophy (IRD)).There is currently no cure for retinitis pigmentosa. Efforts to manage the problem may include the use of low vision aids, portable lighting, or orientation and mobility training. Vitamin A palmitate supplements may be useful to slow worsening. A visual prosthesis may be an option in certain people with severe disease.Currently there is only one FDA-approved gene therapy that is commercially available to RP patients with Leber congenital amaurosis type 2. It replaces the miscoded RPE65 protein that is produced within the retinal pigmented epithelium. It has been found to effectively work in about 50% of the patients who receive the therapy. The earlier the child receives the RPE65 therapy the better the chances for a positive outcome. There are many other therapies being researched at this time with the goal of being approved in the next few years.\n",
+      "It is estimated to affect 1 in 4,000 people.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI need to find out how chloroquine causes damage to the retinal pigment epithelium specifically.\n",
+      "Action: DuckDuckGo Search\n",
+      "Action Input: Mechanism of chloroquine retinal toxicity\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mDetermine the mechanisms of action of chloroquine and hydroxychloroquine. ... The incidence of retinal toxicity with chronic use of hydroxychloroquine was found to be 0.38% in a 2003 study of 526 patients and as high as 0.68% in a study conducted in 2010 in which the subjects used the medication for 5 to 7 years. Based on this study, the ... However, in contrast to chloroquine, symptomatic retinal toxicity was detected rarely in hydroxychloroquine users over a similar period of treatment (Rynes et al., 1979). The improved safety profile of hydroxychloroquine led to the almost exclusive use of hydroxychloroquine above that of other antimalarials in the treatment of rheumatologic ... Purpose of Review We review the latest screening and diagnostic techniques and the most recent recommendations on the management of hydroxychloroquine retinopathy. Recent Findings Hydroxychloroquine (HCQ) has been shown to cause retinal toxicity in a dose-dependent fashion. Early diagnosis is critical as the resultant retinopathy is not reversible. New imaging modalities, such as adaptive ... Long-term use of hydroxychloroquine can cause retinopathy, which may result in severe and progressive visual loss. In the past decade, hydroxychloroquine use has markedly increased and modern retinal imaging techniques have enabled the detection of early, pre-symptomatic disease. As a consequence, the prevalence of retinal toxicity in long-term ... HCQ can cause retinal toxicity, ... While the mechanism is not fully understood, ... A. Different effects of chloroquine and hydroxychloroquine on lysosomal function in cultured retinal pigment ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mI now know the final answer\n",
+      "\n",
+      "Final Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Paciente com artrose faz uso de altas doses de cloroquina há anos. Acredita-se que essa droga pode causar mau funcionamento do epitélio pigmentar retiniano, uma vez que:\n",
+      "a)Impede a síntese de melanina.\n",
+      "b)Impede a fagocitose dos discos dos segmentos externos dos fotorreceptores.\n",
+      "c)Impede o transporte de íons intracelulares.\n",
+      "d)Favorece a intensa troca de calor entre os fotorreceptores e a coroide.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the effects of chloroquine on the retinal pigment epithelium.\n",
+      "Action: DuckDuckGo Search\n",
+      "Action Input: Effects of chloroquine on retinal pigment epithelium\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mIn addition to the systemic adverse effects of chloroquine, dose-dependent adverse effects on the visual system were documented in the late 1940s (Dekking, 1949). ... a damaged retinal pigment epithelium and breakdown of the outer retinal barrier may have allowed accumulation of fluid within the retina, also involving the inner retina. ... Chloroquine and hydroxychloroquine bind to melanin in the retinal pigment epithelium (RPE) and cause damage to the macular cones outside of the fovea. ... Gastrointestinal side effects are another common side effect of hydroxychloroquine and chloroquine use. These side effects are seen even with short duration of therapy. Chloroquine overdoses ... Sundelin, S. P. & Terman, A. Different effects of chloroquine and hydroxychloroquine on lysosomal function in cultured retinal pigment epithelial cells. APMIS 110 , 481-489 (2002). Purpose: To model the in vivo effects of chloroquine on the retinal pigment epithelium in experimentally tractable cell culture systems and determine the effects of mild chloroquine treatment on lysosome function and turnover. Methods: Effects of low-dose chloroquine treatment on lysosomal function and accessibility to newly endocytosed cargo were investigated in primary and embryonic stem ... While the mechanism of HCQ-induced retinal toxicity is not fully understood, a possibility that HCQ binds to melanin in the retinal pigment epithelium (RPE) and induces RPE degeneration, has been ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Retinal pigment epithelium\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Retinal pigment epithelium\n",
+      "Summary: The pigmented layer of retina or retinal pigment epithelium (RPE) is the pigmented cell layer just outside the neurosensory retina that nourishes retinal visual cells, and is firmly attached to the underlying choroid and overlying retinal visual cells.\n",
+      "\n",
+      "Page: Retina\n",
+      "Summary: The retina (from Latin  rete 'net'; pl. retinae or retinas) is the innermost, light-sensitive layer of tissue of the eye of most vertebrates and some molluscs. The optics of the eye create a focused two-dimensional image of the visual world on the retina, which then processes that image within the retina and sends nerve impulses along the optic nerve to the visual cortex to create visual perception. The retina serves a function which is in many ways analogous to that of the film or image sensor in a camera.\n",
+      "The neural retina consists of several layers of neurons interconnected by synapses and is supported by an outer layer of pigmented epithelial cells. The primary light-sensing cells in the retina are the photoreceptor cells, which are of two types: rods and cones. Rods function mainly in dim light and provide monochromatic vision. Cones function in well-lit conditions and are responsible for the perception of colour through the use of a range of opsins, as well as high-acuity vision used for tasks such as reading. A third type of light-sensing cell, the photosensitive ganglion cell, is important for entrainment of circadian rhythms and reflexive responses such as the pupillary light reflex.\n",
+      "Light striking the retina initiates a cascade of chemical and electrical events that ultimately trigger nerve impulses that are sent to various visual centres of the brain through the fibres of the optic nerve. Neural signals from the rods and cones undergo processing by other neurons, whose output takes the form of action potentials in retinal ganglion cells whose axons form the optic nerve.In vertebrate embryonic development, the retina and the optic nerve originate as outgrowths of the developing brain, specifically the embryonic diencephalon; thus, the retina is considered part of the central nervous system (CNS) and is actually brain tissue. It is the only part of the CNS that can be visualized noninvasively. Like most of the brain, the retina is isolated from the vascular system by the blood–brain barrier. The retina is the part of the body with the greatest continuous energy demand.\n",
+      "\n",
+      "Page: Retinal detachment\n",
+      "Summary: Retinal detachment is a disorder of the eye in which the retina peels away from its underlying layer of support tissue. Initial detachment may be localized, but without rapid treatment the entire retina may detach, leading to vision loss and blindness.  It is a surgical emergency.The retina is a thin layer of light-sensitive tissue on the back wall of the eye. The optical system of the eye focuses light on the retina much like light is focused on the film in a camera. The retina translates that focused image into neural impulses and sends them to the brain via the optic nerve. Occasionally, posterior vitreous detachment, injury or trauma to the eye or head may cause a small tear in the retina. The tear allows vitreous fluid to seep through it under the retina, and peel it away like a bubble in wallpaper.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Pubmed search\n",
+      "Action Input: Effects of chloroquine on retinal pigment epithelium\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mPublished: --\n",
+      "Title: Impaired Lysosome Reformation in Chloroquine-Treated Retinal Pigment Epithelial Cells.\n",
+      "Copyright Information: \n",
+      "Summary::\n",
+      "PURPOSE: To model the in vivo effects of chloroquine on the retinal pigment epithelium in experimentally tractable cell culture systems and determine the effects of mild chloroquine treatment on lysosome function and turnover.\n",
+      "METHODS: Effects of low-dose chloroquine treatment on lysosomal function and accessibility to newly endocytosed cargo were investigated in primary and embryonic stem cell-derived RPE cells and ARPE19 cells using fluorescence and electron microscopy of fluorescent and gold-labeled probes. Lysosomal protein expression and accumulation were measured by quantitative PCR and Western blotting.\n",
+      "RESULTS: Initial chloroquine-induced lysosome neutralization was followed by partial recovery, lysosomal expansion, and accumulation of undegraded endocytic, phagocytic, and autophagic cargo and inhibition of cathepsin D processing. Accumulation of enlarged lysosomes was accompanied by a gradual loss of accessibility of these structures to the endocytic pathway, implying impaired lysosome reformation. Chloroquine-induced accumulation of pro-cathepsin D, as well as the lysosomal membrane protein, LAMP1, was reproduced by treatment with protease inhibitors and preceded changes in lysosomal gene expression.\n",
+      "CONCLUSIONS: Low-dose chloroquine treatment inhibits lysosome reformation, causing a gradual depletion of lysosomes able to interact with cargo-carrying vacuoles and degrade their content. The resulting accumulation of newly synthesized pro-cathepsin D and LAMP1 reflects inhibition of normal turnover of lysosomal constituents and possibly lysosomes themselves. A better understanding of the mechanisms underlying lysosome reformation may reveal new targets for the treatment of chloroquine-induced retinopathy.\n",
+      "\n",
+      "Published: 2022-07-12\n",
+      "Title: Clock-hour topography and extent of outer retinal damage in hydroxychloroquine retino\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mThought: I now know the final answer\n",
+      "Final Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: english\n",
+      "Question: \n",
+      "A patient with arthrosis has been using high doses of chloroquine for years. It is believed that this drug can cause malfunction of the retinal pigment epithelium, since:\n",
+      "a) It hinders the synthesis of melanin.\n",
+      "b) It hinders phagocytosis of the disks of the photoreceptor outer segments.\n",
+      "c) It hinders the transport of intracellular ions.\n",
+      "d) It favors intense heat exchange between the photoreceptors and the choroid.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the effects of chloroquine on the retinal pigment epithelium to determine the correct answer.\n",
+      "Action: Pubmed search\n",
+      "Action Input: Effects of chloroquine on retinal pigment epithelium\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mPublished: --\n",
+      "Title: Impaired Lysosome Reformation in Chloroquine-Treated Retinal Pigment Epithelial Cells.\n",
+      "Copyright Information: \n",
+      "Summary::\n",
+      "PURPOSE: To model the in vivo effects of chloroquine on the retinal pigment epithelium in experimentally tractable cell culture systems and determine the effects of mild chloroquine treatment on lysosome function and turnover.\n",
+      "METHODS: Effects of low-dose chloroquine treatment on lysosomal function and accessibility to newly endocytosed cargo were investigated in primary and embryonic stem cell-derived RPE cells and ARPE19 cells using fluorescence and electron microscopy of fluorescent and gold-labeled probes. Lysosomal protein expression and accumulation were measured by quantitative PCR and Western blotting.\n",
+      "RESULTS: Initial chloroquine-induced lysosome neutralization was followed by partial recovery, lysosomal expansion, and accumulation of undegraded endocytic, phagocytic, and autophagic cargo and inhibition of cathepsin D processing. Accumulation of enlarged lysosomes was accompanied by a gradual loss of accessibility of these structures to the endocytic pathway, implying impaired lysosome reformation. Chloroquine-induced accumulation of pro-cathepsin D, as well as the lysosomal membrane protein, LAMP1, was reproduced by treatment with protease inhibitors and preceded changes in lysosomal gene expression.\n",
+      "CONCLUSIONS: Low-dose chloroquine treatment inhibits lysosome reformation, causing a gradual depletion of lysosomes able to interact with cargo-carrying vacuoles and degrade their content. The resulting accumulation of newly synthesized pro-cathepsin D and LAMP1 reflects inhibition of normal turnover of lysosomal constituents and possibly lysosomes themselves. A better understanding of the mechanisms underlying lysosome reformation may reveal new targets for the treatment of chloroquine-induced retinopathy.\n",
+      "\n",
+      "Published: 2022-07-12\n",
+      "Title: Clock-hour topography and extent of outer retinal damage in hydroxychloroquine retino\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Chloroquine retinopathy\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Chloroquine retinopathy\n",
+      "Summary: Chloroquine retinopathy is a form of toxic retinopathy (damage of the retina) caused by the drugs chloroquine or hydroxychloroquine, which are sometimes used in the treatment of autoimmune disorders such as rheumatoid arthritis and systemic lupus erythematosus. This eye toxicity limits long-term use of the drugs.\n",
+      "\n",
+      "Page: Chloroquine\n",
+      "Summary: Chloroquine is a medication primarily used to prevent and treat malaria in areas where malaria remains sensitive to its effects. Certain types of malaria, resistant strains, and complicated cases typically require different or additional medication. Chloroquine is also occasionally used for amebiasis that is occurring outside the intestines, rheumatoid arthritis, and lupus erythematosus. While it has not been formally studied in pregnancy, it appears safe. It was studied to treat COVID-19 early in the pandemic, but these studies were largely halted in the summer of 2020, and the NIH does not recommend its use for this purpose. It is taken by mouth.Common side effects include muscle problems, loss of appetite, diarrhea, and skin rash. Serious side effects include problems with vision, muscle damage, seizures, and low blood cell levels. Chloroquine is a member of the drug class 4-aminoquinoline. As an antimalarial, it works against the asexual form of the malaria parasite in the stage of its life cycle within the red blood cell. How it works in rheumatoid arthritis and lupus erythematosus is unclear.Chloroquine was discovered in 1934 by Hans Andersag. It is on the World Health Organization's List of Essential Medicines. It is available as a generic medication.\n",
+      "\n",
+      "Page: Hydroxychloroquine\n",
+      "Summary: Hydroxychloroquine, sold under the brand name Plaquenil among others, is a medication used to prevent and treat malaria in areas where malaria remains sensitive to chloroquine. Other uses include treatment of rheumatoid arthritis, lupus, and porphyria cutanea tarda. It is taken by mouth, often in the form of hydroxychloroquine sulfate.Common side effects may include vomiting, headache, blurred vision, and muscle weakness. Severe side effects may include allergic reactions, retinopathy, and irregular heart rate. Although all risk cannot be excluded, it remains a treatment for rheumatic disease during pregnancy. Hydroxychloroquine is in the antimalarial and 4-aminoquinoline families of medication.Hydroxychloroquine was approved for medical use in the United States in 1955. It is on the World Health Organization's List of Essential Medicines. In 2021, it was the 116th most commonly prescribed medication in the United States, with more than 5 million prescriptions.Hydroxychloroquine has been studied for an ability to prevent and treat coronavirus disease 2019 (COVID-19), but clinical trials found it ineffective for this purpose and a possible risk of dangerous side effects. Among studies that deemed hydroxychloroquine intake to cause harmful side effects, a publication by The Lancet was retracted due to data flaws. The speculative use of hydroxychloroquine for COVID-19 threatens its availability for people with established indications.\n",
+      "\n",
+      "\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "**************************************************\n",
+      "**************************************************\n",
+      "Question 13: \n",
+      "Language: spanish\n",
+      "Question: \n",
+      "Con respecto al flujo sanguíneo en la coroides, es posible indicar:\n",
+      "a) Es responsable de toda nutrición de la retina.\n",
+      "b) Es responsable del 95% de la glucosa consumida en la parte interna de la retina.\n",
+      "c) Participa en la regulación térmica de los fotorreceptores.\n",
+      "d) Los esfínteres precapilares evitan el hiperflojo de la sangre en áreas nobles como la mácula.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the blood flow in the choroid to determine the correct statement.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Choroid blood flow\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Choroid\n",
+      "Summary: The choroid, also known as the choroidea or choroid coat, is a part of the uvea, the vascular layer of the eye. It contains connective tissues, and lies between the retina and the sclera.  The human choroid is thickest at the far extreme rear of the eye (at 0.2 mm), while in the outlying areas it narrows to 0.1 mm. The choroid provides oxygen and nourishment to the outer layers of the retina.  Along with the ciliary body and iris, the choroid forms the uveal tract.\n",
+      "The structure of the choroid is generally divided into four layers (classified in order of furthest away from the retina to closest):\n",
+      "\n",
+      "Haller's layer - outermost layer of the choroid consisting of larger diameter blood vessels;\n",
+      "Sattler's layer - layer of medium diameter blood vessels;\n",
+      "Choriocapillaris - layer of capillaries; and\n",
+      "Bruch's membrane (synonyms: Lamina basalis, Complexus basalis, Lamina vitra) - innermost layer of the choroid.\n",
+      "\n",
+      "Page: Hemodynamics\n",
