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15
Realidad Empresarial N° 13, Enero-Junio 2022
R E A L I D A D E M P R E S A R I A L
R E
ANÁLISIS
¿Es factible que el precio del bitcoin alcance
un millón de dólares en cinco años?
ISSN 2789-2689 (en línea) - ISSN 2415-5721 (impreso)
Es difícil encontrar en la historia de las fi nanzas un
activo cuyo precio haya registrado un incremento tan
espectacular como el del Bitcoin, que de tener un precio
cero cuando fue introducido en 2009 se ha aproximado
en períodos recientes a los $70,000 dólares (Gráfi ca
1). Por varios años, hasta febrero de 2017, el precio del
bitcoin se mantuvo por debajo de los $1,000 dólares.
Luego subió gradualmente a lo largo de 2017, pegando
un salto a mediados de diciembre hasta casi alcanzar
los $20,000 dólares el día 16 de ese mes, para luego
desplomarse y perder casi un tercio de su valor en la
siguiente semana.
Según una investigación realizada por Griffi n y Shams
(2019), ese “boom” de diciembre de 2017 habría
obedecido a la manipulación del mercado por parte de
Bitfi nex, que subió el precio de Bitcoin utilizando Tether,
una criptomoneda del tipo de las “monedas estables”
(stablecoins), cuyos tokens son emitidos por la empresa
Tether Limited, que a su vez es controlada por los
propietarios de Bitfi nex. Para inflar el precio del Bitcoin,
según la hipótesis de Griffi n y Shams (2019), Tether
creó nuevos Tethers sin los dólares para respaldarlos
y luego los usó para comprar Bitcoin, lo cual conllevó el
aumento de los precios. Sin colateral, y al controlar el
mismo grupo empresarial tanto el sitio de intercambio
como la propia moneda, la maniobra le permitió inflar el
precio del bitcoin a través de un intercambio ciego en el
que no existía inyección de capital (Martín, 2019).
Gráfi ca 1. Evolución del precio del bitcoin, 2015-2022.
Nota: Coinbase, 2022.
Tras ese incidente, el precio del Bitcoin se fue desinflando
a lo largo de 2018, alcanzando un mínimo en diciembre
de ese año. Todavía a mediados de 2020, se mantenía
por debajo de los $10,000 dólares. Sin embargo, a partir
de octubre de 2020 entró en una escalada imparable
que lo llevó a superar por vez primera la cota de los
$40,000 dólares en la primera semana de enero de
2021. Según los analistas, esta revalorización se habría
debido a la creciente demanda de la criptomoneda
por parte de inversionistas institucionales como una
estrategia de diversifi cación de riesgo de sus carteras,
en un contexto en que, para enfrentar la crisis generada
por la pandemia por el Covid-19, los bancos centrales
intervinieron en los mercados fi nancieros mediante la
implementación de tipos de interés cero o negativos, la
compra de deuda soberana y la impresión de moneda
(Pintado, 2021).
Después de esta coyuntura, el precio del bitcoin
ha entrado en nuevos ciclos de alzas y bajas,
sobrepasando los $60,000 dólares en abril de 2021
y, más recientemente, entre octubre y noviembre del
mismo año. En la segunda semana de noviembre, casi
alcanzó los $68,000 dólares dando pábulo a la euforia
generalizada entre los criptoevangelistas en torno a la
expectativa de que su precio alcanzaría los $100,000
dólares antes de concluir el año 2021. Lejos de ello, la
curva del Bitcoin registró un punto de inflexión a partir
del 9 de noviembre de 2021, para iniciar un descenso
tendencial que, más allá de su usual volatilidad, ha
bajado casi a los $25,000 dólares a principios de
junio de 2022. Algunos gurúes de la industria de las
criptomonedas, como Vitalik Buterin, o el cofundador
de la plataforma Huobi, Du Ju, hablan incluso de un
“cripto-invierno” que podría mantener deprimido el
precio de esta criptomoneda durante los próximos dos
o tres años.
Resultados de seis modelos predictivos
Es claro que no existen modelos predictivos apropiados
para pronosticar el precio del Bitcoin en el mediano y
largo plazo. De hecho, no existen modelos apropiados