+      "Summary: Hemodynamics or haemodynamics are the dynamics of blood flow. The circulatory system is controlled by homeostatic mechanisms of autoregulation, just as hydraulic circuits are controlled by control systems. The hemodynamic response continuously monitors and adjusts to conditions in the body and its environment. Hemodynamics explains the physical laws that govern the flow of blood in the blood vessels.\n",
+      "Blood flow ensures the transportation of nutrients, hormones, metabolic waste products, oxygen, and carbon dioxide throughout the body to maintain cell-level metabolism, the regulation of the pH, osmotic pressure and temperature of the whole body, and the protection from microbial and mechanical harm.Blood is a non-Newtonian fluid, and is most efficiently studied using rheology rather than hydrodynamics. Because blood vessels are not rigid tubes, classic hydrodynamics and fluids mechanics based on the use of classical viscometers are not capable of explaining haemodynamics.The study of the blood flow is called hemodynamics, and the study of the properties of the blood flow is called hemorheology.\n",
+      "\n",
+      "Page: Cerebrospinal fluid\n",
+      "Summary: Cerebrospinal fluid (CSF) is a clear, colorless body fluid found within the tissue that surrounds the brain and spinal cord of all vertebrates.\n",
+      "CSF is produced by specialised ependymal cells in the choroid plexus of the ventricles of the brain, and absorbed in the arachnoid granulations. In humans, there is about 125 mL of CSF at any one time, and about 500 mL is generated every day. CSF acts as a shock absorber, cushion or buffer, providing basic mechanical and immunological protection to the brain inside the skull. CSF also serves a vital function in the cerebral autoregulation of cerebral blood flow.\n",
+      "CSF occupies the subarachnoid space (between the arachnoid mater and the pia mater) and the ventricular system around and inside the brain and spinal cord. It fills the ventricles of the brain, cisterns, and sulci, as well as the central canal of the spinal cord. There is also a connection from the subarachnoid space to the bony labyrinth of the inner ear via the perilymphatic duct where the perilymph is continuous with the cerebrospinal fluid. The ependymal cells of the choroid plexus have multiple motile cilia on their apical surfaces that beat to move the CSF through the ventricles.\n",
+      "A sample of CSF can be taken from around the spinal cord via lumbar puncture. This can be used to test the intracranial pressure, as well as indicate diseases including infections of the brain or the surrounding meninges.\n",
+      "Although noted by Hippocrates, it was forgotten for centuries, though later was described in the 18th century by Emanuel Swedenborg. In 1914, Harvey Cushing demonstrated that CSF is secreted by the choroid plexus.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Choroid blood flow function\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Choroid\n",
+      "Summary: The choroid, also known as the choroidea or choroid coat, is a part of the uvea, the vascular layer of the eye. It contains connective tissues, and lies between the retina and the sclera.  The human choroid is thickest at the far extreme rear of the eye (at 0.2 mm), while in the outlying areas it narrows to 0.1 mm. The choroid provides oxygen and nourishment to the outer layers of the retina.  Along with the ciliary body and iris, the choroid forms the uveal tract.\n",
+      "The structure of the choroid is generally divided into four layers (classified in order of furthest away from the retina to closest):\n",
+      "\n",
+      "Haller's layer - outermost layer of the choroid consisting of larger diameter blood vessels;\n",
+      "Sattler's layer - layer of medium diameter blood vessels;\n",
+      "Choriocapillaris - layer of capillaries; and\n",
+      "Bruch's membrane (synonyms: Lamina basalis, Complexus basalis, Lamina vitra) - innermost layer of the choroid.\n",
+      "\n",
+      "Page: Blood–brain barrier\n",
+      "Summary: The blood–brain barrier (BBB) is a highly selective semipermeable border of endothelial cells that regulates the transfer of solutes and chemicals between the circulatory system and the central nervous system, thus protecting the brain from harmful or unwanted substances in the blood. The blood–brain barrier is formed by endothelial cells of the capillary wall, astrocyte end-feet ensheathing the capillary, and pericytes embedded in the capillary basement membrane. This system allows the passage of some small molecules by passive diffusion, as well as the selective and active transport of various nutrients, ions, organic anions, and macromolecules such as glucose and amino acids that are crucial to neural function.The blood–brain barrier restricts the passage of pathogens, the diffusion of solutes in the blood, and large or hydrophilic molecules into the cerebrospinal fluid, while allowing the diffusion of hydrophobic molecules (O2, CO2, hormones) and small non-polar molecules. Cells of the barrier actively transport metabolic products such as glucose across the barrier using specific transport proteins. The barrier also restricts the passage of peripheral immune factors, like signaling molecules, antibodies, and immune cells, into the CNS, thus insulating the brain from damage due to peripheral immune events.Specialized brain structures participating in sensory and secretory integration within brain neural circuits—the circumventricular organs and choroid plexus—have in contrast highly permeable capillaries.\n",
+      "\n",
+      "Page: Hemodynamics\n",
+      "Summary: Hemodynamics or haemodynamics are the dynamics of blood flow. The circulatory system is controlled by homeostatic mechanisms of autoregulation, just as hydraulic circuits are controlled by control systems. The hemodynamic response continuously monitors and adjusts to conditions in the body and its environment. Hemodynamics explains the physical laws that govern the flow of blood in the blood vessels.\n",
+      "Blood flow ensures the transportation of nutrients, hormones, metabolic waste products, oxygen, and carbon dioxide throughout the body to maintain cell-level metabolism, the regulation of the pH, osmotic pressure and temperature of the whole body, and the protection from microbial and mechanical harm.Blood is a non-Newtonian fluid, and is most efficiently studied using rheology rather than hydrodynamics. Because blood vessels are not rigid tubes, classic hydrodynamics and fluids mechanics based on the use of classical viscometers are not capable of explaining haemodynamics.The study of the blood flow is called hemodynamics, and the study of the properties of the blood flow is called hemorheology.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Choroid blood flow regulation\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Cerebrospinal fluid\n",
+      "Summary: Cerebrospinal fluid (CSF) is a clear, colorless body fluid found within the tissue that surrounds the brain and spinal cord of all vertebrates.\n",
+      "CSF is produced by specialised ependymal cells in the choroid plexus of the ventricles of the brain, and absorbed in the arachnoid granulations. In humans, there is about 125 mL of CSF at any one time, and about 500 mL is generated every day. CSF acts as a shock absorber, cushion or buffer, providing basic mechanical and immunological protection to the brain inside the skull. CSF also serves a vital function in the cerebral autoregulation of cerebral blood flow.\n",
+      "CSF occupies the subarachnoid space (between the arachnoid mater and the pia mater) and the ventricular system around and inside the brain and spinal cord. It fills the ventricles of the brain, cisterns, and sulci, as well as the central canal of the spinal cord. There is also a connection from the subarachnoid space to the bony labyrinth of the inner ear via the perilymphatic duct where the perilymph is continuous with the cerebrospinal fluid. The ependymal cells of the choroid plexus have multiple motile cilia on their apical surfaces that beat to move the CSF through the ventricles.\n",
+      "A sample of CSF can be taken from around the spinal cord via lumbar puncture. This can be used to test the intracranial pressure, as well as indicate diseases including infections of the brain or the surrounding meninges.\n",
+      "Although noted by Hippocrates, it was forgotten for centuries, though later was described in the 18th century by Emanuel Swedenborg. In 1914, Harvey Cushing demonstrated that CSF is secreted by the choroid plexus.\n",
+      "\n",
+      "Page: Hemodynamics\n",
+      "Summary: Hemodynamics or haemodynamics are the dynamics of blood flow. The circulatory system is controlled by homeostatic mechanisms of autoregulation, just as hydraulic circuits are controlled by control systems. The hemodynamic response continuously monitors and adjusts to conditions in the body and its environment. Hemodynamics explains the physical laws that govern the flow of blood in the blood vessels.\n",
+      "Blood flow ensures the transportation of nutrients, hormones, metabolic waste products, oxygen, and carbon dioxide throughout the body to maintain cell-level metabolism, the regulation of the pH, osmotic pressure and temperature of the whole body, and the protection from microbial and mechanical harm.Blood is a non-Newtonian fluid, and is most efficiently studied using rheology rather than hydrodynamics. Because blood vessels are not rigid tubes, classic hydrodynamics and fluids mechanics based on the use of classical viscometers are not capable of explaining haemodynamics.The study of the blood flow is called hemodynamics, and the study of the properties of the blood flow is called hemorheology.\n",
+      "\n",
+      "Page: Blood–brain barrier\n",
+      "Summary: The blood–brain barrier (BBB) is a highly selective semipermeable border of endothelial cells that regulates the transfer of solutes and chemicals between the circulatory system and the central nervous system, thus protecting the brain from harmful or unwanted substances in the blood. The blood–brain barrier is formed by endothelial cells of the capillary wall, astrocyte end-feet ensheathing the capillary, and pericytes embedded in the capillary basement membrane. This system allows the passage of some small molecules by passive diffusion, as well as the selective and active transport of various nutrients, ions, organic anions, and macromolecules such as glucose and amino acids that are crucial to neural function.The blood–brain barrier restricts the passage of pathogens, the diffusion of solutes in the blood, and large or hydrophilic molecules into the cerebrospinal fluid, while allowing the diffusion of hydrophobic molecules (O2, CO2, hormones) and small non-polar molecules. Cells of the barrier actively transport metabolic products such as glucose across the barrier using specific transport proteins. The barrier also restricts th\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"b\"\n",
+      "}\n",
+      "{'response': 'b'}\n",
+      "Language: tagalog\n",
+      "Question: \n",
+      "Posibleng masabi tungkol sa pagdaloy ng dugo sa choroid:\n",
+      "a) Ito ay nagbibigay ng lahat ng sustansya ng retina.\n",
+      "b) Ito ay nagbibigay ng 95% ng glucose para sa panloob na bahagi ng retina.\n",
+      "c) Nakikilahok ito sa thermal regulation ng mga photoreceptor.\n",
+      "d) Ang mga pre-capillary sphincters ay pumipigil sa lubos na pagdaloy ng dugo sa mga importanteng bahagi ng retina, katulad ng macula.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the flow of blood in the choroid to determine the correct statement.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Choroid blood flow\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Choroid\n",
+      "Summary: The choroid, also known as the choroidea or choroid coat, is a part of the uvea, the vascular layer of the eye. It contains connective tissues, and lies between the retina and the sclera.  The human choroid is thickest at the far extreme rear of the eye (at 0.2 mm), while in the outlying areas it narrows to 0.1 mm. The choroid provides oxygen and nourishment to the outer layers of the retina.  Along with the ciliary body and iris, the choroid forms the uveal tract.\n",
+      "The structure of the choroid is generally divided into four layers (classified in order of furthest away from the retina to closest):\n",
+      "\n",
+      "Haller's layer - outermost layer of the choroid consisting of larger diameter blood vessels;\n",
+      "Sattler's layer - layer of medium diameter blood vessels;\n",
+      "Choriocapillaris - layer of capillaries; and\n",
+      "Bruch's membrane (synonyms: Lamina basalis, Complexus basalis, Lamina vitra) - innermost layer of the choroid.\n",
+      "\n",
+      "Page: Hemodynamics\n",
+      "Summary: Hemodynamics or haemodynamics are the dynamics of blood flow. The circulatory system is controlled by homeostatic mechanisms of autoregulation, just as hydraulic circuits are controlled by control systems. The hemodynamic response continuously monitors and adjusts to conditions in the body and its environment. Hemodynamics explains the physical laws that govern the flow of blood in the blood vessels.\n",
+      "Blood flow ensures the transportation of nutrients, hormones, metabolic waste products, oxygen, and carbon dioxide throughout the body to maintain cell-level metabolism, the regulation of the pH, osmotic pressure and temperature of the whole body, and the protection from microbial and mechanical harm.Blood is a non-Newtonian fluid, and is most efficiently studied using rheology rather than hydrodynamics. Because blood vessels are not rigid tubes, classic hydrodynamics and fluids mechanics based on the use of classical viscometers are not capable of explaining haemodynamics.The study of the blood flow is called hemodynamics, and the study of the properties of the blood flow is called hemorheology.\n",
+      "\n",
+      "Page: Cerebrospinal fluid\n",
+      "Summary: Cerebrospinal fluid (CSF) is a clear, colorless body fluid found within the tissue that surrounds the brain and spinal cord of all vertebrates.\n",
+      "CSF is produced by specialised ependymal cells in the choroid plexus of the ventricles of the brain, and absorbed in the arachnoid granulations. In humans, there is about 125 mL of CSF at any one time, and about 500 mL is generated every day. CSF acts as a shock absorber, cushion or buffer, providing basic mechanical and immunological protection to the brain inside the skull. CSF also serves a vital function in the cerebral autoregulation of cerebral blood flow.\n",
+      "CSF occupies the subarachnoid space (between the arachnoid mater and the pia mater) and the ventricular system around and inside the brain and spinal cord. It fills the ventricles of the brain, cisterns, and sulci, as well as the central canal of the spinal cord. There is also a connection from the subarachnoid space to the bony labyrinth of the inner ear via the perilymphatic duct where the perilymph is continuous with the cerebrospinal fluid. The ependymal cells of the choroid plexus have multiple motile cilia on their apical surfaces that beat to move the CSF through the ventricles.\n",
+      "A sample of CSF can be taken from around the spinal cord via lumbar puncture. This can be used to test the intracranial pressure, as well as indicate diseases including infections of the brain or the surrounding meninges.\n",
+      "Although noted by Hippocrates, it was forgotten for centuries, though later was described in the 18th century by Emanuel Swedenborg. In 1914, Harvey Cushing demonstrated that CSF is secreted by the choroid plexus.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Choroid blood flow\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Choroid\n",
+      "Summary: The choroid, also known as the choroidea or choroid coat, is a part of the uvea, the vascular layer of the eye. It contains connective tissues, and lies between the retina and the sclera.  The human choroid is thickest at the far extreme rear of the eye (at 0.2 mm), while in the outlying areas it narrows to 0.1 mm. The choroid provides oxygen and nourishment to the outer layers of the retina.  Along with the ciliary body and iris, the choroid forms the uveal tract.\n",
+      "The structure of the choroid is generally divided into four layers (classified in order of furthest away from the retina to closest):\n",
+      "\n",
+      "Haller's layer - outermost layer of the choroid consisting of larger diameter blood vessels;\n",
+      "Sattler's layer - layer of medium diameter blood vessels;\n",
+      "Choriocapillaris - layer of capillaries; and\n",
+      "Bruch's membrane (synonyms: Lamina basalis, Complexus basalis, Lamina vitra) - innermost layer of the choroid.\n",
+      "\n",
+      "Page: Hemodynamics\n",
+      "Summary: Hemodynamics or haemodynamics are the dynamics of blood flow. The circulatory system is controlled by homeostatic mechanisms of autoregulation, just as hydraulic circuits are controlled by control systems. The hemodynamic response continuously monitors and adjusts to conditions in the body and its environment. Hemodynamics explains the physical laws that govern the flow of blood in the blood vessels.\n",
+      "Blood flow ensures the transportation of nutrients, hormones, metabolic waste products, oxygen, and carbon dioxide throughout the body to maintain cell-level metabolism, the regulation of the pH, osmotic pressure and temperature of the whole body, and the protection from microbial and mechanical harm.Blood is a non-Newtonian fluid, and is most efficiently studied using rheology rather than hydrodynamics. Because blood vessels are not rigid tubes, classic hydrodynamics and fluids mechanics based on the use of classical viscometers are not capable of explaining haemodynamics.The study of the blood flow is called hemodynamics, and the study of the properties of the blood flow is called hemorheology.\n",
+      "\n",
+      "Page: Cerebrospinal fluid\n",
+      "Summary: Cerebrospinal fluid (CSF) is a clear, colorless body fluid found within the tissue that surrounds the brain and spinal cord of all vertebrates.\n",
+      "CSF is produced by specialised ependymal cells in the choroid plexus of the ventricles of the brain, and absorbed in the arachnoid granulations. In humans, there is about 125 mL of CSF at any one time, and about 500 mL is generated every day. CSF acts as a shock absorber, cushion or buffer, providing basic mechanical and immunological protection to the brain inside the skull. CSF also serves a vital function in the cerebral autoregulation of cerebral blood flow.\n",
+      "CSF occupies the subarachnoid space (between the arachnoid mater and the pia mater) and the ventricular system around and inside the brain and spinal cord. It fills the ventricles of the brain, cisterns, and sulci, as well as the central canal of the spinal cord. There is also a connection from the subarachnoid space to the bony labyrinth of the inner ear via the perilymphatic duct where the perilymph is continuous with the cerebrospinal fluid. The ependymal cells of the choroid plexus have multiple motile cilia on their apical surfaces that beat to move the CSF through the ventricles.\n",
+      "A sample of CSF can be taken from around the spinal cord via lumbar puncture. This can be used to test the intracranial pressure, as well as indicate diseases including infections of the brain or the surrounding meninges.\n",
+      "Although noted by Hippocrates, it was forgotten for centuries, though later was described in the 18th century by Emanuel Swedenborg. In 1914, Harvey Cushing demonstrated that CSF is secreted by the choroid plexus.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mFinal Answer: \n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\u001b[0m\n",
+      "\n",
+      "\u001b[1m> Finished chain.\u001b[0m\n",
+      "response\n",
+      "{\n",
+      "  \"response\": \"a\"\n",
+      "}\n",
+      "{'response': 'a'}\n",
+      "Language: portuguese\n",
+      "Question: \n",
+      "Com relação ao fluxo sanguíneo na coroide, podemos afirmar:\n",
+      "a)É responsável por toda nutrição da retina.\n",
+      "b)É responsável por 95% da glicose consumida na parte interna da retina.\n",
+      "c)Participa da regulação térmica dos fotorreceptores.\n",
+      "d)Os esfíncteres pré-capilares previnem o hiperfluxo de sangue em áreas nobres como a mácula.\n",
+      "Test #0: \n",
+      "\n",
+      "\n",
+      "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n",
+      "\u001b[32;1m\u001b[1;3mI should search for information on the blood flow in the choroid to determine the correct statement.\n",
+      "Action: Wikipedia\n",
+      "Action Input: Choroid blood flow\u001b[0m\n",
+      "Observation: \u001b[38;5;200m\u001b[1;3mPage: Choroid\n",
+      "Summary: The choroid, also known as the choroidea or choroid coat, is a part of the uvea, the vascular layer of the eye. It contains connective tissues, and lies between the retina and the sclera.  The human choroid is thickest at the far extreme rear of the eye (at 0.2 mm), while in the outlying areas it narrows to 0.1 mm. The choroid provides oxygen and nourishment to the outer layers of the retina.  Along with the ciliary body and iris, the choroid forms the uveal tract.\n",
+      "The structure of the choroid is generally divided into four layers (classified in order of furthest away from the retina to closest):\n",
+      "\n",
+      "Haller's layer - outermost layer of the choroid consisting of larger diameter blood vessels;\n",
+      "Sattler's layer - layer of medium diameter blood vessels;\n",
+      "Choriocapillaris - layer of capillaries; and\n",
+      "Bruch's membrane (synonyms: Lamina basalis, Complexus basalis, Lamina vitra) - innermost layer of the choroid.\n",
+      "\n",
+      "Page: Hemodynamics\n",
+      "Summary: Hemodynamics or haemodynamics are the dynamics of blood flow. The circulatory system is controlled by homeostatic mechanisms of autoregulation, just as hydraulic circuits are controlled by control systems. The hemodynamic response continuously monitors and adjusts to conditions in the body and its environment. Hemodynamics explains the physical laws that govern the flow of blood in the blood vessels.\n",
+      "Blood flow ensures the transportation of nutrients, hormones, metabolic waste products, oxygen, and carbon dioxide throughout the body to maintain cell-level metabolism, the regulation of the pH, osmotic pressure and temperature of the whole body, and the protection from microbial and mechanical harm.Blood is a non-Newtonian fluid, and is most efficiently studied using rheology rather than hydrodynamics. Because blood vessels are not rigid tubes, classic hydrodynamics and fluids mechanics based on the use of classical viscometers are not capable of explaining haemodynamics.The study of the blood flow is called hemodynamics, and the study of the properties of the blood flow is called hemorheology.\n",
+      "\n",
+      "Page: Cerebrospinal fluid\n",
+      "Summary: Cerebrospinal fluid (CSF) is a clear, colorless body fluid found within the tissue that surrounds the brain and spinal cord of all vertebrates.\n",
+      "CSF is produced by specialised ependymal cells in the choroid plexus of the ventricles of the brain, and absorbed in the arachnoid granulations. In humans, there is about 125 mL of CSF at any one time, and about 500 mL is generated every day. CSF acts as a shock absorber, cushion or buffer, providing basic mechanical and immunological protection to the brain inside the skull. CSF also serves a vital function in the cerebral autoregulation of cerebral blood flow.\n",
+      "CSF occupies the subarachnoid space (between the arachnoid mater and the pia mater) and the ventricular system around and inside the brain and spinal cord. It fills the ventricles of the brain, cisterns, and sulci, as well as the central canal of the spinal cord. There is also a connection from the subarachnoid space to the bony labyrinth of the inner ear via the perilymphatic duct where the perilymph is continuous with the cerebrospinal fluid. The ependymal cells of the choroid plexus have multiple motile cilia on their apical surfaces that beat to move the CSF through the ventricles.\n",
+      "A sample of CSF can be taken from around the spinal cord via lumbar puncture. This can be used to test the intracranial pressure, as well as indicate diseases including infections of the brain or the surrounding meninges.\n",
+      "Although noted by Hippocrates, it was forgotten for centuries, though later was described in the 18th century by Emanuel Swedenborg. In 1914, Harvey Cushing demonstrated that CSF is secreted by the choroid plexus.\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Choroid blood flow function\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mThe choroid forms part of the vascular layer of the eyeball, along with the ciliary body and iris.It is a thin, pigmented vascular connective tissue layer of the eyeball that extends from the ora serrata to the optic nerve (CN II). It is located between the fibrous outer sclera and inner retina, extending from the optic nerve posteriorly.. The choroid is approximately 200μm thick at birth and ... Anatomy and function of the choroid plexus. Choroid plexus of lateral ventricle Plexus choroideus ventriculi lateralis 1/3. ... Sympathetic fibers from the superior cervical ganglion control blood flow to the choroid plexus, while parasympathetic fibers reduce CSF production. The choroid plexus is a complex network of capillaries lined by specialized cells and has various functions. One of the primary functions is to produce cerebrospinal fluid (CSF) via the ependymal cells that line the ventricles of the brain. Secondly, the choroid plexus serves as a barrier in the brain separating the blood from the CSF, known as the blood-CSF barrier. In addition to these vital ... The human brain is unlike any organ, in that it receives a complex vascular supply through various significant arteries. This vascular supply may be broken down into the anterior and posterior circulations. The primary contributors to the anterior circulation of the brain are the internal carotid arteries (ICA), while the primary contributors to the posterior circulation are the vertebral ... The structure of the choroid plexus makes it moderately porous, allowing selected material to flow between the CSF and the blood. The lining of the choroid plexus also has villi, which are small hairlike structures that help direct the material of the CSF. ... Variations in the function or structure of the choroid plexus can be associated with ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: DuckDuckGo Search\n",
+      "Action Input: Choroid blood flow retina\u001b[0m\n",
+      "Observation: \u001b[36;1m\u001b[1;3mIt is generally accepted that the choroid serves an important role in supplying retinal photoreceptors with their required nutrition. 33 Choroidal blood flow regulation seems also essential for retinal thermoregulation, 42 although the underlying mechanism is not well described. 33 Also not yet well established is the function of the nonvascular smooth muscle cells and their possible ... These results contribute to a better understanding of the effects of surgery on choroidal blood flow in MH patients. ... the physical pressure on the retina and choroid disappears, leading to the ... The ocular blood supply has been implicated in the development of the disease process, of which most research has focused on the role of the choroid and choriocapillaris. Recently, interest has ... Our purpose is to investigate the characteristic changes of retina, choroid structure, and blood flow in elderly patients with cCSC using scanning laser fundus color photography, FFA, ICGA, SS-OCT, SS-OCTA, and other imaging technologies, explore the unique clinical characteristics them and reveal new information about its pathogenesis. Much akin to the brain, retinal blood flow will increase in response to increased carbon dioxide and decrease in response to lower levels of carbon dioxide. The two branches are the posterior ciliary arteries which supply the outer and middle retina and the central retinal arteries which supply the inner retina. The choroid is the posterior ...\u001b[0m\n",
+      "Thought:\u001b[32;1m\u001b[1;3mAction: Wikipedia\n",
+      "Action Input: Choroid blood flow retina\u001b[0m"
+     ]
+    },
+    {
+     "ename": "WikipediaException",
+     "evalue": "An unknown error occured: \"Search is currently too busy. Please try again later.\". Please report it on GitHub!",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mWikipediaException\u001b[0m                        Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn[3], line 2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;66;03m# Run evaluation:\u001b[39;00m\n\u001b[0;32m----> 2\u001b[0m \u001b[43mllm_language_evaluation\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpath\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mPATH\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmodel\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mMODEL\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtemperature\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mTEMPERATURE\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mn_repetitions\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mN_REPETITIONS\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mreasoning\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mREASONING\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mlanguages\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mLANGUAGES\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/LLMs Bias/Language/src/Agent_Language_Evaluation.py:246\u001b[0m, in \u001b[0;36mllm_language_evaluation\u001b[0;34m(path, model, temperature, n_repetitions, reasoning, languages, llm_chain)\u001b[0m\n\u001b[1;32m    243\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m n \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(N_REPETITIONS): \n\u001b[1;32m    244\u001b[0m     \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mTest #\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mn\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m: \u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[0;32m--> 246\u001b[0m     response \u001b[38;5;241m=\u001b[39m \u001b[43mget_completion_from_messages\u001b[49m\u001b[43m(\u001b[49m\u001b[43mquestion\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mreact_agent\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    248\u001b[0m     \u001b[38;5;28mprint\u001b[39m(response)\n\u001b[1;32m    250\u001b[0m     \u001b[38;5;66;03m# Append to the list:\u001b[39;00m\n",
+      "File \u001b[0;32m~/LLMs Bias/Language/src/Agent_Language_Evaluation.py:93\u001b[0m, in \u001b[0;36mget_completion_from_messages\u001b[0;34m(messages, model)\u001b[0m\n\u001b[1;32m     89\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_completion_from_messages\u001b[39m(messages, \n\u001b[1;32m     90\u001b[0m                                  model):\n\u001b[1;32m     91\u001b[0m \n\u001b[1;32m     92\u001b[0m     \u001b[38;5;66;03m#try:\u001b[39;00m\n\u001b[0;32m---> 93\u001b[0m     response \u001b[38;5;241m=\u001b[39m \u001b[43mmodel\u001b[49m\u001b[43m(\u001b[49m\u001b[43mmessages\u001b[49m\u001b[43m)\u001b[49m[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124moutput\u001b[39m\u001b[38;5;124m'\u001b[39m]\n\u001b[1;32m     94\u001b[0m     \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mresponse\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m     95\u001b[0m     \u001b[38;5;28mprint\u001b[39m(response)\n",
+      "File \u001b[0;32m~/miniforge3/envs/llm_bias/lib/python3.9/site-packages/langchain/chains/base.py:306\u001b[0m, in \u001b[0;36mChain.__call__\u001b[0;34m(self, inputs, return_only_outputs, callbacks, tags, metadata, run_name, include_run_info)\u001b[0m\n\u001b[1;32m    304\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mBaseException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m    305\u001b[0m     run_manager\u001b[38;5;241m.\u001b[39mon_chain_error(e)\n\u001b[0;32m--> 306\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m e\n\u001b[1;32m    307\u001b[0m run_manager\u001b[38;5;241m.\u001b[39mon_chain_end(outputs)\n\u001b[1;32m    308\u001b[0m final_outputs: Dict[\u001b[38;5;28mstr\u001b[39m, Any] \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mprep_outputs(\n\u001b[1;32m    309\u001b[0m     inputs, outputs, return_only_outputs\n\u001b[1;32m    310\u001b[0m )\n",
+      "File \u001b[0;32m~/miniforge3/envs/llm_bias/lib/python3.9/site-packages/langchain/chains/base.py:300\u001b[0m, in \u001b[0;36mChain.__call__\u001b[0;34m(self, inputs, return_only_outputs, callbacks, tags, metadata, run_name, include_run_info)\u001b[0m\n\u001b[1;32m    293\u001b[0m run_manager \u001b[38;5;241m=\u001b[39m callback_manager\u001b[38;5;241m.\u001b[39mon_chain_start(\n\u001b[1;32m    294\u001b[0m     dumpd(\u001b[38;5;28mself\u001b[39m),\n\u001b[1;32m    295\u001b[0m     inputs,\n\u001b[1;32m    296\u001b[0m     name\u001b[38;5;241m=\u001b[39mrun_name,\n\u001b[1;32m    297\u001b[0m )\n\u001b[1;32m    298\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m    299\u001b[0m     outputs \u001b[38;5;241m=\u001b[39m (\n\u001b[0;32m--> 300\u001b[0m         \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_call\u001b[49m\u001b[43m(\u001b[49m\u001b[43minputs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrun_manager\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mrun_manager\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    301\u001b[0m         \u001b[38;5;28;01mif\u001b[39;00m new_arg_supported\n\u001b[1;32m    302\u001b[0m         \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_call(inputs)\n\u001b[1;32m    303\u001b[0m     )\n\u001b[1;32m    304\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mBaseException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m    305\u001b[0m     run_manager\u001b[38;5;241m.\u001b[39mon_chain_error(e)\n",
+      "File \u001b[0;32m~/miniforge3/envs/llm_bias/lib/python3.9/site-packages/langchain/agents/agent.py:1141\u001b[0m, in \u001b[0;36mAgentExecutor._call\u001b[0;34m(self, inputs, run_manager)\u001b[0m\n\u001b[1;32m   1139\u001b[0m \u001b[38;5;66;03m# We now enter the agent loop (until it returns something).\u001b[39;00m\n\u001b[1;32m   1140\u001b[0m \u001b[38;5;28;01mwhile\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_should_continue(iterations, time_elapsed):\n\u001b[0;32m-> 1141\u001b[0m     next_step_output \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_take_next_step\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m   1142\u001b[0m \u001b[43m        \u001b[49m\u001b[43mname_to_tool_map\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m   1143\u001b[0m \u001b[43m        \u001b[49m\u001b[43mcolor_mapping\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m   1144\u001b[0m \u001b[43m        \u001b[49m\u001b[43minputs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m   1145\u001b[0m \u001b[43m        \u001b[49m\u001b[43mintermediate_steps\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m   1146\u001b[0m \u001b[43m        \u001b[49m\u001b[43mrun_manager\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mrun_manager\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m   1147\u001b[0m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   1148\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(next_step_output, AgentFinish):\n\u001b[1;32m   1149\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_return(\n\u001b[1;32m   1150\u001b[0m             next_step_output, intermediate_steps, run_manager\u001b[38;5;241m=\u001b[39mrun_manager\n\u001b[1;32m   1151\u001b[0m         )\n",
+      "File \u001b[0;32m~/miniforge3/envs/llm_bias/lib/python3.9/site-packages/langchain/agents/agent.py:991\u001b[0m, in \u001b[0;36mAgentExecutor._take_next_step\u001b[0;34m(self, name_to_tool_map, color_mapping, inputs, intermediate_steps, run_manager)\u001b[0m\n\u001b[1;32m    989\u001b[0m         tool_run_kwargs[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mllm_prefix\u001b[39m\u001b[38;5;124m\"\u001b[39m] \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    990\u001b[0m     \u001b[38;5;66;03m# We then call the tool on the tool input to get an observation\u001b[39;00m\n\u001b[0;32m--> 991\u001b[0m     observation \u001b[38;5;241m=\u001b[39m \u001b[43mtool\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mrun\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m    992\u001b[0m \u001b[43m        \u001b[49m\u001b[43magent_action\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mtool_input\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    993\u001b[0m \u001b[43m        \u001b[49m\u001b[43mverbose\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mverbose\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    994\u001b[0m \u001b[43m        \u001b[49m\u001b[43mcolor\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mcolor\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    995\u001b[0m \u001b[43m        \u001b[49m\u001b[43mcallbacks\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mrun_manager\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_child\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mif\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mrun_manager\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01melse\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m    996\u001b[0m \u001b[43m        \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mtool_run_kwargs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    997\u001b[0m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    998\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m    999\u001b[0m     tool_run_kwargs \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39magent\u001b[38;5;241m.\u001b[39mtool_run_logging_kwargs()\n",
+      "File \u001b[0;32m~/miniforge3/envs/llm_bias/lib/python3.9/site-packages/langchain/tools/base.py:364\u001b[0m, in \u001b[0;36mBaseTool.run\u001b[0;34m(self, tool_input, verbose, start_color, color, callbacks, tags, metadata, run_name, **kwargs)\u001b[0m\n\u001b[1;32m    362\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m (\u001b[38;5;167;01mException\u001b[39;00m, \u001b[38;5;167;01mKeyboardInterrupt\u001b[39;00m) \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m    363\u001b[0m     run_manager\u001b[38;5;241m.\u001b[39mon_tool_error(e)\n\u001b[0;32m--> 364\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m e\n\u001b[1;32m    365\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m    366\u001b[0m     run_manager\u001b[38;5;241m.\u001b[39mon_tool_end(\n\u001b[1;32m    367\u001b[0m         \u001b[38;5;28mstr\u001b[39m(observation), color\u001b[38;5;241m=\u001b[39mcolor, name\u001b[38;5;241m=\u001b[39m\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mname, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs\n\u001b[1;32m    368\u001b[0m     )\n",
+      "File \u001b[0;32m~/miniforge3/envs/llm_bias/lib/python3.9/site-packages/langchain/tools/base.py:336\u001b[0m, in \u001b[0;36mBaseTool.run\u001b[0;34m(self, tool_input, verbose, start_color, color, callbacks, tags, metadata, run_name, **kwargs)\u001b[0m\n\u001b[1;32m    333\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m    334\u001b[0m     tool_args, tool_kwargs \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_to_args_and_kwargs(parsed_input)\n\u001b[1;32m    335\u001b[0m     observation \u001b[38;5;241m=\u001b[39m (\n\u001b[0;32m--> 336\u001b[0m         \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_run\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mtool_args\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrun_manager\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mrun_manager\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mtool_kwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    337\u001b[0m         \u001b[38;5;28;01mif\u001b[39;00m new_arg_supported\n\u001b[1;32m    338\u001b[0m         \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_run(\u001b[38;5;241m*\u001b[39mtool_args, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mtool_kwargs)\n\u001b[1;32m    339\u001b[0m     )\n\u001b[1;32m    340\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m ToolException \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m    341\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mhandle_tool_error:\n",
+      "File \u001b[0;32m~/miniforge3/envs/llm_bias/lib/python3.9/site-packages/langchain/tools/base.py:515\u001b[0m, in \u001b[0;36mTool._run\u001b[0;34m(self, run_manager, *args, **kwargs)\u001b[0m\n\u001b[1;32m    506\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfunc:\n\u001b[1;32m    507\u001b[0m     new_argument_supported \u001b[38;5;241m=\u001b[39m signature(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfunc)\u001b[38;5;241m.\u001b[39mparameters\u001b[38;5;241m.\u001b[39mget(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcallbacks\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m    508\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m (\n\u001b[1;32m    509\u001b[0m         \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfunc(\n\u001b[1;32m    510\u001b[0m             \u001b[38;5;241m*\u001b[39margs,\n\u001b[1;32m    511\u001b[0m             callbacks\u001b[38;5;241m=\u001b[39mrun_manager\u001b[38;5;241m.\u001b[39mget_child() \u001b[38;5;28;01mif\u001b[39;00m run_manager \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m,\n\u001b[1;32m    512\u001b[0m             \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs,\n\u001b[1;32m    513\u001b[0m         )\n\u001b[1;32m    514\u001b[0m         \u001b[38;5;28;01mif\u001b[39;00m new_argument_supported\n\u001b[0;32m--> 515\u001b[0m         \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    516\u001b[0m     )\n\u001b[1;32m    517\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mNotImplementedError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mTool does not support sync\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n",
+      "File \u001b[0;32m~/miniforge3/envs/llm_bias/lib/python3.9/site-packages/langchain/utilities/wikipedia.py:46\u001b[0m, in \u001b[0;36mWikipediaAPIWrapper.run\u001b[0;34m(self, query)\u001b[0m\n\u001b[1;32m     44\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mrun\u001b[39m(\u001b[38;5;28mself\u001b[39m, query: \u001b[38;5;28mstr\u001b[39m) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m \u001b[38;5;28mstr\u001b[39m:\n\u001b[1;32m     45\u001b[0m \u001b[38;5;250m    \u001b[39m\u001b[38;5;124;03m\"\"\"Run Wikipedia search and get page summaries.\"\"\"\u001b[39;00m\n\u001b[0;32m---> 46\u001b[0m     page_titles \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mwiki_client\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msearch\u001b[49m\u001b[43m(\u001b[49m\u001b[43mquery\u001b[49m\u001b[43m[\u001b[49m\u001b[43m:\u001b[49m\u001b[43mWIKIPEDIA_MAX_QUERY_LENGTH\u001b[49m\u001b[43m]\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m     47\u001b[0m     summaries \u001b[38;5;241m=\u001b[39m []\n\u001b[1;32m     48\u001b[0m     \u001b[38;5;28;01mfor\u001b[39;00m page_title \u001b[38;5;129;01min\u001b[39;00m page_titles[: \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mtop_k_results]:\n",
+      "File \u001b[0;32m~/miniforge3/envs/llm_bias/lib/python3.9/site-packages/wikipedia/util.py:28\u001b[0m, in \u001b[0;36mcache.__call__\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m     26\u001b[0m   ret \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_cache[key]\n\u001b[1;32m     27\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m---> 28\u001b[0m   ret \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_cache[key] \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfn\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m     30\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m ret\n",
+      "File \u001b[0;32m~/miniforge3/envs/llm_bias/lib/python3.9/site-packages/wikipedia/wikipedia.py:109\u001b[0m, in \u001b[0;36msearch\u001b[0;34m(query, results, suggestion)\u001b[0m\n\u001b[1;32m    107\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m HTTPTimeoutError(query)\n\u001b[1;32m    108\u001b[0m   \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m--> 109\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m WikipediaException(raw_results[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124merror\u001b[39m\u001b[38;5;124m'\u001b[39m][\u001b[38;5;124m'\u001b[39m\u001b[38;5;124minfo\u001b[39m\u001b[38;5;124m'\u001b[39m])\n\u001b[1;32m    111\u001b[0m search_results \u001b[38;5;241m=\u001b[39m (d[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mtitle\u001b[39m\u001b[38;5;124m'\u001b[39m] \u001b[38;5;28;01mfor\u001b[39;00m d \u001b[38;5;129;01min\u001b[39;00m raw_results[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mquery\u001b[39m\u001b[38;5;124m'\u001b[39m][\u001b[38;5;124m'\u001b[39m\u001b[38;5;124msearch\u001b[39m\u001b[38;5;124m'\u001b[39m])\n\u001b[1;32m    113\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m suggestion:\n",
+      "\u001b[0;31mWikipediaException\u001b[0m: An unknown error occured: \"Search is currently too busy. Please try again later.\". Please report it on GitHub!"
+     ]
+    }
+   ],
+   "source": [
+    "# Run evaluation:\n",
+    "llm_language_evaluation(path=PATH, model=MODEL, temperature=TEMPERATURE, n_repetitions=N_REPETITIONS, reasoning=REASONING, languages=LANGUAGES)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "079dcbc4",
+   "metadata": {},
+   "source": [
+    "#### See the results"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "a58184aa",
+   "metadata": {
+    "height": 30,
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>ID</th>\n",
+       "      <th>year</th>\n",
+       "      <th>test</th>\n",
+       "      <th>theme</th>\n",
+       "      <th>subtheme</th>\n",
+       "      <th>portuguese</th>\n",
+       "      <th>spanish</th>\n",
+       "      <th>english</th>\n",
+       "      <th>tagalog</th>\n",
+       "      <th>answer</th>\n",
+       "      <th>responses_spanish</th>\n",
+       "      <th>responses_spanish_0</th>\n",
+       "      <th>responses_tagalog</th>\n",
+       "      <th>responses_tagalog_0</th>\n",
+       "      <th>responses_portuguese</th>\n",
+       "      <th>responses_portuguese_0</th>\n",
+       "      <th>responses_english</th>\n",
+       "      <th>responses_english_0</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>1</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>Anatomia</td>\n",
+       "      <td>cornea</td>\n",
+       "      <td>Em qual região ocular células caliciformes são...</td>\n",
+       "      <td>¿En qué región ocular se encuentran fisiológic...</td>\n",
+       "      <td>In which ocular region are caliciform cells ph...</td>\n",
+       "      <td>Aling bahagi ng mata ay kung saan matatagpuan ...</td>\n",
+       "      <td>D</td>\n",
+       "      <td>b</td>\n",
+       "      <td>b</td>\n",
+       "      <td>a</td>\n",
+       "      <td>a</td>\n",
+       "      <td>b</td>\n",
+       "      <td>b</td>\n",
+       "      <td>b</td>\n",
+       "      <td>b</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>2</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>Anatomia</td>\n",
+       "      <td>retina</td>\n",
+       "      <td>Assinale a alternativa que melhor correlaciona...</td>\n",
+       "      <td>Marque la alternativa que mejor correlaciona l...</td>\n",
+       "      <td>Mark the alternative that best correlates the ...</td>\n",
+       "      <td>Ipagpares ang bahagi ng retina sa Hanay B sa t...</td>\n",
+       "      <td>B</td>\n",
+       "      <td>b</td>\n",
+       "      <td>b</td>\n",
+       "      <td>B</td>\n",
+       "      <td>B</td>\n",
+       "      <td>b</td>\n",
+       "      <td>b</td>\n",
+       "      <td>a</td>\n",
+       "      <td>a</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>3</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>Anatomia</td>\n",
+       "      <td>cornea</td>\n",
+       "      <td>Ordene as três denominações celulares encontra...</td>\n",
+       "      <td>Ordene los tres nombres de células que se encu...</td>\n",
+       "      <td>Order the three cell names found in the cornea...</td>\n",
+       "      <td>Ipagsunud-sunod ang mga cells ng corneal epith...</td>\n",
+       "      <td>A</td>\n",
+       "      <td>c</td>\n",
+       "      <td>c</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "      <td>c</td>\n",
+       "      <td>c</td>\n",
+       "      <td>C</td>\n",
+       "      <td>C</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>4</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>Anatomia</td>\n",
+       "      <td>cornea</td>\n",
+       "      <td>Sobre a membrana de Descemet da córnea, é corr...</td>\n",
+       "      <td>Con respecto a la membrana de la córnea de Des...</td>\n",
+       "      <td>Regarding Descemet's membrane of the cornea, i...</td>\n",
+       "      <td>Tama tungkol sa Descemet's membrane ng cornea:...</td>\n",
+       "      <td>C</td>\n",
+       "      <td>B</td>\n",
+       "      <td>B</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "      <td>C</td>\n",
+       "      <td>C</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>5</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>Anatomia</td>\n",
+       "      <td>cornea</td>\n",
+       "      <td>Sobre a camada lipídica do filme lacrimal, ass...</td>\n",
+       "      <td>Respecto a la capa lipídica de la película lag...</td>\n",
+       "      <td>About the lipidic layer of the lacrimal film, ...</td>\n",
+       "      <td>Piliin ang tamang sagot tungkol sa lipid layer...</td>\n",
+       "      <td>B</td>\n",
+       "      <td>B</td>\n",
+       "      <td>B</td>\n",
+       "      <td>A</td>\n",
+       "      <td>A</td>\n",
+       "      <td>B</td>\n",
+       "      <td>B</td>\n",
+       "      <td>B</td>\n",
+       "      <td>B</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>...</th>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>159</th>\n",
+       "      <td>161</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>Cristalino/Catarata</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>Após bloqueio retrobulbar para realização de c...</td>\n",
+       "      <td>Tras el bloqueo retrobulbar para realizar la c...</td>\n",
+       "      <td>After retrobulbar block for phacoemulsificatio...</td>\n",
+       "      <td>Matapos ang retrobulbar block para sa phacoemu...</td>\n",
+       "      <td>C</td>\n",
+       "      <td>a</td>\n",
+       "      <td>a</td>\n",
+       "      <td>d</td>\n",
+       "      <td>d</td>\n",
+       "      <td>C</td>\n",
+       "      <td>C</td>\n",
+       "      <td>a</td>\n",
+       "      <td>a</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>160</th>\n",
+       "      <td>162</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>Cristalino/Catarata</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>Sobre a biometria em olhos tamponados por óleo...</td>\n",
+       "      <td>Respecto a la biometría en ojos tamponados con...</td>\n",
+       "      <td>Regarding biometrics in eyes covered with sili...</td>\n",
+       "      <td>Alin sa mga sumusunod na pahayag patungkol sa ...</td>\n",
+       "      <td>D</td>\n",
+       "      <td>A</td>\n",
+       "      <td>A</td>\n",
+       "      <td>A</td>\n",
+       "      <td>A</td>\n",
+       "      <td>A</td>\n",
+       "      <td>A</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>161</th>\n",
+       "      <td>163</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>Cristalino/Catarata</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>Assinale a alternativa que contém, respectivam...</td>\n",
+       "      <td>Seleccionar la alternativa que contenga, respe...</td>\n",
+       "      <td>Check the alternative that contains, respectiv...</td>\n",
+       "      <td>Alin sa mga sumusunod na tambalan patungkol sa...</td>\n",
+       "      <td>A</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "      <td>D</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>162</th>\n",
+       "      <td>164</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>Cristalino/Catarata</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>Sobre a prevenção de endoftalmite em cirurgia ...</td>\n",
+       "      <td>En cuanto a la prevención de endoftalmitis en ...</td>\n",
+       "      <td>Regarding the prevention of endophthalmitis in...</td>\n",
+       "      <td>Alin sa mga sumusunod na pamamaraan upang mapi...</td>\n",
+       "      <td>B</td>\n",
+       "      <td>B</td>\n",
+       "      <td>B</td>\n",
+       "      <td>C</td>\n",
+       "      <td>C</td>\n",
+       "      <td>B</td>\n",
+       "      <td>B</td>\n",
+       "      <td>b</td>\n",
+       "      <td>b</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>163</th>\n",
+       "      <td>165</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>Cristalino/Catarata</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>Após realizar as fraturas do núcleo com a técn...</td>\n",
+       "      <td>Después de realizar las fracturas del núcleo c...</td>\n",
+       "      <td>After performing the core fractures with the d...</td>\n",
+       "      <td>Matapos isagawa ang core fractures gamit ang d...</td>\n",
+       "      <td>C</td>\n",
+       "      <td>d</td>\n",
+       "      <td>d</td>\n",
+       "      <td>b</td>\n",
+       "      <td>b</td>\n",
+       "      <td>a</td>\n",
+       "      <td>a</td>\n",
+       "      <td>b</td>\n",
+       "      <td>b</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>164 rows × 18 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "      ID  year        test                theme subtheme  \\\n",
+       "0      1  2022   Teórica I             Anatomia   cornea   \n",
+       "1      2  2022   Teórica I             Anatomia   retina   \n",
+       "2      3  2022   Teórica I             Anatomia   cornea   \n",
+       "3      4  2022   Teórica I             Anatomia   cornea   \n",
+       "4      5  2022   Teórica I             Anatomia   cornea   \n",
+       "..   ...   ...         ...                  ...      ...   \n",
+       "159  161  2022  Teórica II  Cristalino/Catarata      NaN   \n",
+       "160  162  2022  Teórica II  Cristalino/Catarata      NaN   \n",
+       "161  163  2022  Teórica II  Cristalino/Catarata      NaN   \n",
+       "162  164  2022  Teórica II  Cristalino/Catarata      NaN   \n",
+       "163  165  2022  Teórica II  Cristalino/Catarata      NaN   \n",
+       "\n",
+       "                                            portuguese  \\\n",
+       "0    Em qual região ocular células caliciformes são...   \n",
+       "1    Assinale a alternativa que melhor correlaciona...   \n",
+       "2    Ordene as três denominações celulares encontra...   \n",
+       "3    Sobre a membrana de Descemet da córnea, é corr...   \n",
+       "4    Sobre a camada lipídica do filme lacrimal, ass...   \n",
+       "..                                                 ...   \n",
+       "159  Após bloqueio retrobulbar para realização de c...   \n",
+       "160  Sobre a biometria em olhos tamponados por óleo...   \n",
+       "161  Assinale a alternativa que contém, respectivam...   \n",
+       "162  Sobre a prevenção de endoftalmite em cirurgia ...   \n",
+       "163  Após realizar as fraturas do núcleo com a técn...   \n",
+       "\n",
+       "                                               spanish  \\\n",
+       "0    ¿En qué región ocular se encuentran fisiológic...   \n",
+       "1    Marque la alternativa que mejor correlaciona l...   \n",
+       "2    Ordene los tres nombres de células que se encu...   \n",
+       "3    Con respecto a la membrana de la córnea de Des...   \n",
+       "4    Respecto a la capa lipídica de la película lag...   \n",
+       "..                                                 ...   \n",
+       "159  Tras el bloqueo retrobulbar para realizar la c...   \n",
+       "160  Respecto a la biometría en ojos tamponados con...   \n",
+       "161  Seleccionar la alternativa que contenga, respe...   \n",
+       "162  En cuanto a la prevención de endoftalmitis en ...   \n",
+       "163  Después de realizar las fracturas del núcleo c...   \n",
+       "\n",
+       "                                               english  \\\n",
+       "0    In which ocular region are caliciform cells ph...   \n",
+       "1    Mark the alternative that best correlates the ...   \n",
+       "2    Order the three cell names found in the cornea...   \n",
+       "3    Regarding Descemet's membrane of the cornea, i...   \n",
+       "4    About the lipidic layer of the lacrimal film, ...   \n",
+       "..                                                 ...   \n",
+       "159  After retrobulbar block for phacoemulsificatio...   \n",
+       "160  Regarding biometrics in eyes covered with sili...   \n",
+       "161  Check the alternative that contains, respectiv...   \n",
+       "162  Regarding the prevention of endophthalmitis in...   \n",
+       "163  After performing the core fractures with the d...   \n",
+       "\n",
+       "                                               tagalog answer  \\\n",
+       "0    Aling bahagi ng mata ay kung saan matatagpuan ...      D   \n",
+       "1    Ipagpares ang bahagi ng retina sa Hanay B sa t...      B   \n",
+       "2    Ipagsunud-sunod ang mga cells ng corneal epith...      A   \n",
+       "3    Tama tungkol sa Descemet's membrane ng cornea:...      C   \n",
+       "4    Piliin ang tamang sagot tungkol sa lipid layer...      B   \n",
+       "..                                                 ...    ...   \n",
+       "159  Matapos ang retrobulbar block para sa phacoemu...      C   \n",
+       "160  Alin sa mga sumusunod na pahayag patungkol sa ...      D   \n",
+       "161  Alin sa mga sumusunod na tambalan patungkol sa...      A   \n",
+       "162  Alin sa mga sumusunod na pamamaraan upang mapi...      B   \n",
+       "163  Matapos isagawa ang core fractures gamit ang d...      C   \n",
+       "\n",
+       "    responses_spanish responses_spanish_0 responses_tagalog  \\\n",
+       "0                   b                   b                 a   \n",
+       "1                   b                   b                 B   \n",
+       "2                   c                   c                 D   \n",
+       "3                   B                   B                 D   \n",
+       "4                   B                   B                 A   \n",
+       "..                ...                 ...               ...   \n",
+       "159                 a                   a                 d   \n",
+       "160                 A                   A                 A   \n",
+       "161                 D                   D                 D   \n",
+       "162                 B                   B                 C   \n",
+       "163                 d                   d                 b   \n",
+       "\n",
+       "    responses_tagalog_0 responses_portuguese responses_portuguese_0  \\\n",
+       "0                     a                    b                      b   \n",
+       "1                     B                    b                      b   \n",
+       "2                     D                    c                      c   \n",
+       "3                     D                    D                      D   \n",
+       "4                     A                    B                      B   \n",
+       "..                  ...                  ...                    ...   \n",
+       "159                   d                    C                      C   \n",
+       "160                   A                    A                      A   \n",
+       "161                   D                    D                      D   \n",
+       "162                   C                    B                      B   \n",
+       "163                   b                    a                      a   \n",
+       "\n",
+       "    responses_english responses_english_0  \n",
+       "0                   b                   b  \n",
+       "1                   a                   a  \n",
+       "2                   C                   C  \n",
+       "3                   C                   C  \n",
+       "4                   B                   B  \n",
+       "..                ...                 ...  \n",
+       "159                 a                   a  \n",
+       "160                 D                   D  \n",
+       "161                 D                   D  \n",
+       "162                 b                   b  \n",
+       "163                 b                   b  \n",
+       "\n",
+       "[164 rows x 18 columns]"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "if N_REPETITIONS > 1:\n",
+    "    df = pd.read_csv(f\"responses/rag_{MODEL}_Temperature{str(TEMPERATURE).replace('.', '_')}_{N_REPETITIONS}Repetitions.csv\")\n",
+    "else:\n",
+    "    df = pd.read_csv(f\"responses/rag_{MODEL}_Temperature{str(TEMPERATURE).replace('.', '_')}.csv\")\n",
+    "\n",
+    "df"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "041dc525",
+   "metadata": {},
+   "source": [
+    "### Data Analysis"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "85f6bb97",
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "n_repetitions should be a positive integer, not 0\n",
+      "n_repetitions will be set to 1\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/davidrestrepo/LLMs Bias/Language/src/data_analysis.py:215: UserWarning: FixedFormatter should only be used together with FixedLocator\n",
+      "  ax.set_xticklabels(languages, fontsize=16)\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1200x800 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "     theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  anatomy              7              6                 6              7   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0     21                 33.333333                 28.571429   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                    28.571429                 33.333333  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "    theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  cornea              4              1                 4              6   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0     10                      40.0                      10.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                         40.0                      60.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "        theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  embryology              0              0                 0              0   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0      2                       0.0                       0.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                          0.0                       0.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "      theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  genetics              0              1                 1              0   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0      2                       0.0                      50.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                         50.0                       0.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "      theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  glaucoma              3              4                 4              3   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0      9                 33.333333                 44.444444   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                    44.444444                 33.333333  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "      theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  oncology              1              1                 1              1   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0      1                     100.0                     100.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                        100.0                     100.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "          theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  pharmacology              5              3                 4   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              4      9                 55.555556                 33.333333   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                    44.444444                 44.444444  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "        theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  refraction             18             16                17             13   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0     31                 58.064516                 51.612903   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                     54.83871                 41.935484  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "    theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  retina              8              3                 5              8   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0     12                 66.666667                      25.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                    41.666667                 66.666667  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "            theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  contact lenses              1              0                 0   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              1      3                 33.333333                       0.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                          0.0                 33.333333  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "    theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  cornea              4              1                 4              6   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0     10                      40.0                      10.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                         40.0                      60.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "         theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  cornea/lens              1              1                 1              1   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0      1                     100.0                     100.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                        100.0                     100.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "      theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  glaucoma              3              4                 4              3   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0      9                 33.333333                 44.444444   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                    44.444444                 33.333333  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "              theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  glaucoma/uveitis              1              0                 1   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              0      1                     100.0                       0.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                        100.0                       0.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "           theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  lens/cataract              4              2                 5   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              4      8                      50.0                      25.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                         62.5                      50.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "        theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  low vision              1              0                 1              0   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0      1                     100.0                       0.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                        100.0                       0.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "                 theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  neuro-ophthalmology              3              2                 3   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              3      7                 42.857143                 28.571429   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                    42.857143                 42.857143  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "                    theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  ocular plastic surgery              7              7                 5   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              7     16                     43.75                     43.75   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                        31.25                     43.75  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "                             theme  match_spanish  match_tagalog  \\\n",
+      "0  oncology/ocular plastic surgery              1              0   \n",
+      "\n",
+      "   match_portuguese  match_english  Total  spanish_ratio_percentage  \\\n",
+      "0                 1              1      3                 33.333333   \n",
+      "\n",
+      "   tagalog_ratio_percentage  portuguese_ratio_percentage  \\\n",
+      "0                       0.0                    33.333333   \n",
+      "\n",
+      "   english_ratio_percentage  \n",
+      "0                 33.333333  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "    theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  optics              1              0                 0              0   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0      1                     100.0                       0.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                          0.0                       0.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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J8735cOudTJ8+XWvWrNGaNWv00UcfqX79+nrhhRf0+eef28cpXbq0atSo4bAvL168qBUrVqhDhw739LpJdvPr+erVq/rzzz9Vs2ZNGWO0Z8+eFOO/9NJLDs9r165tf+1I0sqVK5UzZ05FRkba21xcXNStWzen1Xnp0iXFxMSodu3a2r17t8OyJemVV15xmPbW02HGGC1ZskTNmzeXMcbhtRgeHq6YmBiH+aZH165dHfZL7dq1lZiY6LTLsNO6nDVr1ig6OlpPP/20w/q5urqqRo0a+vbbb1PM84UXXrD/7efnpzJlysjb21vt2rWzt5cpU0Z+fn4O+zw97+s5c+bYTxfeyTfffCNXV1f16NHDof21116TMSbFFV1hYWGqWrWq/XmRIkXUsmVLrVq1KsUpv7RYsmSJKlWqpNatW6cYlrzdM/pZZBU6jVrAx8dHknT58uU0jX/y5Em5uLjYv5CTBQYGys/PL8UHQUhIyG3ndeuw5KsW7tRBMyYmRtevX1dsbKwqVKiQpprTKjo6Wt98842ioqIc+mHUqlVLS5Ys0ZEjR1S6dGmHaYoUKeLwPPmL8tKlS5L+WcfevXtr0qRJWrBggWrXrq0WLVro2WeftYcRV1dXhYWFafPmzZL+CRy1a9fWI488osTERH3//fcKCAjQxYsXHQLH0aNH9eOPP9628+X58+cdnqe2L/r376+1a9eqevXqKlmypB599FE988wzqlWrVpq2mbnl/G+yIkWKOGybHj166KWXXlLZsmX17LPP6vTp0/ryyy81d+5cNW/eXIcOHbL3t7h5vmkNAdWrV3cIn08//bSqVKmiqKgoPf744/ZQ2LFjR0VFRenkyZMqWrSoFi9erISEBD333HNpWs7dnDp1SoMHD9ZXX31lfw0kS+6zk8zDwyPFvsuTJ4/DdCdPnlTBggXl5eXlMN6t77/0WrZsmUaOHKm9e/c69L26eXsnv9dvfd3cuuwLFy4oOjpas2bNuu2VbLe+FtPqbu8vZ7nbcpI/mxo0aJDq9Mmfo8lS27e+vr4qXLhwite0r6+vw/qk932dFidPnlRQUFCKfyxDQ0Ptw29WqlSpFPMoXbq0rl27pgsXLigwMDBdy//ll1/Upk2bO45zr59FzkbgsICPj4+CgoLSfaOltH4RpHZFyu2GJXeIGj9+vCpXrpzqNLly5dLFixfTVmQ6LV68WPHx8Zo4caImTpyYYviCBQs0bNgwhzZXV9dU53XzF/HEiRPVqVMnffnll1q9erV69OihMWPG6Pvvv1fhwoUlSY888ohGjRqluLg4bd68WYMGDZKfn58qVKigzZs3KyAgQJIcAkdSUpIaN26sfv36pVrDreEotX0RGhqqw4cPa9myZVq5cqWWLFmid999V4MHD06xrjfz9/eXlLYP/k8++UQHDx7UV199pcTERH366adavXq1qlWrpvLly+v999/X999/r0ceecQ+TfJ88+XLd9f5p8bFxUX169fXlClTdPToUZUvX16S1L59e/Xq1UsLFizQ66+/ro8++kjVqlVTmTJlMrScmyUmJqpx48a6ePGi+vfvr7Jly8rb21tnzpxRp06dUnT4u91rJ6NsNluqAfDW/0g3b96sFi1aqE6dOnr33XdVsGBB5cyZU7Nnz85QB73k9Xr22Wdv+8/CAw88kO75Sml7fznD3ZaTvI7z589P9cv25rB8p/mlZX3S+77OLjL6WWQVAodFHn/8cc2aNUvbtm1TWFjYHcctWrSokpKSdPToUXs6lqRz584pOjra4QZQ6ZV8zwUfHx81atTotuPlz59fPj4+dw1J6T1EvmDBAlWoUEFDhgxJMey9997TwoULM/zCr1ixoipWrKg33nhDW7duVa1atTRz5kyNHDlS0j9B4vr16/r444915swZe7CoU6eOPXCULl3aHjykf7bXlStX7rit0sLb29t+74zr16/riSee0KhRozRw4EB5eHikOk3ZsmUl/XNJ9Z1cu3ZNffv21YgRI+Tn56dz584pISFBQUFBkv4JQXny5NGZM2ccpjt+/LhcXFzu6cP1xo0bkqQrV67Y2/LmzWs/RdahQwdt2bJFkydPzvAybrZ//34dOXJEc+fOVceOHe3ta9asyfA8ixYtqm+//VbXrl1zOMpx65VQ0j//ld98aD7Zrf+9LlmyRB4eHlq1apXD5YuzZ89OseykpCQdP37c4T/eW5edP39+5c6dW4mJiff8WrxfJX82FShQwPJ1dNb7+mZFixbV2rVrU9xT6NChQ/bhN0vtHjlHjhyRl5eX/chLej5fS5QokaZ/ajPyWWQV+nBYpF+/fvL29tYLL7ygc+fOpRj+yy+/aMqUKZKkpk2bSlKKD+lJkyZJkpo1a5bhOqpWraoSJUpowoQJDl8SyZIvU3NxcVGrVq309ddfp3pL4uT/Fry9vSUpTXfCO336tDZt2qR27drpySefTPF4/vnndezYMW3fvj1d6xQbG2v/4ktWsWJFubi4OBzKrlGjhnLmzKmxY8cqb9689v/Ia9eure+//14bN250OLohSe3atdO2bdscbqqVLDo6OsVyU5PcFyOZm5ubypUrJ2PMHS+1K1SokIKDg+96S+ixY8cqT5489j4I/v7+ypEjh/2D7s8//0z1EO2uXbtUvnx5+2mn9EpISNDq1avl5ubmEIwl6bnnntOBAwfUt29fubq6qn379hlaxq2S/3u9+b9VY4z9vZMR4eHhSkhI0Pvvv29vS0pKsl9iebMSJUro0KFDDpdz7tu3L8Ul5a6urrLZbA5HPk6cOKEvvvgixbIl6d1333Vonzp1aor5tWnTRkuWLEn1S8WKy1j/beHh4fLx8dHo0aNTfV84cx3T875O62WxTZs2VWJioqZNm+bQ/vbbb8tms6lJkyYO7du2bXPod5N8CvTRRx+1v87T8/napk0b7du3T0uXLk0xLPn9ktHPIqtwhMMiJUqU0MKFC/XUU08pNDTU4U6jW7du1eLFi+3XVFeqVEkRERGaNWuWoqOjVbduXf3www+aO3euWrVqpfr162e4DhcXF33wwQdq0qSJypcvr+eff16FChXSmTNn9O2338rHx0dff/21JGn06NFavXq16tatq65duyo0NFR//PGHFi9erO+++05+fn6qXLmyXF1dNXbsWMXExMjd3V0NGjRQgQIFUix74cKFMsaoRYsWqdbWtGlT5ciRQwsWLFCNGjXSvE7r169XVFSU2rZtq9KlS+vGjRuaP3++/UM6mZeXl6pWrarvv//efg8O6Z8jHFevXtXVq1dTBI6+ffvqq6++0uOPP65OnTqpatWqunr1qvbv36/PPvtMJ06cuOspiUcffVSBgYGqVauWAgICdPDgQU2bNk3NmjW7a0fili1baunSpTLGpPrfzqlTpzR+/HgtX77c/iGVI0cOtWzZUj179tSpU6e0dOlSBQUFORxZS0hI0MaNG1N0VryTFStW2EPM+fPntXDhQh09elQDBgxIcX69WbNm8vf31+LFi9WkSZNUXw+3c+zYMftRqZtVqVJFjz76qEqUKKE+ffrozJkz8vHx0ZIlS+6pv0GrVq1UvXp1vfbaazp27JjKli2rr776yn5a8ebt3rlzZ02aNEnh4eHq0qWLzp8/r5kzZ6p8+fL2zuHJ6z9p0iQ99thjeuaZZ3T+/HlNnz5dJUuW1I8//mgfr2rVqmrTpo0mT56sv/76Sw8//LA2btyoI0eOpFj2W2+9pW+//VY1atRQZGSkypUrp4sXL2r37t1au3atZadB/y0+Pj6aMWOGnnvuOT344INq37698ufPr1OnTmn58uWqVatWii/zjErP+3rgwIGaO3eujh8/fseOo82bN1f9+vU1aNAgnThxQpUqVdLq1av15ZdfqmfPninu6FuhQgWFh4erR48ecnd3t4fOm4/wJncqHTRokNq3b6+cOXOqefPm9iBy6zp99tlnatu2rTp37qyqVavq4sWL+uqrrzRz5kxVqlTpnj6LLPGvXhPzH3TkyBETGRlpihUrZtzc3Ezu3LlNrVq1zNSpU01cXJx9vISEBDNs2DATEhJicubMaYKDg83AgQMdxjHm9pcRJl9SertLRffs2WOeeOIJ4+/vb9zd3U3RokVNu3btzLp16xzGO3nypOnYsaPJnz+/cXd3N8WLFzfdunVzuEz1/fffN8WLFzeurq53vES2YsWKpkiRInfcPvXq1TMFChQwCQkJt12H5EtQky9X/PXXX03nzp1NiRIljIeHh8mbN6+pX7++Wbt2bYr59+3b10gyY8eOdWgvWbKkkWR++eWXFNNcvnzZDBw40JQsWdK4ubmZfPnymZo1a5oJEyaY69evO9Q0fvz4FNO/9957pk6dOvZtXaJECdO3b9+73v/CGGN2795tJJnNmzenOrxt27bmiSeeSNF+7tw507x5c5M7d27z4IMPOlx+Z4wxK1ascLg0+U5SuyzWw8PDVK5c2cyYMeO2l7q+8sorRpJZuHDhXZeRLPky79QeXbp0McYYc+DAAdOoUSOTK1cuky9fPhMZGWn27duX4hLWiIgI4+3tnWIZQ4YMMbd+1F24cME888wzJnfu3MbX19d06tTJbNmyxUhyuMTSGGM++ugjU7x4cePm5mYqV65sVq1aleplsR9++KEpVaqUcXd3N2XLljWzZ89OddlXr1413bp1M3nz5jW5cuUyrVq1sl9e/NZbbzmMe+7cOdOtWzcTHBxscubMaQIDA03Dhg3NrFmz0rRtU7ss9tbL3pPfd+m51D0tl8WmdTnffvutCQ8PN76+vsbDw8OUKFHCdOrUyeE1fLt9W7du3VQv+0ztczIt7+vkZSkNl8Umz7NXr14mKCjI5MyZ05QqVcqMHz8+xXtEkunWrZv56KOP7K+RKlWqpLrNR4wYYQoVKmRcXFwc6rh1fxpjzF9//WWioqJMoUKFjJubmylcuLCJiIiwX0p9L59FVrAZ4+SeQgDuScOGDRUUFJTi9yvuRatWrWSz2VI9/OosvXr10ocffqizZ8+muAIkK/jiiy/UunVrfffdd/96L/69e/eqSpUq+uijj9ShQ4d/ddmwns1mU7du3Zx2xCarog8HcJ8ZPXq0PvnkE6fdF+HgwYNatmyZRowY4ZT5pSYuLk4fffSR2rRpkyXCxq23RU9MTNTUqVPl4+OT4pb4Vi9b+qf/louLi+rUqWPpsoHMRB8O4D5To0YNXb9+3WnzCw0NTVNn14w4f/681q5dq88++0x//fWXw+8D3c+6d++uv//+W2FhYYqPj9fnn3+urVu3avTo0Xe87NwZxo0bp127dql+/frKkSOHVqxYoRUrVqhr164KDg62dNlAZiJwAMiwAwcOqEOHDipQoIDeeeed297r5X7ToEEDTZw4UcuWLVNcXJxKliypqVOnKioqyvJl16xZU2vWrNGIESN05coVFSlSREOHDtWgQYMsXzaQmejDAQAALEcfDgAAYDkCBwAAsBx9OPTPXQZ///135c6d2ym/bgkAwH+FMUaXL19WUFCQXFxufxyDwCHp999/p3c4AAD34PTp0/Yfz0wNgUOy3+L19OnTKW7ZDAAAbi82NlbBwcF3vV06gUP/9/sFPj4+BA4AADLgbl0S6DQKAAAsR+AAAACWI3AAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALAcgQMAAFiOwAEAACxH4AAAAJYjcAAAAMsROAAAgOUIHAAAwHIEDgAAYDkCBwAAsFymBo5NmzapefPmCgoKks1m0xdffOEw3BijwYMHq2DBgvL09FSjRo109OhRh3EuXryoDh06yMfHR35+furSpYuuXLnyL64FAAC4m0wNHFevXlWlSpU0ffr0VIePGzdO77zzjmbOnKnt27fL29tb4eHhiouLs4/ToUMH/fzzz1qzZo2WLVumTZs2qWvXrv/WKgAAgDSwGWNMZhchSTabTUuXLlWrVq0k/XN0IygoSK+99pr69OkjSYqJiVFAQIDmzJmj9u3b6+DBgypXrpx27NihatWqSZJWrlyppk2b6rffflNQUFCalh0bGytfX1/FxMTIx8fHkvUDACA7Sut36H3bh+P48eM6e/asGjVqZG/z9fVVjRo1tG3bNknStm3b5OfnZw8bktSoUSO5uLho+/btt513fHy8YmNjHR4AAMA6OTK7gNs5e/asJCkgIMChPSAgwD7s7NmzKlCggMPwHDlyKG/evPZxUjNmzBgNGzbMyRWnVGzAcsuX8V934q1mmV0CACAN7tsjHFYaOHCgYmJi7I/Tp09ndkkAAGRr923gCAwMlCSdO3fOof3cuXP2YYGBgTp//rzD8Bs3bujixYv2cVLj7u4uHx8fhwcAALDOfRs4QkJCFBgYqHXr1tnbYmNjtX37doWFhUmSwsLCFB0drV27dtnHWb9+vZKSklSjRo1/vWYAAJC6TO3DceXKFR07dsz+/Pjx49q7d6/y5s2rIkWKqGfPnho5cqRKlSqlkJAQvfnmmwoKCrJfyRIaGqrHHntMkZGRmjlzphISEhQVFaX27dun+QoVAABgvUwNHDt37lT9+vXtz3v37i1JioiI0Jw5c9SvXz9dvXpVXbt2VXR0tB555BGtXLlSHh4e9mkWLFigqKgoNWzYUC4uLmrTpo3eeeedf31dAADA7d039+HITFbdh4OrVKzHVSoAkLmy/H04AABA9kHgAAAAliNwAAAAyxE4AACA5QgcAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALAcgQMAAFiOwAEAACxH4AAAAJYjcAAAAMsROAAAgOUIHAAAwHIEDgAAYDkCBwAAsByBAwAAWI7AAQAALEfgAAAAliNwAAAAyxE4AACA5QgcAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALAcgQMAAFiOwAEAACxH4AAAAJYjcAAAAMsROAAAgOUIHAAAwHIEDgAAYDkCBwAAsByBAwAAWI7AAQAALEfgAAAAliNwAAAAyxE4AACA5QgcAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALAcgQMAAFiOwAEAACxH4AAAAJYjcAAAAMsROAAAgOUIHAAAwHIEDgAAYDkCBwAAsByBAwAAWI7AAQAALEfgAAAAliNwAAAAyxE4AACA5QgcAADAcvd14EhMTNSbb76pkJAQeXp6qkSJEhoxYoSMMfZxjDEaPHiwChYsKE9PTzVq1EhHjx7NxKoBAMCt7uvAMXbsWM2YMUPTpk3TwYMHNXbsWI0bN05Tp061jzNu3Di98847mjlzprZv3y5vb2+Fh4crLi4uEysHAAA3y5HZBdzJ1q1b1bJlSzVr1kySVKxYMX388cf64YcfJP1zdGPy5Ml644031LJlS0nSvHnzFBAQoC+++ELt27fPtNoBAMD/ua+PcNSsWVPr1q3TkSNHJEn79u3Td999pyZNmkiSjh8/rrNnz6pRo0b2aXx9fVWjRg1t27bttvONj49XbGyswwMAAFjnvj7CMWDAAMXGxqps2bJydXVVYmKiRo0apQ4dOkiSzp49K0kKCAhwmC4gIMA+LDVjxozRsGHDrCscAAA4uK+PcHz66adasGCBFi5cqN27d2vu3LmaMGGC5s6de0/zHThwoGJiYuyP06dPO6liAACQmvv6CEffvn01YMAAe1+MihUr6uTJkxozZowiIiIUGBgoSTp37pwKFixon+7cuXOqXLnybefr7u4ud3d3S2sHAAD/574+wnHt2jW5uDiW6OrqqqSkJElSSEiIAgMDtW7dOvvw2NhYbd++XWFhYf9qrQAA4Pbu6yMczZs316hRo1SkSBGVL19ee/bs0aRJk9S5c2dJks1mU8+ePTVy5EiVKlVKISEhevPNNxUUFKRWrVplbvEAAMDuvg4cU6dO1ZtvvqlXXnlF58+fV1BQkF588UUNHjzYPk6/fv109epVde3aVdHR0XrkkUe0cuVKeXh4ZGLlAADgZjZz8207/6NiY2Pl6+urmJgY+fj4OG2+xQYsd9q8kLoTbzXL7BIA4D8trd+h93UfDgAAkD0QOAAAgOUIHAAAwHIEDgAAYDkCBwAAsByBAwAAWI7AAQAALEfgAAAAliNwAAAAyxE4AACA5QgcAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALAcgQMAAFiOwAEAACxH4AAAAJYjcAAAAMsROAAAgOUIHAAAwHIEDgAAYDkCBwAAsByBAwAAWI7AAQAALEfgAAAAliNwAAAAyxE4AACA5QgcAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALBcjoxMdPz4cW3evFknT57UtWvXlD9/flWpUkVhYWHy8PBwdo0AACCLS1fgWLBggaZMmaKdO3cqICBAQUFB8vT01MWLF/XLL7/Iw8NDHTp0UP/+/VW0aFGragYAAFlMmgNHlSpV5Obmpk6dOmnJkiUKDg52GB4fH69t27Zp0aJFqlatmt599121bdvW6QUDAICsJ82B46233lJ4ePhth7u7u6tevXqqV6+eRo0apRMnTjijPgAAkA2kOXDcKWzcyt/fX/7+/hkqCAAAZD8Z6jR6s+XLl2vDhg1KTExUrVq11KZNG2fUBQAAspF7uiz2zTffVL9+/WSz2WSMUa9evdS9e3dn1QYAALKJdB3h2Llzp6pVq2Z//sknn2jfvn3y9PSUJHXq1En16tXT1KlTnVslAADI0tJ1hOOll15Sz549de3aNUlS8eLFNXHiRB0+fFj79+/XjBkzVLp0aUsKBQAAWVe6Asf27dtVsGBBPfjgg/r666/1v//9T3v27FHNmjVVu3Zt/fbbb1q4cKFVtQIAgCwqXadUXF1d1b9/f7Vt21Yvv/yyvL29NW3aNAUFBVlVHwAAyAYy1Gm0ePHiWrVqlVq3bq06depo+vTpzq4LAABkI+kKHNHR0erXr5+aN2+uN954Q61bt9b27du1Y8cOPfzww9q/f79VdQIAgCwsXYEjIiJC27dvV7NmzXT48GG9/PLL8vf315w5czRq1Cg99dRT6t+/v1W1AgCALCpdfTjWr1+vPXv2qGTJkoqMjFTJkiXtwxo2bKjdu3dr+PDhTi8SAABkbek6wlGqVCnNmjVLR44c0cyZM1P8IqyHh4dGjx7t1AIBAEDWl67A8b///U/r169XlSpVtHDhQs2YMcOqugAAQDaSrlMqlStX1s6dO62qBQAAZFNpPsJhjLGyDgAAkI2lOXCUL19eixYt0vXr1+843tGjR/Xyyy/rrbfeuufiAABA9pDmUypTp05V//799corr6hx48aqVq2agoKC5OHhoUuXLunAgQP67rvv9PPPPysqKkovv/yylXUDAIAsJM2Bo2HDhtq5c6e+++47ffLJJ1qwYIFOnjypv//+W/ny5VOVKlXUsWNHdejQQXny5LGyZgAAkMWkq9OoJD3yyCN65JFHrKgFAABkUxn6LRUAAID0IHAAAADLETgAAIDlCBwAAMByBA4AAGC5DAWO3bt3a//+/fbnX375pVq1aqXXX3/9rjcGAwAA/z0ZChwvvviijhw5Ikn69ddf1b59e3l5eWnx4sXq16+fUwsEAABZX4YCx5EjR1S5cmVJ0uLFi1WnTh0tXLhQc+bM0ZIlS5xZHwAAyAYyFDiMMUpKSpIkrV27Vk2bNpUkBQcH688//3RedQAAIFvIUOCoVq2aRo4cqfnz52vjxo1q1qyZJOn48eMKCAhwaoFnzpzRs88+K39/f3l6eqpixYrauXOnfbgxRoMHD1bBggXl6empRo0a6ejRo06tAQAA3JsMBY7Jkydr9+7dioqK0qBBg1SyZElJ0meffaaaNWs6rbhLly6pVq1aypkzp1asWKEDBw5o4sSJDr/VMm7cOL3zzjuaOXOmtm/fLm9vb4WHhysuLs5pdQAAgHuT7t9SSUxMVHR0tDZt2pTiR9rGjx8vV1dXpxU3duxYBQcHa/bs2fa2kJAQ+9/GGE2ePFlvvPGGWrZsKUmaN2+eAgIC9MUXX6h9+/ZOqwUAAGRcuo9wuLq66tFHH1V0dHSKYR4eHsqZM6cz6pIkffXVV6pWrZratm2rAgUKqEqVKnr//fftw48fP66zZ8+qUaNG9jZfX1/VqFFD27Ztu+184+PjFRsb6/AAAADWydAplQoVKujXX391di0p/Prrr5oxY4ZKlSqlVatW6eWXX1aPHj00d+5cSdLZs2clKUW/kYCAAPuw1IwZM0a+vr72R3BwsHUrAQAAMhY4Ro4cqT59+mjZsmX6448/LDtakJSUpAcffFCjR49WlSpV1LVrV0VGRmrmzJn3NN+BAwcqJibG/jh9+rSTKgYAAKlJdx8OSfbLYFu0aCGbzWZvN8bIZrMpMTHRKcUVLFhQ5cqVc2gLDQ213+sjMDBQknTu3DkVLFjQPs65c+fs9wlJjbu7u9zd3Z1SIwAAuLsMBY5vv/3W2XWkqlatWjp8+LBD25EjR1S0aFFJ/3QgDQwM1Lp16+wBIzY2Vtu3b9fLL7/8r9QIAADuLkOBo27dus6uI1W9evVSzZo1NXr0aLVr104//PCDZs2apVmzZkmSbDabevbsqZEjR6pUqVIKCQnRm2++qaCgILVq1epfqREAANxdhn8tdvPmzXr22WdVs2ZNnTlzRpI0f/58fffdd04r7qGHHtLSpUv18ccfq0KFChoxYoQmT56sDh062Mfp16+funfvrq5du+qhhx7SlStXtHLlSnl4eDitDgAAcG8yFDiWLFmi8PBweXp6avfu3YqPj5ckxcTEaPTo0U4t8PHHH9f+/fsVFxengwcPKjIy0mG4zWbT8OHDdfbsWcXFxWnt2rUqXbq0U2sAAAD3JsNXqcycOVPvv/++w303atWqpd27dzutOAAAkD1kKHAcPnxYderUSdHu6+ub6g3BAADAf1uGAkdgYKCOHTuWov27775T8eLF77koAACQvWQocERGRurVV1/V9u3bZbPZ9Pvvv2vBggXq06cPl6MCAIAUMnRZ7IABA5SUlKSGDRvq2rVrqlOnjtzd3dWnTx91797d2TUCAIAsLkOBw2azadCgQerbt6+OHTumK1euqFy5csqVK5ez6wMAANlAhgLH+vXrVbNmTXl4eKS49TgAAMCtMhQ4WrRooRs3buihhx5SvXr1VLduXdWqVUuenp7Org8AAGQDGeo0eunSJa1bt05NmjTRDz/8oNatW8vPz0+1atXSG2+84ewaAQBAFmczxph7ncnPP/+s8ePHa8GCBUpKSnLar8X+W2JjY+Xr66uYmBj5+Pg4bb7FBix32ryQuhNvNcvsEgDgPy2t36EZOqVy5MgRbdiwQRs2bNDGjRsVHx+v2rVra8KECapXr15GawYAANlUhgJH2bJllT9/fr366qsaMGCAKlasKJvN5uzaAABANpGhPhw9evRQoUKFNHz4cL300ksaNGiQVq9erWvXrjm7PgAAkA1kKHBMnjxZu3fv1tmzZzVw4EBdv35dgwYNUr58+VSrVi1n1wgAALK4DAWOZImJiUpISFB8fLzi4uIUHx+vw4cPO6s2AACQTWT4lMoDDzyggIAAvfjii/r9998VGRmpPXv26MKFC86uEQAAZHEZ6jT6xx9/qGvXrqpXr54qVKjg7JoAAEA2k6HAsXjxYmfXAQAAsrEMnVKZO3euli//v5ta9evXT35+fqpZs6ZOnjzptOIAAED2kKHAMXr0aPvvpmzbtk3Tp0/XuHHjlC9fPvXq1cupBQIAgKwvQ6dUTp8+rZIlS0qSvvjiC7Vp00Zdu3ZVrVq1uNMoAABIIUNHOHLlyqW//vpLkrR69Wo1btxYkuTh4aG///7bedUBAIBsIUNHOBo3bqwXXnhBVapU0ZEjR9S0aVNJ//yIW7FixZxZHwAAyAYydIRj+vTpCgsL04ULF7RkyRL5+/tLknbt2qWnn37aqQUCAICsL0NHOPz8/DRt2rQU7cOGDbvnggAAQPaTocAhSdHR0frhhx90/vx5JSUl2dttNpuee+45pxQHAACyhwwFjq+//lodOnTQlStX5OPj4/DT9AQOAABwqwz14XjttdfUuXNnXblyRdHR0bp06ZL9cfHiRWfXCAAAsrgMBY4zZ86oR48e8vLycnY9AAAgG8pQ4AgPD9fOnTudXQsAAMimMtSHo1mzZurbt68OHDigihUrKmfOnA7DW7Ro4ZTiAABA9pChwBEZGSlJGj58eIphNptNiYmJ91YVAADIVjIUOG6+DBYAAOBuMtSH43aio6NTvSEYAAD4b3NK4Fi3bp2eeeYZFSxYUEOGDHHGLAEAQDaS4cBx+vRpDR8+XCEhIXr00Udls9m0dOlSnT171pn1AQCAbCBdgSMhIUGLFy9WeHi4ypQpo71792r8+PFycXHRoEGD9Nhjj6W4YgUAACBdnUYLFSqksmXL6tlnn9WiRYuUJ08eSeIXYgEAwB2l6wjHjRs3ZLPZZLPZ5OrqalVNAAAgm0lX4Pj999/VtWtXffzxxwoMDFSbNm20dOlShx9vAwAAuFW6AoeHh4c6dOig9evXa//+/QoNDVWPHj1048YNjRo1SmvWrOGmXwAAIIUMX6VSokQJjRw5UidPntTy5csVHx+vxx9/XAEBAc6sDwAAZAMZutPozVxcXNSkSRM1adJEFy5c0Pz5851RFwAAyEaceqfR/Pnzq3fv3s6cJQAAyAacGjgAAABSQ+AAAACWI3AAAADLZShwDB8+XNeuXUvR/vfff2v48OH3XBQAAMheMhQ4hg0bpitXrqRov3btmoYNG3bPRQEAgOwlQ4HDGJPq3UX37dunvHnz3nNRAAAge0nXfTjy5Mlj/y2V0qVLO4SOxMREXblyRS+99JLTiwQAAFlbugLH5MmTZYxR586dNWzYMPn6+tqHubm5qVixYgoLC3N6kQAAIGtLV+CIiIiQJIWEhKhWrVrKkeOeb1QKAAD+AzLUh+Pq1atat25divZVq1ZpxYoV91wUAADIXjIUOAYMGJDqr8IaYzRgwIB7LgoAAGQvGQocR48eVbly5VK0ly1bVseOHbvnogAAQPaSocDh6+urX3/9NUX7sWPH5O3tfc9FAQCA7CVDgaNly5bq2bOnfvnlF3vbsWPH9Nprr6lFixZOKw4AAGQPGQoc48aNk7e3t8qWLauQkBCFhIQoNDRU/v7+mjBhgrNrBAAAWVyGrmv19fXV1q1btWbNGu3bt0+enp564IEHVKdOHWfXBwAAsoEM30jDZrPp0UcfVZ06deTu7p7qrc4BAACkDJ5SSUpK0ogRI1SoUCHlypVLx48flyS9+eab+vDDD51aIAAAyPoyFDhGjhypOXPmaNy4cXJzc7O3V6hQQR988IHTigMAANlDhgLHvHnzNGvWLHXo0EGurq729kqVKunQoUNOKw4AAGQPGQocZ86cUcmSJVO0JyUlKSEh4Z6LAgAA2UuGAke5cuW0efPmFO2fffaZqlSpcs9FAQCA7CVDV6kMHjxYEREROnPmjJKSkvT555/r8OHDmjdvnpYtW+bsGgEAQBaX4TuNfv3111q7dq28vb01ePBgHTx4UF9//bUaN27s7BoBAEAWl+4jHDdu3NDo0aPVuXNnrVmzxoqaAABANpPuIxw5cuTQuHHjdOPGDSvqAQAA2VCGTqk0bNhQGzdudHYtAAAgm8pQp9EmTZpowIAB2r9/v6pWrZriJ+n5xVgAAHCzDAWOV155RZI0adKkFMNsNpsSExPvrSoAAJCtZChwJCUlObsOAACQjaW7D0dCQoJy5Mihn376yYp6AABANpTuwJEzZ04VKVKE0yYAACDNMnSVyqBBg/T666/r4sWLzq4HAABkQxkKHNOmTdOmTZsUFBSkMmXK6MEHH3R4WOWtt96SzWZTz5497W1xcXHq1q2b/P39lStXLrVp00bnzp2zrAYAAJB+Geo02qpVKyeXcXc7duzQe++9pwceeMChvVevXlq+fLkWL14sX19fRUVF6YknntCWLVv+9RoBAEDqMhQ4hgwZ4uw67ujKlSvq0KGD3n//fY0cOdLeHhMTow8//FALFy5UgwYNJEmzZ89WaGiovv/+ez388MP/ap0AACB1GTqlkmzXrl366KOP9NFHH2nPnj3OqimFbt26qVmzZmrUqFGK5SckJDi0ly1bVkWKFNG2bdtuO7/4+HjFxsY6PAAAgHUydITj/Pnzat++vTZs2CA/Pz9JUnR0tOrXr69FixYpf/78Titw0aJF2r17t3bs2JFi2NmzZ+Xm5mavIVlAQIDOnj1723mOGTNGw4YNc1qNAADgzjJ0hKN79+66fPmyfv75Z128eFEXL17UTz/9pNjYWPXo0cNpxZ0+fVqvvvqqFixYIA8PD6fNd+DAgYqJibE/Tp8+7bR5AwCAlDJ0hGPlypVau3atQkND7W3lypXT9OnT9eijjzqtuF27dun8+fMOV74kJiZq06ZNmjZtmlatWqXr168rOjra4SjHuXPnFBgYeNv5uru7y93d3Wl1AgCAO8vwrc1z5syZoj1nzpxOve15w4YNtX//foe2559/XmXLllX//v0VHBysnDlzat26dWrTpo0k6fDhwzp16pTCwsKcVgcAALg3GQocDRo00KuvvqqPP/5YQUFBkqQzZ86oV69eatiwodOKy507typUqODQ5u3tLX9/f3t7ly5d1Lt3b+XNm1c+Pj7q3r27wsLCuEIFAID7SIYCx7Rp09SiRQsVK1ZMwcHBkv7pb1GhQgV99NFHTi3wbt5++225uLioTZs2io+PV3h4uN59991/tQYAAHBnNmOMyciExhitXbtWhw4dkiSFhoamuGw1q4iNjZWvr69iYmLk4+PjtPkWG7DcafNC6k681SyzSwCA/7S0fodm6AiHJNlsNjVu3FiNGzfO6CwAAMB/RLoui12/fr3KlSuX6o2yYmJiVL58eW3evNlpxQEAgOwhXYFj8uTJioyMTPWQia+vr1588UVNmjTJacUBAIDsIV2BY9++fXrsscduO/zRRx/Vrl277rkoAACQvaQrcJw7dy7V+28ky5Ejhy5cuHDPRQEAgOwlXYGjUKFC+umnn247/Mcff1TBggXvuSgAAJC9pCtwNG3aVG+++abi4uJSDPv77781ZMgQPf74404rDgAAZA/puiz2jTfe0Oeff67SpUsrKipKZcqUkSQdOnRI06dPV2JiogYNGmRJoQAAIOtKV+AICAjQ1q1b9fLLL2vgwIFKvmeYzWZTeHi4pk+froCAAEsKBQAAWVe6b/xVtGhRffPNN7p06ZKOHTsmY4xKlSqlPHnyWFEfAADIBjJ8p9E8efLooYcecmYtAAAgm0pXp1EAAICMIHAAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALAcgQMAAFiOwAEAACxH4AAAAJYjcAAAAMsROAAAgOUIHAAAwHIEDgAAYDkCBwAAsByBAwAAWI7AAQAALEfgAAAAliNwAAAAyxE4AACA5QgcAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALAcgQMAAFiOwAEAACxH4AAAAJYjcAAAAMsROAAAgOUIHAAAwHIEDgAAYDkCBwAAsByBAwAAWI7AAQAALEfgAAAAliNwAAAAyxE4AACA5QgcAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALAcgQMAAFiOwAEAACxH4AAAAJYjcAAAAMsROAAAgOUIHAAAwHIEDgAAYDkCBwAAsByBAwAAWI7AAQAALEfgAAAAliNwAAAAy93XgWPMmDF66KGHlDt3bhUoUECtWrXS4cOHHcaJi4tTt27d5O/vr1y5cqlNmzY6d+5cJlUMAABSc18Hjo0bN6pbt276/vvvtWbNGiUkJOjRRx/V1atX7eP06tVLX3/9tRYvXqyNGzfq999/1xNPPJGJVQMAgFvlyOwC7mTlypUOz+fMmaMCBQpo165dqlOnjmJiYvThhx9q4cKFatCggSRp9uzZCg0N1ffff6+HH344M8oGAAC3uK+PcNwqJiZGkpQ3b15J0q5du5SQkKBGjRrZxylbtqyKFCmibdu23XY+8fHxio2NdXgAAADrZJnAkZSUpJ49e6pWrVqqUKGCJOns2bNyc3OTn5+fw7gBAQE6e/bsbec1ZswY+fr62h/BwcFWlg4AwH9elgkc3bp1008//aRFixbd87wGDhyomJgY++P06dNOqBAAANzOfd2HI1lUVJSWLVumTZs2qXDhwvb2wMBAXb9+XdHR0Q5HOc6dO6fAwMDbzs/d3V3u7u5WlgwAAG5yXx/hMMYoKipKS5cu1fr16xUSEuIwvGrVqsqZM6fWrVtnbzt8+LBOnTqlsLCwf7tcAABwG/f1EY5u3bpp4cKF+vLLL5U7d257vwxfX195enrK19dXXbp0Ue/evZU3b175+Pioe/fuCgsL4woVAADuI/d14JgxY4YkqV69eg7ts2fPVqdOnSRJb7/9tlxcXNSmTRvFx8crPDxc77777r9cKQAAuJP7OnAYY+46joeHh6ZPn67p06f/CxUBAICMuK/7cAAAgOyBwAEAACxH4AAAAJYjcAAAAMsROAAAgOUIHAAAwHIEDgAAYDkCBwAAsByBAwAAWI7AAQAALEfgAAAAliNwAAAAyxE4AACA5QgcAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALAcgQMAAFiOwAEAACxH4AAAAJYjcAAAAMsROAAAgOUIHAAAwHIEDgAAYDkCBwAAsByBAwAAWI7AAQAALEfgAAAAliNwAAAAyxE4AACA5QgcAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALAcgQMAAFiOwAEAACxH4AAAAJYjcAAAAMsROAAAgOUIHAAAwHIEDgAAYDkCBwAAsByBAwAAWI7AAQAALEfgAAAAliNwAAAAyxE4AACA5QgcAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAAADLETgAAIDlCBwAAMByBA4AAGA5AgcAALAcgQMAAFiOwAEAACxH4AAAAJYjcAAAAMsROAAAgOWyTeCYPn26ihUrJg8PD9WoUUM//PBDZpcEAAD+v2wROD755BP17t1bQ4YM0e7du1WpUiWFh4fr/PnzmV0aAABQNgkckyZNUmRkpJ5//nmVK1dOM2fOlJeXl/73v/9ldmkAAEBSjswu4F5dv35du3bt0sCBA+1tLi4uatSokbZt25bqNPHx8YqPj7c/j4mJkSTFxsY6tbak+GtOnR9ScvY+AwCkT/LnsDHmjuNl+cDx559/KjExUQEBAQ7tAQEBOnToUKrTjBkzRsOGDUvRHhwcbEmNsI7v5MyuAAAgSZcvX5avr+9th2f5wJERAwcOVO/eve3Pk5KSdPHiRfn7+8tms2ViZZknNjZWwcHBOn36tHx8fDK7HKQT+y/rYt9lXey7fxhjdPnyZQUFBd1xvCwfOPLlyydXV1edO3fOof3cuXMKDAxMdRp3d3e5u7s7tPn5+VlVYpbi4+Pzn37jZHXsv6yLfZd1se90xyMbybJ8p1E3NzdVrVpV69ats7clJSVp3bp1CgsLy8TKAABAsix/hEOSevfurYiICFWrVk3Vq1fX5MmTdfXqVT3//POZXRoAAFA2CRxPPfWULly4oMGDB+vs2bOqXLmyVq5cmaIjKW7P3d1dQ4YMSXGqCVkD+y/rYt9lXey79LGZu13HAgAAcI+yfB8OAABw/yNwAAAAyxE4AACA5QgcSJM5c+ak+V4l6RkX1jlx4oRsNpv27t2b2aUA2V6nTp3UqlUr+/N69eqpZ8+eaZo2PeNmZdniKhVY76mnnlLTpk0zu4wsqV69eqpcubImT56c2aXAAp06dVJ0dLS++OKLzC4F95HPP/9cOXPmzOwy7isEDqSJp6enPD09M7sM4L6RmJj4n/0pBNxd3rx5M7uE+w6nVLKIzz77TBUrVpSnp6f8/f3VqFEjXb161X4Yb9iwYcqfP798fHz00ksv6fr16/ZpV65cqUceeUR+fn7y9/fX448/rl9++cU+PPnQ++eff6769evLy8tLlSpVcvi13VtPk+zbt0/169dX7ty55ePjo6pVq2rnzp0ONa9atUqhoaHKlSuXHnvsMf3xxx/WbaD7VKdOnbRx40ZNmTJFNptNNptNv/zyi7p06aKQkBB5enqqTJkymjJlisN0N27cUI8ePez7rH///oqIiHA4ZHu3/ZqajRs3qnr16nJ3d1fBggU1YMAA3bhxwz788uXL6tChg7y9vVWwYEG9/fbb2eZwb7169RQVFaWoqCj5+voqX758evPNN+2/cHnp0iV17NhRefLkkZeXl5o0aaKjR4/ap09+D3z11VcqV66c3N3d1blzZ82dO1dffvmlff9u2LBBGzZskM1mU3R0tH36vXv3ymaz6cSJE/a2999/X8HBwfLy8lLr1q01adIkh/fZrYfpJalnz56qV6+e/XlSUpLGjBljfz1VqlRJn332mX34pUuX1KFDB+XPn1+enp4qVaqUZs+ebR9++vRptWvXTn5+fsqbN69atmzpUGN2cKdtlLyv1q1bp2rVqsnLy0s1a9bU4cOHHeYxcuRIFShQQLlz59YLL7ygAQMGqHLlyrdd5q3vm3fffVelSpWSh4eHAgIC9OSTT6aosV+/fsqbN68CAwM1dOhQZ63+fYPAkQX88ccfevrpp9W5c2cdPHhQGzZs0BNPPGH/oFy3bp29/eOPP9bnn3/u8Gu4V69eVe/evbVz506tW7dOLi4uat26tZKSkhyWM2jQIPXp00d79+5V6dKl9fTTTzt8Gd2sQ4cOKly4sHbs2KFdu3ZpwIABDocPr127pgkTJmj+/PnatGmTTp06pT59+liwde5vU6ZMUVhYmCIjI/XHH3/ojz/+UOHChVW4cGEtXrxYBw4c0ODBg/X666/r008/tU83duxYLViwQLNnz9aWLVsUGxub4pB9WvdrsjNnzqhp06Z66KGHtG/fPs2YMUMffvihRo4caR+nd+/e2rJli7766iutWbNGmzdv1u7duy3ZNplh7ty5ypEjh3744QdNmTJFkyZN0gcffCDpny/3nTt36quvvtK2bdtkjFHTpk2VkJBgn/7atWsaO3asPvjgA/38889655131K5dO3ug/uOPP1SzZs001bJlyxa99NJLevXVV7V37141btxYo0aNSvc6jRkzRvPmzdPMmTP1888/q1evXnr22We1ceNGSdKbb76pAwcOaMWKFTp48KBmzJihfPnySZISEhIUHh6u3Llza/PmzdqyZYv9H4Sb/2nJ6u62jaR/Pv8mTpyonTt3KkeOHOrcubN92IIFCzRq1CiNHTtWu3btUpEiRTRjxow0L3/nzp3q0aOHhg8frsOHD2vlypWqU6eOwzhz586Vt7e3tm/frnHjxmn48OFas2bNva/8/cTgvrdr1y4jyZw4cSLFsIiICJM3b15z9epVe9uMGTNMrly5TGJiYqrzu3DhgpFk9u/fb4wx5vjx40aS+eCDD+zj/Pzzz0aSOXjwoDHGmNmzZxtfX1/78Ny5c5s5c+akOv/Zs2cbSebYsWP2tunTp5uAgIC0r3Q2UrduXfPqq6/ecZxu3bqZNm3a2J8HBASY8ePH25/fuHHDFClSxLRs2fK287jdft2zZ48xxpjXX3/dlClTxiQlJdmnmT59uv21Ehsba3LmzGkWL15sHx4dHW28vLzuWn9WULduXRMaGuqw/v379zehoaHmyJEjRpLZsmWLfdiff/5pPD09zaeffmqM+b/X9d69ex3mGxERkWK/fPvtt0aSuXTpkr1tz549RpI5fvy4McaYp556yjRr1sxhug4dOji8z1Kb96uvvmrq1q1rjDEmLi7OeHl5ma1btzqM06VLF/P0008bY4xp3ry5ef7551PdJvPnz0/xmoiPjzeenp5m1apVqU6T1dxtGyXvq7Vr19qHLV++3Egyf//9tzHGmBo1aphu3bo5TF+rVi1TqVIl+/Nb99XN7/slS5YYHx8fExsbm2qNdevWNY888ohD20MPPWT69++f3tW9r3GEIwuoVKmSGjZsqIoVK6pt27Z6//33denSJYfhXl5e9udhYWG6cuWKTp8+LUk6evSonn76aRUvXlw+Pj4qVqyYJOnUqVMOy3nggQfsfxcsWFCSdP78+VRr6t27t1544QU1atRIb731VopD+V5eXipRooTD/G43r/+i6dOnq2rVqsqfP79y5cqlWbNm2fdHTEyMzp07p+rVq9vHd3V1VdWqVR3mkdb9muzgwYMKCwtz6HdQq1YtXblyRb/99pt+/fVXJSQkOCzX19dXZcqUcdZqZ7qHH37YYf3DwsJ09OhRHThwQDly5FCNGjXsw/z9/VWmTBkdPHjQ3ubm5ubwPrkXhw8fdtjWklI8v5tjx47p2rVraty4sXLlymV/zJs3z/6efPnll7Vo0SJVrlxZ/fr109atW+3T79u3T8eOHVPu3Lnt0+bNm1dxcXF3PT2XVaRlG0l3/vy7133VuHFjFS1aVMWLF9dzzz2nBQsW6Nq1aw7j3Pq6yo6fmXQazQJcXV21Zs0abd26VatXr9bUqVM1aNAgbd++PU3TN2/eXEWLFtX777+voKAgJSUlqUKFCikOmd58SiT5Q/l2h+eHDh2qZ555RsuXL9eKFSs0ZMgQLVq0SK1bt04xr+T5Ge6iL0latGiR+vTpo4kTJyosLEy5c+fW+PHj07w/k6V1v8J5PD0909RR1MXln//lbn7N33xqJq1cXFxSvG9uns+VK1ckScuXL1ehQoUcxkv+fY8mTZro5MmT+uabb7RmzRo1bNhQ3bp104QJE3TlyhVVrVpVCxYsSLHs/Pnzp7ve+9HdtlFy6EjP51965c6dW7t379aGDRu0evVqDR48WEOHDtWOHTvsfXZS+8x01vLvFxzhyCJsNptq1aqlYcOGac+ePXJzc9PSpUsl/fNfyt9//20f9/vvv1euXLkUHBysv/76S4cPH9Ybb7yhhg0bKjQ01OHoyL0oXbq0evXqpdWrV+uJJ55w6IiG/+Pm5qbExET78y1btqhmzZp65ZVXVKVKFZUsWdLhPy1fX18FBARox44d9rbExESHvhQZ2a+hoaH2vgk315I7d24VLlxYxYsXV86cOR2WGxMToyNHjtzT+t9Pbg1133//vUqVKqVy5crpxo0bDsOTt3G5cuXuOM9b96/0f1/WN3eUvvV+KGXKlHHY1pJSPM+fP3+KztY3zye58+qpU6dUsmRJh0dwcLDDfCIiIvTRRx9p8uTJmjVrliTpwQcf1NGjR1WgQIEU0/v6+t5xvbOKtG6jO0nLvrqbHDlyqFGjRho3bpx+/PFHnThxQuvXr0/XPLI6jnBkAdu3b9e6dev06KOPqkCBAtq+fbsuXLig0NBQ/fjjj7p+/bq6dOmiN954QydOnNCQIUMUFRUlFxcX5cmTR/7+/po1a5YKFiyoU6dOacCAAfdUz99//62+ffvqySefVEhIiH777Tft2LFDbdq0cdIaZy/FihXT9u3bdeLECeXKlUulSpXSvHnztGrVKoWEhGj+/PnasWOHQkJC7NN0795dY8aMUcmSJVW2bFlNnTpVly5dsv/nlZH9+sorr2jy5Mnq3r27oqKidPjwYQ0ZMkS9e/eWi4uLcufOrYiICPXt21d58+ZVgQIFNGTIELm4uGSbyz9PnTql3r1768UXX9Tu3bs1depUTZw4UaVKlVLLli0VGRmp9957T7lz59aAAQNUqFAhtWzZ8o7zLFasmFatWqXDhw/L399fvr6+9i+zoUOHatSoUTpy5IgmTpzoMF337t1Vp04dTZo0Sc2bN9f69eu1YsUKh23doEEDjR8/XvPmzVNYWJg++ugj/fTTT6pSpYqkf/5z7tOnj3r16qWkpCQ98sgjiomJ0ZYtW+Tj46OIiAgNHjxYVatWVfny5RUfH69ly5YpNDRU0j+dv8ePH6+WLVtq+PDhKly4sE6ePKnPP/9c/fr1U+HChZ28B/59d9tGRYsWves8unfvrsjISFWrVk01a9bUJ598oh9//FHFixdPUw3Lli3Tr7/+qjp16ihPnjz65ptvlJSUlK1OV6ZJ5nYhQVocOHDAhIeHm/z58xt3d3dTunRpM3XqVGPM/3VUGjx4sPH39ze5cuUykZGRJi4uzj79mjVrTGhoqHF3dzcPPPCA2bBhg5Fkli5daoxJ2bnQGGMuXbpkJJlvv/3WGOPYaTQ+Pt60b9/eBAcHGzc3NxMUFGSioqLsHaxu7WBqjDFLly41/9WX2+HDh83DDz9sPD09jSRz6NAh06lTJ+Pr62v8/PzMyy+/bAYMGODQAS0hIcFERUUZHx8fkydPHtO/f3/Ttm1b0759e/s4GdmvGzZsMA899JBxc3MzgYGBpn///iYhIcE+PDY21jzzzDPGy8vLBAYGmkmTJpnq1aubAQMGWL2ZLFe3bl3zyiuvmJdeesm+XV9//XV7h8mLFy+a5557zvj6+hpPT08THh5ujhw5Yp8+tde1McacP3/eNG7c2OTKlcvhPfPdd9+ZihUrGg8PD1O7dm2zePFih06jxhgza9YsU6hQIePp6WlatWplRo4caQIDAx3mP3jwYBMQEGB8fX1Nr169TFRUlL3TqDHGJCUlmcmTJ5syZcqYnDlzmvz585vw8HCzceNGY4wxI0aMMKGhocbT09PkzZvXtGzZ0vz666/26f/44w/TsWNHky9fPuPu7m6KFy9uIiMjTUxMzD1u8fvHnbZRWjr4GmPM8OHDTb58+UyuXLlM586dTY8ePczDDz9sH36nTqObN282devWNXny5DGenp7mgQceMJ988kmq4yZr2bKliYiIcOJWyHz8PH0Wx10O/xuSkpIUGhqqdu3aacSIEf/acq9evapChQpp4sSJ6tKly7+2XCtkhTu+RkZG6tChQ9q8eXNml4K7aNy4sQIDAzV//vzMLiXL4JQKcB86efKkVq9erbp16yo+Pl7Tpk3T8ePH9cwzz1i63D179ujQoUOqXr26YmJiNHz4cEm662kFZMyECRPUuHFjeXt7a8WKFZo7d67efffdzC4Lt7h27Zpmzpyp8PBwubq66uOPP9batWuz330yLEbgAO5DLi4umjNnjvr06SNjjCpUqKC1a9faz71bacKECTp8+LDc3NxUtWpVbd682X6jKDjXDz/8oHHjxuny5csqXry43nnnHb3wwguZXRZuYbPZ9M0332jUqFGKi4tTmTJltGTJEjVq1CizS8tSOKUCAAAsx2WxAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAuKNOnTqpVatWmV0GgCyOwAEAACxH4ACQYZMmTVLFihXl7e2t4OBgvfLKK7py5Yp9+Jw5c+Tn56dVq1YpNDRUuXLl0mOPPebwk+s3btxQjx495OfnJ39/f/Xv318REREOR1WKFSuW4jdQKleurKFDh6a5Fkl6//33FRwcLC8vL7Vu3VqTJk2Sn5+fwzhffvmlHnzwQXl4eKh48eIaNmyYbty4cc/bCvivI3AAyDAXFxe98847+vnnnzV37lytX79e/fr1cxjn2rVrmjBhgubPn69Nmzbp1KlT6tOnj3342LFjtWDBAs2ePVtbtmxRbGxshn6M8G61bNmyRS+99JJeffVV7d27V40bN9aoUaMc5rF582Z17NhRr776qg4cOKD33ntPc+bMSTEegAzI1N+qBXDfu/Vnt+9k8eLFxt/f3/589uzZRpI5duyYvW369OkmICDA/jwgIMCMHz/e/vzGjRumSJEiDsssWrSoefvttx2WValSJTNkyJA01/LUU0+ZZs2aOYzToUMHh5+cb9iwoRk9erTDOPPnzzcFCxa87XIApA0/3gYgw9auXasxY8bo0KFDio2N1Y0bNxQXF6dr167Jy8tLkuTl5aUSJUrYpylYsKDOnz8vSYqJidG5c+dUvXp1+3BXV1dVrVpVSUlJTq3l8OHDat26tcM01atX17Jly+zP9+3bpy1btjgc0UhMTEyxTgDSj1MqADLkxIkTevzxx/XAAw9oyZIl2rVrl6ZPny5Jun79un28nDlzOkxns9lk0vmbkS4uLimmSUhISHctd3PlyhUNGzZMe/futT/279+vo0ePysPDI101A3DEEQ4AGbJr1y4lJSVp4sSJcnH553+XTz/9NF3z8PX1VUBAgHbs2KE6depI+ueIwu7du1W5cmX7ePnz53foaBobG6vjx4+nq5YyZcpox44dDm23Pn/wwQd1+PBhlSxZMl3rAeDuCBwA7iomJkZ79+51aMuXL58SEhI0depUNW/eXFu2bNHMmTPTPe/u3btrzJgxKlmypMqWLaupU6fq0qVLstls9nEaNGigOXPmqHnz5vLz89PgwYPl6upqH16yZMm71tK9e3fVqVNHkyZNUvPmzbV+/XqtWLHCYTmDBw/W448/riJFiujJJ5+Ui4uL9u3bp59++kkjR45M97oBuElmdyIBcH+LiIgwklI8unTpYiZNmmQKFixoPD09TXh4uJk3b56RZC5dumSM+afT6M2dMo0xZunSpebmj56EhAQTFRVlfHx8TJ48eUz//v1N27ZtTfv27e3jxMTEmKeeesr4+PiY4OBgM2fOnBSdRu9WizHGzJo1yxQqVMh4enqaVq1amZEjR5rAwECH+lauXGlq1qxpPD09jY+Pj6levbqZNWuW07Yn8F9lMyadJ1MBwEJJSUkKDQ1Vu3btNGLECEuXFRkZqUOHDmnz5s2WLgcAp1QAZLKTJ09q9erVqlu3ruLj4zVt2jQdP35czzzzjNOXNWHCBDVu3Fje3t5asWKF5s6dq3fffdfpywGQEoEDQKZycXHRnDlz1KdPHxljVKFCBa1du1ahoaFOX9YPP/ygcePG6fLlyypevLjeeecdvfDCC05fDoCUOKUCAAAsx304AACA5QgcAADAcgQOAABgOQIHAACwHIEDAABYjsABAAAsR+AAAACWI3AAAADL/T9Pyg2L1bR7EwAAAABJRU5ErkJggg==",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "               theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  optics/refraction              0              0                 1   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              0      1                       0.0                       0.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                        100.0                       0.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "          theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  pharmacology              5              3                 4   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              4      9                 55.555556                 33.333333   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                    44.444444                 44.444444  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "                   theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  pharmacology/glaucoma              0              1                 1   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              0      1                       0.0                     100.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                        100.0                       0.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "        theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  refraction             18             16                17             13   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0     31                 58.064516                 51.612903   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                     54.83871                 41.935484  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "                   theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  refraction/low vision              0              0                 0   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              0      2                       0.0                       0.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                          0.0                       0.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "                theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  refractive surgery              2              1                 2   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              2      2                     100.0                      50.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                        100.0                     100.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "    theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  retina              8              3                 5              8   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0     12                 66.666667                      25.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                    41.666667                 66.666667  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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S0KtXL7XXZ2hoiAYNGuDgwYMafQ4aNEj6fxsbG1StWhUWFhbo3r271F61alXY2NiobfPCfK+joqKkU3gF8eY+4PHjxzhw4AC6d++Op0+fSuv6559/EBAQgPj4eCQmJhao77y8a/8IFP47877wNEch5R5Cfvr0aYHmv3PnDgwMDKR/bHM5OTnBxsZG40uee+guL29Oyx3d/7ZDuKmpqcjKykJaWhpq1KhRoJoLKiUlBb///jtCQkLUzuv5+vpi06ZNuH79OqpUqaK2jIuLi9rz3H8Enzx5AuDVawwNDcWCBQuwbt06NGnSBB07dkTfvn2loGFoaAgfHx8cPXoUwKsw0aRJEzRu3Bg5OTk4deoUHB0d8fjxY7UwER8fjz/++CPfgYwPHjxQe57Xthg/fjz27duH+vXrw8PDA61bt0bv3r2lUynvIoTIs93FxUXtvRkxYgSGDBkCT09P9O3bF3fv3sWvv/6K1atXo0OHDrh27Zo0vuH1fgv6D3z9+vXVgmWvXr1Qt25dhISEoH379tIOrV+/fggJCcGdO3fg6uqK6OhoZGdn45NPPinQet4lISEBkydPxm+//SZ9BnLljpHJZWpqqrHtbG1t1Za7c+cOypYtC3Nzc7X53vz+Fdb27dsxY8YMXLhwQW2s0+vvd+53/c3PzZvrfvjwIVJSUrBixYp8r/h687NYUO/6funKu9aTu29q0aJFnsu/eSour22rVCpRoUIFjc+0UqlUez2F/V4Xxpvb8saNGxBC4Ouvv8bXX3+d7/rKly+v1foKsv0K8515nxgmCsna2hrlypUr9E2CCrqTz+vKjfym5Q4umjt3LurUqZPnMpaWlnj8+HHBiiyk6OhoZGZmYv78+Zg/f77G9HXr1mHatGlqbYaGhnn29fo/svPnz0f//v3x66+/Ys+ePRgxYgTCwsJw6tQpVKhQAQDQuHFjzJw5ExkZGTh69CgmTZoEGxsb1KhRA0ePHoWjoyMAqIUJlUqFVq1aYdy4cXnW8GbwyWtbeHl5IS4uDtu3b8euXbuwadMmLF26FJMnT9Z4ra+zt7cHULCd+s8//4yrV6/it99+Q05ODn755Rfs2bMH9erVQ/Xq1bFy5UqcOnUKjRs3lpbJ7bd06dLv7D8vBgYGaN68ORYtWoT4+HhUr14dANCzZ0+MHj0a69atw5dffokff/wR9erVUxvLo62cnBy0atUKjx8/xvjx4+Hp6QkLCwskJiaif//+GoPn8vvsaEuhUOQZ7t4c0Jk7Dqdp06ZYunQpypYtCyMjI0RGRhZo4O2bcl9X37598/1DoFatWoXuFyjY90sX3rWe3Ne4du3aPMdOvR6E39ZfQV5PYb/XhZHfPnfMmDH5HkGWE1zf9XoL+515nxgmtNC+fXusWLECJ0+ehI+Pz1vndXV1hUqlQnx8vNrgm+TkZKSkpKjdvKiwcu8pYG1tDX9//3znc3BwgLW19TsDUGEPW69btw41atTAlClTNKZ9//33WL9+/Vv/gX2bmjVrombNmvjqq69w4sQJ+Pr6Yvny5ZgxYwaAVyEhKysLP/30ExITE6XQ0LRpUylMVKlSRQoVwKv369mzZ299rwrCwsJCujdEVlYWunbtipkzZ2LixIkwNTXNcxlPT08Ary4rfpv09HSMHTsW33zzDWxsbJCcnIzs7GyUK1cOwKudm62trcah1Fu3bsHAwEDWjvPly5cAgGfPnkltdnZ20mmrPn364Pjx4xoDVbV16dIlXL9+HatXr0a/fv2k9r1792rdp6urKw4ePIj09HS1oxNvjogHXv3V9/rh41xvHi3ctGkTTE1NsXv3brVLMiMjIzXWrVKpcOvWLVSuXDnfdTs4OMDKygo5OTmyP4v6KnffVKZMmSJ/jbr6XheEu7s7gFdXUL1rfbo4DfimovjO6ArHTGhh3LhxsLCwwKBBg5CcnKwx/ebNm1i0aBEAoG3btgCgsQNesGABAOQ50rugvL29UalSJcybN0/tH4BcuZdqGRgYoHPnzti2bVuet8HNTb0WFhYAXp2+eJe7d+/iyJEj6N69Oz7++GONx6effoobN26ojUIuiLS0NOkftVw1a9aEgYGB2uHlBg0awMjICLNnz4adnZ30l3STJk1w6tQpHD58WO2oBAB0794dJ0+eVLshVK6UlBSN9eYld+xDLmNjY1SrVg1CiLdebla+fHk4Ozu/8zbEs2fPhq2trXTO397eHqVKlcK1a9cAvBoT8fDhQ42/9mJjY1G9enXpVFBhZWdnY8+ePTA2NtYYcf7JJ5/gypUrGDt2LAwNDdGzZ0+t1vGm3L/CXv8rUwghfXe0ERAQgOzsbKxcuVJqU6lU0mWGr6tUqRKuXbumdknjxYsXNS6rNjQ0hEKhUDticfv2bWzdulVj3QCwdOlStfbFixdr9BcYGIhNmzblGfCL4lLO9y0gIADW1taYNWtWnt8LXb7GwnyvC3ppaH7KlCkDPz8/fP/997h//77G9NdfV2H2pwVVFN8ZXeGRCS1UqlQJ69evR48ePeDl5aV2B8wTJ04gOjpauga8du3aCAoKwooVK5CSkoJmzZrh9OnTWL16NTp37ozmzZtrXYeBgQF++OEHtGnTBtWrV8enn36K8uXLIzExEQcPHoS1tTW2bdsGAJg1axb27NmDZs2aYfDgwfDy8sL9+/cRHR2NY8eOwcbGBnXq1IGhoSFmz56N1NRUmJiYoEWLFihTpozGutevXw8hhHQZ5pvatm2LUqVKYd26dWjQoEGBX9OBAwcQEhKCbt26oUqVKnj58iXWrl0r7YBzmZubw9vbG6dOnZLuMQG8OjLx/PlzPH/+XCNMjB07Fr/99hvat2+P/v37w9vbG8+fP8elS5ewceNG3L59+52nCVq3bg0nJyf4+vrC0dERV69exZIlS9CuXbt3Dsrt1KkTtmzZAiFEnn+1JCQkYO7cudixY4e00yhVqhQ6deqEUaNGISEhAVu2bEG5cuXUjohlZ2fj8OHDGgP/3mbnzp1SQHnw4AHWr1+P+Ph4TJgwQeN8drt27WBvb4/o6Gi0adMmz89Dfm7cuCEdTXpd3bp10bp1a1SqVAljxoxBYmIirK2tsWnTJlnn9zt37oz69evjiy++wI0bN+Dp6YnffvtNOtX3+vs+YMAALFiwAAEBARg4cCAePHiA5cuXo3r16tJA69zXv2DBAnz00Ufo3bs3Hjx4gIiICHh4eOCPP/6Q5vP29kZgYCDCw8Pxzz//SJeGXr9+XWPd3377LQ4ePIgGDRogODgY1apVw+PHj3Hu3Dns27evyE5Nvi/W1tZYtmwZPvnkE3zwwQfo2bMnHBwckJCQgB07dsDX1xdLlizRyboK870u7KWheYmIiEDjxo1Rs2ZNBAcHw93dHcnJyTh58iT+/vtvXLx4EQAKtT8tKE9PT51/Z3TmPV458q9z/fp1ERwcLCpWrCiMjY2FlZWV8PX1FYsXL1a7bCg7O1tMmzZNuLm5CSMjI+Hs7CwmTpyoNo8Q+V9Kl3vZUH6XS54/f1507dpV2NvbCxMTE+Hq6iq6d+8u9u/frzbfnTt3RL9+/YSDg4MwMTER7u7uYtiwYWqXIq1cuVK4u7sLQ0PDt14mWrNmTeHi4vLW98fPz0+UKVNGZGdn5/saci/Byr1k76+//hIDBgwQlSpVEqampsLOzk40b95c7Nu3T6P/sWPHCgBi9uzZau0eHh4CgLh586bGMk+fPhUTJ04UHh4ewtjYWJQuXVo0atRIzJs3T2RlZanVNHfuXI3lv//+e9G0aVPpva5UqZIYO3asSE1Nfet7IYQQ586dEwDE0aNH85zerVs30bVrV4325ORk0aFDB2FlZSU++OADcfbsWbXpO3fuVLs8923yujTU1NRU1KlTRyxbtizfyz0///xzAUCsX7/+nevIlXupc16PgQMHCiGEuHLlivD39xeWlpaidOnSIjg4WFy8eFHjMs6goCBhYWGhsY4pU6aIN3djDx8+FL179xZWVlZCqVSK/v37i+PHjwsAapcZCiHEjz/+KNzd3YWxsbGoU6eO2L17d56Xhq5atUpUrlxZmJiYCE9PTxEZGZnnup8/fy6GDRsm7OzshKWlpejcubN0ie23336rNm9ycrIYNmyYcHZ2FkZGRsLJyUm0bNlSrFixokDvbV6Xhr556Xfu964wl3sX5NLQgq7n4MGDIiAgQCiVSmFqaioqVaok+vfvr/YZzm/bNmvWLM/LsPPaTxbke527LhTi0tC89gFCCHHz5k3Rr18/4eTkJIyMjET58uVF+/btxcaNG9Xmy29/mt+loe/aPwpR8O/M+6YQQscjc4goXy1btkS5cuU0fg9Bjs6dO0OhUGjcAE2XRo8ejVWrViEpKUnjSomSYOvWrejSpQuOHTtW4CtvdOXChQuoW7cufvzxR/Tp0+e9rpvofWGYIHqPYmJi0KRJE8THx8safJvr6tWrqFmzJi5cuKDzS39zZWRkwNnZGe3bt9cYdKiPXrx4oTYKPycnB61bt8bZs2eRlJT01iumdL1u4NVdMdeuXYvbt2/D2dm5yNZNVJw4ZoLoPWrQoAGysrJ01p+Xl1eBBo5q48GDB9i3bx82btyIf/75R+33ZvTZ8OHD8eLFC/j4+CAzMxObN2/GiRMnMGvWrCINEsCr3+2JjY1F8+bNUapUKezcuRM7d+7E4MGDGSToX41hgojydOXKFfTp0wdlypTBd999l++9TPRNixYtMH/+fGzfvh0ZGRnw8PDA4sWLERISUuTrbtSoEfbu3YtvvvkGz549g4uLC6ZOnYpJkyYV+bqJilOxnuaoWLFinrd5/fzzzxEREYGMjAx88cUX2LBhAzIzMxEQEIClS5eq3TuAiIiIilexhomHDx+qXbv9559/olWrVjh48CD8/PwwdOhQ7NixA1FRUVAqlQgJCYGBgUGeP69NRERExUOvBmCOGjUK27dvR3x8PNLS0uDg4ID169fj448/BvDqN+S9vLxw8uRJNGzYsJirJSIiIkCPxkxkZWXhxx9/RGhoKBQKBWJjY5Gdna12y1JPT0+4uLi8NUxkZmaq3SlRpVLh8ePHsLe3L5LbmxIREf1bCSHw9OlTlCtXDgYG+d80W2/CxNatW5GSkiLdOTIpKQnGxsawsbFRm8/R0RFJSUn59hMWFqb170EQERGRprt370o/tJgXvQkTq1atQps2baQfNNLWxIkTERoaKj1PTU2Fi4sL7t69q3GbYCIiIspfWloanJ2d3/lzAXoRJu7cuYN9+/Zh8+bNUpuTkxOysrKQkpKidnQiOTk5z5+0zWViYqL2y365rK2tGSaIiIi08K5hAnrxq6GRkZEoU6aM2i9oent7w8jICPv375fa4uLikJCQ8M6f/SYiIqL3p9iPTKhUKkRGRiIoKAilSv1fOUqlEgMHDkRoaCjs7OxgbW2N4cOHw8fHh1dyEBER6ZFiDxP79u1DQkICBgwYoDFt4cKFMDAwQGBgoNpNq4iIiEh/6NV9JopCWloalEolUlNTOWaCiIioEAr6b6hejJkgIiKikothgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZShV3ASVVxQk7iruEf73b37Yr7hKISIe43yx6xbXf5JEJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZij1MJCYmom/fvrC3t4eZmRlq1qyJs2fPStOFEJg8eTLKli0LMzMz+Pv7Iz4+vhgrJiIiotcVa5h48uQJfH19YWRkhJ07d+LKlSuYP38+bG1tpXnmzJmD7777DsuXL0dMTAwsLCwQEBCAjIyMYqyciIiIcpUqzpXPnj0bzs7OiIyMlNrc3Nyk/xdCIDw8HF999RU6deoEAFizZg0cHR2xdetW9OzZ873XTEREROqK9cjEb7/9hnr16qFbt24oU6YM6tati5UrV0rTb926haSkJPj7+0ttSqUSDRo0wMmTJ/PsMzMzE2lpaWoPIiIiKjrFGib++usvLFu2DJUrV8bu3bsxdOhQjBgxAqtXrwYAJCUlAQAcHR3VlnN0dJSmvSksLAxKpVJ6ODs7F+2LICIi+o8r1jChUqnwwQcfYNasWahbty4GDx6M4OBgLF++XOs+J06ciNTUVOlx9+5dHVZMREREbyrWMFG2bFlUq1ZNrc3LywsJCQkAACcnJwBAcnKy2jzJycnStDeZmJjA2tpa7UFERERFp1jDhK+vL+Li4tTarl+/DldXVwCvBmM6OTlh//790vS0tDTExMTAx8fnvdZKREREeSvWqzlGjx6NRo0aYdasWejevTtOnz6NFStWYMWKFQAAhUKBUaNGYcaMGahcuTLc3Nzw9ddfo1y5cujcuXNxlk5ERET/X7GGiQ8//BBbtmzBxIkTMX36dLi5uSE8PBx9+vSR5hk3bhyeP3+OwYMHIyUlBY0bN8auXbtgampajJUTERFRrmINEwDQvn17tG/fPt/pCoUC06dPx/Tp099jVURERFRQxX47bSIiIirZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikqVYw8TUqVOhUCjUHp6entL0jIwMDBs2DPb29rC0tERgYCCSk5OLsWIiIiJ6U7EfmahevTru378vPY4dOyZNGz16NLZt24bo6GgcPnwY9+7dQ9euXYuxWiIiInpTqWIvoFQpODk5abSnpqZi1apVWL9+PVq0aAEAiIyMhJeXF06dOoWGDRu+71KJiIgoD8V+ZCI+Ph7lypWDu7s7+vTpg4SEBABAbGwssrOz4e/vL83r6ekJFxcXnDx5Mt/+MjMzkZaWpvYgIiKiolOsYaJBgwaIiorCrl27sGzZMty6dQtNmjTB06dPkZSUBGNjY9jY2Kgt4+joiKSkpHz7DAsLg1KplB7Ozs5F/CqIiIj+24r1NEebNm2k/69VqxYaNGgAV1dX/PLLLzAzM9Oqz4kTJyI0NFR6npaWxkBBRERUhIr9NMfrbGxsUKVKFdy4cQNOTk7IyspCSkqK2jzJycl5jrHIZWJiAmtra7UHERERFR29ChPPnj3DzZs3UbZsWXh7e8PIyAj79++XpsfFxSEhIQE+Pj7FWCURERG9rlhPc4wZMwYdOnSAq6sr7t27hylTpsDQ0BC9evWCUqnEwIEDERoaCjs7O1hbW2P48OHw8fHhlRxERER6pFjDxN9//41evXrhn3/+gYODAxo3boxTp07BwcEBALBw4UIYGBggMDAQmZmZCAgIwNKlS4uzZCIiInpDsYaJDRs2vHW6qakpIiIiEBER8Z4qIiIiosLSqzETREREVPIwTBAREZEsDBNEREQkC8MEERERycIwQURERLIwTBAREZEsDBNEREQkC8MEERERycIwQURERLIwTBAREZEsDBNEREQkC8MEERERycIwQURERLIwTBAREZEsDBNEREQkC8MEERERycIwQURERLIwTBAREZEsDBNEREQkC8MEERERycIwQURERLIwTBAREZEsDBNEREQkSyltFrp16xaOHj2KO3fuID09HQ4ODqhbty58fHxgamqq6xqJiIhIjxUqTKxbtw6LFi3C2bNn4ejoiHLlysHMzAyPHz/GzZs3YWpqij59+mD8+PFwdXUtqpqJiIhIjxQ4TNStWxfGxsbo378/Nm3aBGdnZ7XpmZmZOHnyJDZs2IB69eph6dKl6Natm84LJiIiIv1S4DDx7bffIiAgIN/pJiYm8PPzg5+fH2bOnInbt2/roj4iIiLScwUOE28LEm+yt7eHvb29VgURERFRyaLVAMzX7dixA4cOHUJOTg58fX0RGBioi7qIiIiohJB1aejXX3+NcePGQaFQQAiB0aNHY/jw4bqqjYiIiEqAQh2ZOHv2LOrVqyc9//nnn3Hx4kWYmZkBAPr37w8/Pz8sXrxYt1USERGR3irUkYkhQ4Zg1KhRSE9PBwC4u7tj/vz5iIuLw6VLl7Bs2TJUqVKlSAolIiIi/VSoMBETE4OyZcvigw8+wLZt2/C///0P58+fR6NGjdCkSRP8/fffWL9+fVHVSkRERHqoUKc5DA0NMX78eHTr1g1Dhw6FhYUFlixZgnLlyhVVfURERKTntBqA6e7ujt27d6NLly5o2rQpIiIidF0XERERlRCFChMpKSkYN24cOnTogK+++gpdunRBTEwMzpw5g4YNG+LSpUtFVScRERHpqUKFiaCgIMTExKBdu3aIi4vD0KFDYW9vj6ioKMycORM9evTA+PHji6pWIiIi0kOFGjNx4MABnD9/Hh4eHggODoaHh4c0rWXLljh37hymT5+u8yKJiIhIfxXqyETlypWxYsUKXL9+HcuXL9f4ZVBTU1PMmjVLpwUSERGRfitUmPjf//6HAwcOoG7duli/fj2WLVtWVHURERFRCVGo0xx16tTB2bNni6oWIiIiKoEKfGRCCFGUdRAREVEJVeAwUb16dWzYsAFZWVlvnS8+Ph5Dhw7Ft99+K7s4IiIi0n8FPs2xePFijB8/Hp9//jlatWqFevXqoVy5cjA1NcWTJ09w5coVHDt2DJcvX0ZISAiGDh1alHUTERGRnihwmGjZsiXOnj2LY8eO4eeff8a6detw584dvHjxAqVLl0bdunXRr18/9OnTB7a2tkVZMxEREemRQg3ABIDGjRujcePGRVELERERlUBa/TYHERERUS6GCSIiIpKl0Kc5iIiKU8UJO4q7hH+929+2K+4SqIThkQkiIiKShWGCiIiIZNEqTJw7dw6XLl2Snv/666/o3Lkzvvzyy3fe1IqIiIj+XbQKE5999hmuX78OAPjrr7/Qs2dPmJubIzo6GuPGjdNpgURERKTftAoT169fR506dQAA0dHRaNq0KdavX4+oqChs2rRJl/URERGRntMqTAghoFKpAAD79u1D27ZtAQDOzs549OiR7qojIiIivadVmKhXrx5mzJiBtWvX4vDhw2jX7tVlRLdu3YKjo6NWhXz77bdQKBQYNWqU1JaRkYFhw4bB3t4elpaWCAwMRHJyslb9ExERUdHQKkyEh4fj3LlzCAkJwaRJk+Dh4QEA2LhxIxo1alTo/s6cOYPvv/8etWrVUmsfPXo0tm3bhujoaBw+fBj37t1D165dtSmZiIiIikihb1qVk5ODlJQUHDlyROMHvebOnQtDQ8NC9ffs2TP06dMHK1euxIwZM6T21NRUrFq1CuvXr0eLFi0AAJGRkfDy8sKpU6fQsGHDwpZORERERaDQRyYMDQ3RunVrpKSkaEwzNTWFkZFRofobNmwY2rVrB39/f7X22NhYZGdnq7V7enrCxcUFJ0+ezLe/zMxMpKWlqT2IiIio6Gh1mqNGjRr466+/ZK98w4YNOHfuHMLCwjSmJSUlwdjYGDY2Nmrtjo6OSEpKyrfPsLAwKJVK6eHs7Cy7TiIiIsqfVmFixowZGDNmDLZv34779+9rdSTg7t27GDlyJNatWwdTU1NtysjTxIkTkZqaKj3u3r2rs76JiIhIk1Y/9JV7KWjHjh2hUCikdiEEFAoFcnJy3tlHbGwsHjx4gA8++EBqy8nJwZEjR7BkyRLs3r0bWVlZSElJUTs6kZycDCcnp3z7NTExgYmJiRavioiIiLShVZg4ePCg7BW3bNlS7ZbcAPDpp5/C09MT48ePh7OzM4yMjLB//34EBgYCAOLi4pCQkAAfHx/Z6yciIiLd0CpMNGvWTPaKraysUKNGDbU2CwsL2NvbS+0DBw5EaGgo7OzsYG1tjeHDh8PHx4dXchAREekRrX819OjRo+jbty8aNWqExMREAMDatWtx7NgxnRW3cOFCtG/fHoGBgWjatCmcnJywefNmnfVPRERE8mkVJjZt2oSAgACYmZnh3LlzyMzMBPDq3hCzZs3SuphDhw4hPDxcem5qaoqIiAg8fvwYz58/x+bNm986XoKIiIjeP62v5li+fDlWrlypdl8JX19fnDt3TmfFERERkf7TKkzExcWhadOmGu1KpTLPm1kRERHRv5dWYcLJyQk3btzQaD927Bjc3d1lF0VEREQlh1ZhIjg4GCNHjkRMTAwUCgXu3buHdevWYcyYMRg6dKiuayQiIiI9ptWloRMmTIBKpULLli2Rnp6Opk2bwsTEBGPGjMHw4cN1XSMRERHpMa3ChEKhwKRJkzB27FjcuHEDz549Q7Vq1WBpaanr+oiIiEjPaRUmDhw4gEaNGsHU1BTVqlXTdU1ERERUgmgVJjp27IiXL1/iww8/hJ+fH5o1awZfX1+YmZnpuj4iIiLSc1oNwHzy5An279+PNm3a4PTp0+jSpQtsbGzg6+uLr776Stc1EhERkR7TKkwYGRnB19cXX375JXbv3o1Tp06hV69eOH36NMLCwnRdIxEREekxrU5zXL9+HYcOHcKhQ4dw+PBhZGZmokmTJpg3bx78/Px0XCIRERHpM63ChKenJxwcHDBy5EhMmDABNWvWhEKh0HVtREREVAJodZpjxIgRKF++PKZPn44hQ4Zg0qRJ2LNnD9LT03VdHxEREek5rcJEeHg4zp07h6SkJEycOBFZWVmYNGkSSpcuDV9fX13XSERERHpMqzCRKycnB9nZ2cjMzERGRgYyMzMRFxenq9qIiIioBND6NEetWrXg6OiIzz77DPfu3UNwcDDOnz+Phw8f6rpGIiIi0mNaDcC8f/8+Bg8eDD8/P9SoUUPXNREREVEJolWYiI6O1nUdREREVEJpdZpj9erV2LFjh/R83LhxsLGxQaNGjXDnzh2dFUdERET6T6swMWvWLOl3OE6ePImIiAjMmTMHpUuXxujRo3VaIBEREek3rU5z3L17Fx4eHgCArVu3IjAwEIMHD4avry/vgElERPQfo9WRCUtLS/zzzz8AgD179qBVq1YAAFNTU7x48UJ31REREZHe0+rIRKtWrTBo0CDUrVsX169fR9u2bQEAly9fRsWKFXVZHxEREek5rY5MREREwMfHBw8fPsSmTZtgb28PAIiNjUWvXr10WiARERHpN62OTNjY2GDJkiUa7dOmTZNdEBEREZUsWoUJAEhJScHp06fx4MEDqFQqqV2hUOCTTz7RSXFERESk/7QKE9u2bUOfPn3w7NkzWFtbq/38OMMEERHRf4tWYya++OILDBgwAM+ePUNKSgqePHkiPR4/fqzrGomIiEiPaRUmEhMTMWLECJibm+u6HiIiIiphtAoTAQEBOHv2rK5rISIiohJIqzET7dq1w9ixY3HlyhXUrFkTRkZGatM7duyok+KIiIhI/2kVJoKDgwEA06dP15imUCiQk5MjryoiIiIqMbQKE69fCkpERET/bVqNmchPSkpKnjezIiIion8vnYSJ/fv3o3fv3ihbtiymTJmiiy6JiIiohNA6TNy9exfTp0+Hm5sbWrduDYVCgS1btiApKUmX9REREZGeK1SYyM7ORnR0NAICAlC1alVcuHABc+fOhYGBASZNmoSPPvpI48oOIiIi+ncr1ADM8uXLw9PTE3379sWGDRtga2sLAPylUCIiov+wQh2ZePnyJRQKBRQKBQwNDYuqJiIiIipBChUm7t27h8GDB+Onn36Ck5MTAgMDsWXLFrUf+iIiIqL/lkKFCVNTU/Tp0wcHDhzApUuX4OXlhREjRuDly5eYOXMm9u7dyxtWERER/cdofTVHpUqVMGPGDNy5cwc7duxAZmYm2rdvD0dHR13WR0RERHpOqztgvs7AwABt2rRBmzZt8PDhQ6xdu1YXdREREVEJodM7YDo4OCA0NFSXXRIREZGe02mYICIiov8ehgkiIiKShWGCiIiIZNEqTEyfPh3p6eka7S9evMD06dNlF0VEREQlh1ZhYtq0aXj27JlGe3p6OqZNmya7KCIiIio5tAoTQog873p58eJF2NnZyS6KiIiISo5C3WfC1tZW+m2OKlWqqAWKnJwcPHv2DEOGDNF5kURERKS/ChUmwsPDIYTAgAEDMG3aNCiVSmmasbExKlasCB8fH50XSURERPqrUGEiKCgIAODm5gZfX1+UKiX7BppERERUwmk1ZuL58+fYv3+/Rvvu3buxc+dO2UURERFRyaFVmJgwYUKevw4qhMCECRNkF0VEREQlh1ZhIj4+HtWqVdNo9/T0xI0bNwrcz7Jly1CrVi1YW1vD2toaPj4+akc2MjIyMGzYMNjb28PS0hKBgYFITk7WpmQiIiIqIlqFCaVSib/++kuj/caNG7CwsChwPxUqVMC3336L2NhYnD17Fi1atECnTp1w+fJlAMDo0aOxbds2REdH4/Dhw7h37x66du2qTclERERURLQKE506dcKoUaNw8+ZNqe3GjRv44osv0LFjxwL306FDB7Rt2xaVK1dGlSpVMHPmTFhaWuLUqVNITU3FqlWrsGDBArRo0QLe3t6IjIzEiRMncOrUKW3KJiIioiKgVZiYM2cOLCws4OnpCTc3N7i5ucHLywv29vaYN2+eVoXk5ORgw4YNeP78OXx8fBAbG4vs7Gz4+/tL83h6esLFxQUnT57Mt5/MzEykpaWpPYiIiKjoaHVtp1KpxIkTJ7B3715cvHgRZmZmqFWrFpo2bVrovi5dugQfHx9kZGTA0tISW7ZsQbVq1XDhwgUYGxvDxsZGbX5HR0ckJSXl219YWBhv6U1ERPQeaX2jCIVCgdatW6Np06YwMTHJ8/baBVG1alVcuHABqamp2LhxI4KCgnD48GFty8LEiRMRGhoqPU9LS4Ozs7PW/REREdHbaXWaQ6VS4ZtvvkH58uVhaWmJW7duAQC+/vprrFq1qlB9GRsbw8PDA97e3ggLC0Pt2rWxaNEiODk5ISsrCykpKWrzJycnw8nJKd/+TExMpKtDch9ERERUdLQKEzNmzEBUVBTmzJkDY2Njqb1GjRr44YcfZBWkUqmQmZkJb29vGBkZqd0cKy4uDgkJCbxlNxERkR7R6jTHmjVrsGLFCrRs2VLth71q166Na9euFbifiRMnok2bNnBxccHTp0+xfv16HDp0CLt374ZSqcTAgQMRGhoKOzs7WFtbY/jw4fDx8UHDhg21KZuIiIiKgFZhIjExER4eHhrtKpUK2dnZBe7nwYMH6NevH+7fvw+lUolatWph9+7daNWqFQBg4cKFMDAwQGBgIDIzMxEQEIClS5dqUzIREREVEa3CRLVq1XD06FG4urqqtW/cuBF169YtcD/vGl9hamqKiIgIREREaFMmERERvQdahYnJkycjKCgIiYmJUKlU2Lx5M+Li4rBmzRps375d1zUSERGRHtP6Dpjbtm3Dvn37YGFhgcmTJ+Pq1avYtm2bdIqCiIiI/hsKfWTi5cuXmDVrFgYMGIC9e/cWRU1ERERUghT6yESpUqUwZ84cvHz5sijqISIiohJGq9McLVu2lHWXSiIiIvr30GoAZps2bTBhwgRcunQJ3t7eGj87XphfDiUiIqKSTasw8fnnnwMAFixYoDFNoVAgJydHXlVERERUYmgVJlQqla7rICIiohKq0GMmsrOzUapUKfz5559FUQ8RERGVMIUOE0ZGRnBxceGpDCIiIgKg5dUckyZNwpdffonHjx/ruh4iIiIqYbQaM7FkyRLcuHED5cqVg6urq8bVHOfOndNJcURERKT/tAoTnTt31nEZREREVFJpFSamTJmi6zqIiIiohNIqTOSKjY3F1atXAQDVq1cv1M+PExER0b+DVmHiwYMH6NmzJw4dOgQbGxsAQEpKCpo3b44NGzbAwcFBlzUSERGRHtPqao7hw4fj6dOnuHz5Mh4/fozHjx/jzz//RFpaGkaMGKHrGomIiEiPaXVkYteuXdi3bx+8vLyktmrVqiEiIgKtW7fWWXFERESk/7Q6MqFSqWBkZKTRbmRkxFttExER/cdoFSZatGiBkSNH4t69e1JbYmIiRo8ejZYtW+qsOCIiItJ/WoWJJUuWIC0tDRUrVkSlSpVQqVIluLm5IS0tDYsXL9Z1jURERKTHtBoz4ezsjHPnzmHfvn24du0aAMDLywv+/v46LY6IiIj0n9b3mVAoFGjVqhVatWqly3qIiIiohCnUaY4DBw6gWrVqSEtL05iWmpqK6tWr4+jRozorjoiIiPRfocJEeHg4goODYW1trTFNqVTis88+w4IFC3RWHBEREem/QoWJixcv4qOPPsp3euvWrREbGyu7KCIiIio5CjVmIjk5Oc/7S0idlSqFhw8fyi6KqChVnLCjuEv417v9bbviLoGI3qNCHZkoX748/vzzz3yn//HHHyhbtqzsooiIiKjkKFSYaNu2Lb7++mtkZGRoTHvx4gWmTJmC9u3b66w4IiIi0n+FOs3x1VdfYfPmzahSpQpCQkJQtWpVAMC1a9cQERGBnJwcTJo0qUgKJSIiIv1UqDDh6OiIEydOYOjQoZg4cSKEEABe3XMiICAAERERcHR0LJJCiYiISD8V+qZVrq6u+P333/HkyRPcuHEDQghUrlwZtra2RVEfERER6Tmt74Bpa2uLDz/8UJe1EBERUQmk1Q99EREREeVimCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCAiIiJZijVMhIWF4cMPP4SVlRXKlCmDzp07Iy4uTm2ejIwMDBs2DPb29rC0tERgYCCSk5OLqWIiIiJ6U7GGicOHD2PYsGE4deoU9u7di+zsbLRu3RrPnz+X5hk9ejS2bduG6OhoHD58GPfu3UPXrl2LsWoiIiJ6XaniXPmuXbvUnkdFRaFMmTKIjY1F06ZNkZqailWrVmH9+vVo0aIFACAyMhJeXl44deoUGjZsWBxlExER0Wv0asxEamoqAMDOzg4AEBsbi+zsbPj7+0vzeHp6wsXFBSdPnsyzj8zMTKSlpak9iIiIqOjoTZhQqVQYNWoUfH19UaNGDQBAUlISjI2NYWNjozavo6MjkpKS8uwnLCwMSqVSejg7Oxd16URERP9pehMmhg0bhj///BMbNmyQ1c/EiRORmpoqPe7evaujComIiCgvxTpmIldISAi2b9+OI0eOoEKFClK7k5MTsrKykJKSonZ0Ijk5GU5OTnn2ZWJiAhMTk6IumYiIiP6/Yj0yIYRASEgItmzZggMHDsDNzU1ture3N4yMjLB//36pLS4uDgkJCfDx8Xnf5RIREVEeivXIxLBhw7B+/Xr8+uuvsLKyksZBKJVKmJmZQalUYuDAgQgNDYWdnR2sra0xfPhw+Pj48EoOIiIiPVGsYWLZsmUAAD8/P7X2yMhI9O/fHwCwcOFCGBgYIDAwEJmZmQgICMDSpUvfc6VERESUn2INE0KId85jamqKiIgIREREvIeKiIiIqLD05moOIiIiKpkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKShWGCiIiIZGGYICIiIlkYJoiIiEgWhgkiIiKSpVjDxJEjR9ChQweUK1cOCoUCW7duVZsuhMDkyZNRtmxZmJmZwd/fH/Hx8cVTLBEREeWpWMPE8+fPUbt2bUREROQ5fc6cOfjuu++wfPlyxMTEwMLCAgEBAcjIyHjPlRIREVF+ShXnytu0aYM2bdrkOU0IgfDwcHz11Vfo1KkTAGDNmjVwdHTE1q1b0bNnz/dZKhEREeVDb8dM3Lp1C0lJSfD395falEolGjRogJMnT+a7XGZmJtLS0tQeREREVHT0NkwkJSUBABwdHdXaHR0dpWl5CQsLg1KplB7Ozs5FWicREdF/nd6GCW1NnDgRqamp0uPu3bvFXRIREdG/mt6GCScnJwBAcnKyWntycrI0LS8mJiawtrZWexAREVHR0dsw4ebmBicnJ+zfv19qS0tLQ0xMDHx8fIqxMiIiInpdsV7N8ezZM9y4cUN6fuvWLVy4cAF2dnZwcXHBqFGjMGPGDFSuXBlubm74+uuvUa5cOXTu3Ln4iiYiIiI1xRomzp49i+bNm0vPQ0NDAQBBQUGIiorCuHHj8Pz5cwwePBgpKSlo3Lgxdu3aBVNT0+IqmYiIiN5QrGHCz88PQoh8pysUCkyfPh3Tp09/j1URERFRYejtmAkiIiIqGRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKFYYKIiIhkYZggIiIiWRgmiIiISBaGCSIiIpKlRISJiIgIVKxYEaampmjQoAFOnz5d3CURERHR/6f3YeLnn39GaGgopkyZgnPnzqF27doICAjAgwcPirs0IiIiQgkIEwsWLEBwcDA+/fRTVKtWDcuXL4e5uTn+97//FXdpREREBKBUcRfwNllZWYiNjcXEiROlNgMDA/j7++PkyZN5LpOZmYnMzEzpeWpqKgAgLS1Np7WpMtN12h9p0vU2y8VtV/SKatsB3H7vA797JZeut11uf0KIt86n12Hi0aNHyMnJgaOjo1q7o6Mjrl27lucyYWFhmDZtmka7s7NzkdRIRUcZXtwVkLa47Uo2br+Sq6i23dOnT6FUKvOdrtdhQhsTJ05EaGio9FylUuHx48ewt7eHQqEoxsqKV1paGpydnXH37l1YW1sXdzlUCNx2JRe3XcnFbfeKEAJPnz5FuXLl3jqfXoeJ0qVLw9DQEMnJyWrtycnJcHJyynMZExMTmJiYqLXZ2NgUVYkljrW19X/6i1GScduVXNx2JRe3Hd56RCKXXg/ANDY2hre3N/bv3y+1qVQq7N+/Hz4+PsVYGREREeXS6yMTABAaGoqgoCDUq1cP9evXR3h4OJ4/f45PP/20uEsjIiIilIAw0aNHDzx8+BCTJ09GUlIS6tSpg127dmkMyqS3MzExwZQpUzROAZH+47YrubjtSi5uu8JRiHdd70FERET0Fno9ZoKIiIj0H8MEERERycIwQURERLIwTBAAICoqqsD34yjMvFR0bt++DYVCgQsXLhR3KUT/av3790fnzp2l535+fhg1alSBli3MvCWZ3l/NQe9Hjx490LZt2+Iuo0Ty8/NDnTp1EB4eXtylUBHo378/UlJSsHXr1uIuhfTE5s2bYWRkVNxl6BWGCQIAmJmZwczMrLjLINIbOTk5/+lb8FP+7OzsirsEvcPTHHpi48aNqFmzJszMzGBvbw9/f388f/5cOrw2bdo0ODg4wNraGkOGDEFWVpa07K5du9C4cWPY2NjA3t4e7du3x82bN6XpuYfDN2/ejObNm8Pc3By1a9dW++XVN09dXLx4Ec2bN4eVlRWsra3h7e2Ns2fPqtW8e/dueHl5wdLSEh999BHu379fdG+Qnurfvz8OHz6MRYsWQaFQQKFQ4ObNmxg4cCDc3NxgZmaGqlWrYtGiRWrLvXz5EiNGjJC22fjx4xEUFKR2KPVd2zUvhw8fRv369WFiYoKyZctiwoQJePnypTT96dOn6NOnDywsLFC2bFksXLjwX3MY1s/PDyEhIQgJCYFSqUTp0qXx9ddfS792+OTJE/Tr1w+2trYwNzdHmzZtEB8fLy2f+x347bffUK1aNZiYmGDAgAFYvXo1fv31V2n7Hjp0CIcOHYJCoUBKSoq0/IULF6BQKHD79m2pbeXKlXB2doa5uTm6dOmCBQsWqH3P3jx8DgCjRo2Cn5+f9FylUiEsLEz6PNWuXRsbN26Upj958gR9+vSBg4MDzMzMULlyZURGRkrT7969i+7du8PGxgZ2dnbo1KmTWo0l3dven9zttH//ftSrVw/m5uZo1KgR4uLi1PqYMWMGypQpAysrKwwaNAgTJkxAnTp18l3nm9+ZpUuXonLlyjA1NYWjoyM+/vhjjRrHjRsHOzs7ODk5YerUqbp6+XqDYUIP3L9/H7169cKAAQNw9epVHDp0CF27dpV2gvv375faf/rpJ2zevFntl1GfP3+O0NBQnD17Fvv374eBgQG6dOkClUqltp5JkyZhzJgxuHDhAqpUqYJevXqp/UPzuj59+qBChQo4c+YMYmNjMWHCBLXDeunp6Zg3bx7Wrl2LI0eOICEhAWPGjCmCd0e/LVq0CD4+PggODsb9+/dx//59VKhQARUqVEB0dDSuXLmCyZMn48svv8Qvv/wiLTd79mysW7cOkZGROH78ONLS0jQOoxd0u+ZKTExE27Zt8eGHH+LixYtYtmwZVq1ahRkzZkjzhIaG4vjx4/jtt9+wd+9eHD16FOfOnSuS96Y4rF69GqVKlcLp06exaNEiLFiwAD/88AOAV/9wnz17Fr/99htOnjwJIQTatm2L7Oxsafn09HTMnj0bP/zwAy5fvozvvvsO3bt3l8Ly/fv30ahRowLVcvz4cQwZMgQjR47EhQsX0KpVK8ycObPQryksLAxr1qzB8uXLcfnyZYwePRp9+/bF4cOHAQBff/01rly5gp07d+Lq1atYtmwZSpcuDQDIzs5GQEAArKyscPToURw/flwK/6//QVKSvev9AV7t++bPn4+zZ8+iVKlSGDBggDRt3bp1mDlzJmbPno3Y2Fi4uLhg2bJlBV7/2bNnMWLECEyfPh1xcXHYtWsXmjZtqjbP6tWrYWFhgZiYGMyZMwfTp0/H3r175b94fSKo2MXGxgoA4vbt2xrTgoKChJ2dnXj+/LnUtmzZMmFpaSlycnLy7O/hw4cCgLh06ZIQQohbt24JAOKHH36Q5rl8+bIAIK5evSqEECIyMlIolUppupWVlYiKisqz/8jISAFA3LhxQ2qLiIgQjo6OBX/R/yLNmjUTI0eOfOs8w4YNE4GBgdJzR0dHMXfuXOn5y5cvhYuLi+jUqVO+feS3Xc+fPy+EEOLLL78UVatWFSqVSlomIiJC+qykpaUJIyMjER0dLU1PSUkR5ubm76y/JGjWrJnw8vJSe/3jx48XXl5e4vr16wKAOH78uDTt0aNHwszMTPzyyy9CiP/7XF+4cEGt36CgII3tcvDgQQFAPHnyRGo7f/68ACBu3bolhBCiR48eol27dmrL9enTR+17llffI0eOFM2aNRNCCJGRkSHMzc3FiRMn1OYZOHCg6NWrlxBCiA4dOohPP/00z/dk7dq1Gp+JzMxMYWZmJnbv3p3nMiXJu96f3O20b98+adqOHTsEAPHixQshhBANGjQQw4YNU1ve19dX1K5dW3r+5nZ6/Tu/adMmYW1tLdLS0vKssVmzZqJx48ZqbR9++KEYP358YV+uXuORCT1Qu3ZttGzZEjVr1kS3bt2wcuVKPHnyRG26ubm59NzHxwfPnj3D3bt3AQDx8fHo1asX3N3dYW1tjYoVKwIAEhIS1NZTq1Yt6f/Lli0LAHjw4EGeNYWGhmLQoEHw9/fHt99+q3F43dzcHJUqVVLrL7++/osiIiLg7e0NBwcHWFpaYsWKFdL2SE1NRXJyMurXry/Nb2hoCG9vb7U+Crpdc129ehU+Pj5q5/l9fX3x7Nkz/P333/jrr7+QnZ2ttl6lUomqVavq6mUXu4YNG6q9fh8fH8THx+PKlSsoVaoUGjRoIE2zt7dH1apVcfXqVanN2NhY7XsiR1xcnNp7DUDj+bvcuHED6enpaNWqFSwtLaXHmjVrpO/k0KFDsWHDBtSpUwfjxo3DiRMnpOUvXryIGzduwMrKSlrWzs4OGRkZ7zxlVhIU5P0B3r7vk7udWrVqBVdXV7i7u+OTTz7BunXrkJ6erjbPm5+pf+P+kgMw9YChoSH27t2LEydOYM+ePVi8eDEmTZqEmJiYAi3foUMHuLq6YuXKlShXrhxUKhVq1KihcRjz9dMUuTvc/A6ZT506Fb1798aOHTuwc+dOTJkyBRs2bECXLl00+srtT/DO7ACADRs2YMyYMZg/fz58fHxgZWWFuXPnFnh75irodiXdMTMzK9CgSwODV3+Hvf6Zf/10SUEZGBhofG9e7+fZs2cAgB07dqB8+fJq8+X+ZkSbNm1w584d/P7779i7dy9atmyJYcOGYd68eXj27Bm8vb2xbt06jXU7ODgUul598673JzdQFGbfV1hWVlY4d+4cDh06hD179mDy5MmYOnUqzpw5I42PyWt/qav16wsemdATCoUCvr6+mDZtGs6fPw9jY2Ns2bIFwKu/Ll68eCHNe+rUKVhaWsLZ2Rn//PMP4uLi8NVXX6Fly5bw8vJSO6ohR5UqVTB69Gjs2bMHXbt2VRvURf/H2NgYOTk50vPjx4+jUaNG+Pzzz1G3bl14eHio/ZWkVCrh6OiIM2fOSG05OTlqYxe02a5eXl7SWIDXa7GyskKFChXg7u4OIyMjtfWmpqbi+vXrsl6/PnkzsJ06dQqVK1dGtWrV8PLlS7Xpue9xtWrV3trnm9sX+L9/iF8fdPzm/T6qVq2q9l4D0Hju4OCgMXD59X5yB4ImJCTAw8ND7eHs7KzWT1BQEH788UeEh4djxYoVAIAPPvgA8fHxKFOmjMbySqXyra+7JCjo+/M2BdlO71KqVCn4+/tjzpw5+OOPP3D79m0cOHCgUH2UdDwyoQdiYmKwf/9+tG7dGmXKlEFMTAwePnwILy8v/PHHH8jKysLAgQPx1Vdf4fbt25gyZQpCQkJgYGAAW1tb2NvbY8WKFShbtiwSEhIwYcIEWfW8ePECY8eOxccffww3Nzf8/fffOHPmDAIDA3X0iv9dKlasiJiYGNy+fRuWlpaoXLky1qxZg927d8PNzQ1r167FmTNn4ObmJi0zfPhwhIWFwcPDA56enli8eDGePHki/dWkzXb9/PPPER4ejuHDhyMkJARxcXGYMmUKQkNDYWBgACsrKwQFBWHs2LGws7NDmTJlMGXKFBgYGPxrLoFMSEhAaGgoPvvsM5w7dw6LFy/G/PnzUblyZXTq1AnBwcH4/vvvYWVlhQkTJqB8+fLo1KnTW/usWLEidu/ejbi4ONjb20OpVEr/WE2dOhUzZ87E9evXMX/+fLXlhg8fjqZNm2LBggXo0KEDDhw4gJ07d6q91y1atMDcuXOxZs0a+Pj44Mcff8Sff/6JunXrAnj1V++YMWMwevRoqFQqNG7cGKmpqTh+/Disra0RFBSEyZMnw9vbG9WrV0dmZia2b98OLy8vAK8GUs+dOxedOnXC9OnTUaFCBdy5cwebN2/GuHHjUKFCBR1vgffrXe+Pq6vrO/sYPnw4goODUa9ePTRq1Ag///wz/vjjD7i7uxeohu3bt+Ovv/5C06ZNYWtri99//x0qlepfdfqwQIp3yAYJIcSVK1dEQECAcHBwECYmJqJKlSpi8eLFQoj/G/gzefJkYW9vLywtLUVwcLDIyMiQlt+7d6/w8vISJiYmolatWuLQoUMCgNiyZYsQQnOgnhBCPHnyRAAQBw8eFEKoD8DMzMwUPXv2FM7OzsLY2FiUK1dOhISESAOW3hysKYQQW7ZsEf/Vj1NcXJxo2LChMDMzEwDEtWvXRP/+/YVSqRQ2NjZi6NChYsKECWoDurKzs0VISIiwtrYWtra2Yvz48aJbt26iZ8+e0jzabNdDhw6JDz/8UBgbGwsnJycxfvx4kZ2dLU1PS0sTvXv3Fubm5sLJyUksWLBA1K9fX0yYMKGo36Yi16xZM/H555+LIUOGSO/rl19+KQ0+fPz4sfjkk0+EUqkUZmZmIiAgQFy/fl1aPq/PtRBCPHjwQLRq1UpYWlqqfWeOHTsmatasKUxNTUWTJk1EdHS02gBMIYRYsWKFKF++vDAzMxOdO3cWM2bMEE5OTmr9T548WTg6OgqlUilGjx4tQkJCpAGYQgihUqlEeHi4qFq1qjAyMhIODg4iICBAHD58WAghxDfffCO8vLyEmZmZsLOzE506dRJ//fWXtPz9+/dFv379ROnSpYWJiYlwd3cXwcHBIjU1VeY7rh/e9v4UZKCsEEJMnz5dlC5dWlhaWooBAwaIESNGiIYNG0rT3zYA8+jRo6JZs2bC1tZWmJmZiVq1aomff/45z3lzderUSQQFBenwXSh+/AlyPce77/03qFQqeHl5oXv37vjmm2/e23qfP3+O8uXLY/78+Rg4cOB7W29RKAl3Ig0ODsa1a9dw9OjR4i6F3qJVq1ZwcnLC2rVri7uUEoOnOYiKwZ07d7Bnzx40a9YMmZmZWLJkCW7duoXevXsX6XrPnz+Pa9euoX79+khNTcX06dMB4J2H+kk78+bNQ6tWrWBhYYGdO3di9erVWLp0aXGXRa9JT0/H8uXLERAQAENDQ/z000/Yt2/fv+8+EEWMYYKoGBgYGCAqKgpjxoyBEAI1atTAvn37pHPdRWnevHmIi4uDsbExvL29cfToUekmR6Rbp0+fxpw5c/D06VO4u7vju+++w6BBg4q7LHqNQqHA77//jpkzZyIjIwNVq1bFpk2b4O/vX9yllSg8zUFERESy8NJQIiIikoVhgoiIiGRhmCAiIiJZGCaIiIhIFoYJIiIikoVhgoiIiGRhmCD6D+vfvz86d+5c3GUQUQnHMEFERESyMEwQUZ4WLFiAmjVrwsLCAs7Ozvj888/x7NkzaXpUVBRsbGywe/dueHl5wdLSEh999JHaT2q/fPkSI0aMgI2NDezt7TF+/HgEBQWpHQ2pWLGixu9p1KlTB1OnTi1wLQCwcuVKODs7w9zcHF26dMGCBQtgY2OjNs+vv/6KDz74AKampnB3d8e0adPw8uVL2e8V0X8dwwQR5cnAwADfffcdLl++jNWrV+PAgQMYN26c2jzp6emYN28e1q5diyNHjiAhIQFjxoyRps+ePRvr1q1DZGQkjh8/jrS0NK1+tO5dtRw/fhxDhgzByJEjceHCBbRq1QozZ85U6+Po0aPo168fRo4ciStXruD7779HVFSUxnxEpIVi/c1SIipWb/608ttER0cLe3t76XlkZKQAIG7cuCG1RURECEdHR+m5o6OjmDt3rvT85cuXwsXFRW2drq6uYuHChWrrql27tpgyZUqBa+nRo4do166d2jx9+vRR+0nxli1bilmzZqnNs3btWlG2bNl810NEBcMf+iKiPO3btw9hYWG4du0a0tLS8PLlS2RkZCA9PR3m5uYAAHNzc1SqVElapmzZsnjw4AEAIDU1FcnJyahfv7403dDQEN7e3lCpVDqtJS4uDl26dFFbpn79+ti+fbv0/OLFizh+/LjakYicnByN10REhcfTHESk4fbt22jfvj1q1aqFTZs2ITY2FhEREQCArKwsaT4jIyO15RQKBUQhfzvQwMBAY5ns7OxC1/Iuz549w7Rp03DhwgXpcenSJcTHx8PU1LRQNROROh6ZICINsbGxUKlUmD9/PgwMXv3N8csvvxSqD6VSCUdHR5w5cwZNmzYF8OpIwLlz51CnTh1pPgcHB7VBm2lpabh161ahaqlatSrOnDmj1vbm8w8++ABxcXHw8PAo1OsgondjmCD6j0tNTcWFCxfU2kqXLo3s7GwsXrwYHTp0wPHjx7F8+fJC9z18+HCEhYXBw8MDnp6eWLx4MZ48eQKFQiHN06JFC0RFRaFDhw6wsbHB5MmTYWhoKE338PB4Zy3Dhw9H06ZNsWDBAnTo0AEHDhzAzp071dYzefJktG/fHi4uLvj4449hYGCAixcv4s8//8SMGTMK/dqI6DXFPWiDiIpPUFCQAKDxGDhwoFiwYIEoW7asMDMzEwEBAWLNmjUCgHjy5IkQ4tUAzNcHOAohxJYtW8Tru5Xs7GwREhIirK2tha2trRg/frzo1q2b6NmzpzRPamqq6NGjh7C2thbOzs4iKipKYwDmu2oRQogVK1aI8uXLCzMzM9G5c2cxY8YM4eTkpFbfrl27RKNGjYSZmZmwtrYW9evXFytWrNDZ+0n0X6UQopAnOImItKRSqeDl5YXu3bvjm2++KdJ1BQcH49q1azh69GiRroeIeJqDiIrQnTt3sGfPHjRr1gyZmZlYsmQJbt26hd69e+t8XfPmzUOrVq1gYWGBnTt3YvXq1Vi6dKnO10NEmhgmiKjIGBgYICoqCmPGjIEQAjVq1MC+ffvg5eWl83WdPn0ac+bMwdOnT+Hu7o7vvvsOgwYN0vl6iEgTT3MQERGRLLzPBBEREcnCMEFERESyMEwQERGRLAwTREREJAvDBBEREcnCMEFERESyMEwQERGRLAwTREREJMv/A2+tF/kt8nI5AAAAAElFTkSuQmCC",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "             theme  match_spanish  match_tagalog  match_portuguese  \\\n",
+      "0  retina/oncology              0              0                 0   \n",
+      "\n",
+      "   match_english  Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0              0      1                       0.0                       0.0   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                          0.0                       0.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "        theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  strabismus              6              4                 7              6   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0     11                 54.545455                 36.363636   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                    63.636364                 54.545455  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "     theme  match_spanish  match_tagalog  match_portuguese  match_english  \\\n",
+      "0  uveitis              3              3                 3              4   \n",
+      "\n",
+      "   Total  spanish_ratio_percentage  tagalog_ratio_percentage  \\\n",
+      "0      8                      37.5                      37.5   \n",
+      "\n",
+      "   portuguese_ratio_percentage  english_ratio_percentage  \n",
+      "0                         37.5                      50.0  \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1200x800 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "TEMPERATURE = str(TEMPERATURE).replace('.', '_')\n",
+    "\n",
+    "run_analysis(model=MODEL, temperature=TEMPERATURE, n_repetitions=N_REPETITIONS, languages=LANGUAGES)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "dffeddc1",
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>test</th>\n",
+       "      <th>year</th>\n",
+       "      <th>theme</th>\n",
+       "      <th>match_spanish</th>\n",
+       "      <th>match_tagalog</th>\n",
+       "      <th>match_portuguese</th>\n",
+       "      <th>match_english</th>\n",
+       "      <th>Total</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>anatomy</td>\n",
+       "      <td>7</td>\n",
+       "      <td>6</td>\n",
+       "      <td>6</td>\n",
+       "      <td>7</td>\n",
+       "      <td>21</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>cornea</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>embryology</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>2</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>genetics</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>2</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>glaucoma</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5</th>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>oncology</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>6</th>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>pharmacology</td>\n",
+       "      <td>2</td>\n",
+       "      <td>1</td>\n",
+       "      <td>2</td>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>7</th>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>refraction</td>\n",
+       "      <td>6</td>\n",
+       "      <td>5</td>\n",
+       "      <td>7</td>\n",
+       "      <td>4</td>\n",
+       "      <td>12</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>8</th>\n",
+       "      <td>Teórica I</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>retina</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>9</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>contact lenses</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>10</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>cornea</td>\n",
+       "      <td>4</td>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>5</td>\n",
+       "      <td>9</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>11</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>cornea/lens</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>12</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>glaucoma</td>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>3</td>\n",
+       "      <td>2</td>\n",
+       "      <td>8</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>13</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>glaucoma/uveitis</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>14</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>lens/cataract</td>\n",
+       "      <td>4</td>\n",
+       "      <td>2</td>\n",
+       "      <td>5</td>\n",
+       "      <td>4</td>\n",
+       "      <td>8</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>15</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>low vision</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>16</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>neuro-ophthalmology</td>\n",
+       "      <td>3</td>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>3</td>\n",
+       "      <td>7</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>17</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>ocular plastic surgery</td>\n",
+       "      <td>7</td>\n",
+       "      <td>7</td>\n",
+       "      <td>5</td>\n",
+       "      <td>7</td>\n",
+       "      <td>16</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>18</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>oncology/ocular plastic surgery</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>19</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>optics</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>20</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>optics/refraction</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>21</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>pharmacology</td>\n",
+       "      <td>3</td>\n",
+       "      <td>2</td>\n",
+       "      <td>2</td>\n",
+       "      <td>2</td>\n",
+       "      <td>6</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>22</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>pharmacology/glaucoma</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>1</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>23</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>refraction</td>\n",
+       "      <td>12</td>\n",
+       "      <td>11</td>\n",
+       "      <td>10</td>\n",
+       "      <td>9</td>\n",
+       "      <td>19</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>24</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>refraction/low vision</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>2</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>25</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>refractive surgery</td>\n",
+       "      <td>2</td>\n",
+       "      <td>1</td>\n",
+       "      <td>2</td>\n",
+       "      <td>2</td>\n",
+       "      <td>2</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>26</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>retina</td>\n",
+       "      <td>7</td>\n",
+       "      <td>3</td>\n",
+       "      <td>5</td>\n",
+       "      <td>7</td>\n",
+       "      <td>11</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>27</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>retina/oncology</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>28</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>strabismus</td>\n",
+       "      <td>6</td>\n",
+       "      <td>4</td>\n",
+       "      <td>7</td>\n",
+       "      <td>6</td>\n",
+       "      <td>11</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>29</th>\n",
+       "      <td>Teórica II</td>\n",
+       "      <td>2022</td>\n",
+       "      <td>uveitis</td>\n",
+       "      <td>3</td>\n",
+       "      <td>3</td>\n",
+       "      <td>3</td>\n",
+       "      <td>4</td>\n",
+       "      <td>8</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "          test  year                            theme  match_spanish  \\\n",
+       "0    Teórica I  2022                          anatomy              7   \n",
+       "1    Teórica I  2022                           cornea              0   \n",
+       "2    Teórica I  2022                       embryology              0   \n",
+       "3    Teórica I  2022                         genetics              0   \n",
+       "4    Teórica I  2022                         glaucoma              1   \n",
+       "5    Teórica I  2022                         oncology              1   \n",
+       "6    Teórica I  2022                     pharmacology              2   \n",
+       "7    Teórica I  2022                       refraction              6   \n",
+       "8    Teórica I  2022                           retina              1   \n",
+       "9   Teórica II  2022                   contact lenses              1   \n",
+       "10  Teórica II  2022                           cornea              4   \n",
+       "11  Teórica II  2022                      cornea/lens              1   \n",
+       "12  Teórica II  2022                         glaucoma              2   \n",
+       "13  Teórica II  2022                 glaucoma/uveitis              1   \n",
+       "14  Teórica II  2022                    lens/cataract              4   \n",
+       "15  Teórica II  2022                       low vision              1   \n",
+       "16  Teórica II  2022              neuro-ophthalmology              3   \n",
+       "17  Teórica II  2022           ocular plastic surgery              7   \n",
+       "18  Teórica II  2022  oncology/ocular plastic surgery              1   \n",
+       "19  Teórica II  2022                           optics              1   \n",
+       "20  Teórica II  2022                optics/refraction              0   \n",
+       "21  Teórica II  2022                     pharmacology              3   \n",
+       "22  Teórica II  2022            pharmacology/glaucoma              0   \n",
+       "23  Teórica II  2022                       refraction             12   \n",
+       "24  Teórica II  2022            refraction/low vision              0   \n",
+       "25  Teórica II  2022               refractive surgery              2   \n",
+       "26  Teórica II  2022                           retina              7   \n",
+       "27  Teórica II  2022                  retina/oncology              0   \n",
+       "28  Teórica II  2022                       strabismus              6   \n",
+       "29  Teórica II  2022                          uveitis              3   \n",
+       "\n",
+       "    match_tagalog  match_portuguese  match_english  Total  \n",
+       "0               6                 6              7     21  \n",
+       "1               0                 1              1      1  \n",
+       "2               0                 0              0      2  \n",
+       "3               1                 1              0      2  \n",
+       "4               1                 1              1      1  \n",
+       "5               1                 1              1      1  \n",
+       "6               1                 2              2      3  \n",
+       "7               5                 7              4     12  \n",
+       "8               0                 0              1      1  \n",
+       "9               0                 0              1      3  \n",
+       "10              1                 3              5      9  \n",
+       "11              1                 1              1      1  \n",
+       "12              3                 3              2      8  \n",
+       "13              0                 1              0      1  \n",
+       "14              2                 5              4      8  \n",
+       "15              0                 1              0      1  \n",
+       "16              2                 3              3      7  \n",
+       "17              7                 5              7     16  \n",
+       "18              0                 1              1      3  \n",
+       "19              0                 0              0      1  \n",
+       "20              0                 1              0      1  \n",
+       "21              2                 2              2      6  \n",
+       "22              1                 1              0      1  \n",
+       "23             11                10              9     19  \n",
+       "24              0                 0              0      2  \n",
+       "25              1                 2              2      2  \n",
+       "26              3                 5              7     11  \n",
+       "27              0                 0              0      1  \n",
+       "28              4                 7              6     11  \n",
+       "29              3                 3              4      8  "
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "N_REPETITIONS = 1 if N_REPETITIONS < 1 else N_REPETITIONS\n",
+    "pd.read_csv(f'results/results_{MODEL}_Temperature{TEMPERATURE}_Repetitions{N_REPETITIONS}/matches_results_{MODEL}.csv')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "c23866b3-c0c6-42de-968c-6994b2b8b7fa",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "test                Teórica ITeórica ITeórica ITeórica ITeórica IT...\n",
+       "year                                                            60660\n",
+       "theme               anatomycorneaembryologygeneticsglaucomaoncolog...\n",
+       "match_spanish                                                      77\n",
+       "match_tagalog                                                      56\n",
+       "match_portuguese                                                   73\n",
+       "match_english                                                      71\n",
+       "Total                                                             164\n",
+       "dtype: object"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "pd.read_csv(f'results/results_{MODEL}_Temperature{TEMPERATURE}_Repetitions{N_REPETITIONS}/matches_results_{MODEL}.csv').sum()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "1dcad7d6-7647-49c5-9804-17db4dfbc5a3",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "llm_bias",
+   "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": "3.9.18"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}